Page 1
à    
' s 
A I W A 
G     S -     H 
[ S E R V I C E   M A N U A L ] 
C o d e   N o .   29 - 8 8 0 - 0 0 0  - 7 8 
D A T E    O F    I S S U E    5 / 1 9 8 1 
S P E C I F I C A T I O N S 
G E N  E R  A  L  
S e m i c o n d u c t o r s : 
P o w e r   s o u r c e : 
P o w e r   c o n s u m p t io n : 
S p e a k e r s : 
D i m e n s i o n : 
W e i g h t : 
R A D  I O    S E C T I O N     
F r e q u e n c y   ra ng e: 
I n t e r m e d i a t e   f r e q u e n c y : 
S e n  s i t i v i t y : 
( I H  F  ,   T H D   3 % ) 
( S / N    10   d B )   4 7   ± 5   d B 
Im a g e   r e j e c t i o n :   F M  
I F    r e j e c t i o n : 
T o t a l   h a r m o n i c   d i s t o r t i o n : 
F M    s t e r e o   s e p a r a t i o n : 
A u t o   s t o p   l e v e l : 
6 8   d i o d e s ,   8    L E D ' s ,   1    L C D   
A C   110  ~   1 2 0 V / 2 2 0    ~   2 4 0 V    
s w i t c h a b l e   5 0/6 0   H z   
s w i t c h a b l e ,   6 0   H z   
2 7 W  
3 9 W 
:    F M 
1 6  I C s ,   1     F E  T . 9  9   t r a n s i s t o r s ,  
B a t t e r i e s   D C   1 3 . 5 V    (UM- 1   x   9 ) 
B ac k- u p   p o w e r   s u p p l y    ( f o r   t u n e r   m e m o r y )    
D C   3 V    ( U M - 3 ,  " A  A  "  x    2 )  
H , H G   m ode l 
U , U C   m ode l   
A C   1 2 0 V / 2 2 0    ~    2 4 0 V   
C a r   b a t t e r y    ( t h r u   c a r   a d a p t o r )  
H , H G   m o de l  
U , U C   m odel   
14Om m 0  x   2   ( W o o f e r ) 
(5 - 5 / 8 " )  
5Om m 0  x  2  ( T w e e t e r ) 
( 2 "  ) 
1 7O m m 0  x   1    (P a s s iv e   R a d i a t o r )  
( 6- 3/4 ”  )  
5 8 8 ( W )   x  3 2 5 ( H )   x   1 6 3 ( D )   m m   
[ 2 3 - 1 / 4 "  x   1 2 - 7 /8 "  x   6 - 1 / 2 " ) 
8 .6    k g   ( 1 8 .6   l b s . ) 
F M 
8 7 5   ~    1 0 7 .9   M H z   
A M 
5 22   ~ 1 , 6 1 1    k H z   
F M 
10.7   M H z   
A M 
4 5 0   k H z  
F M    ( H , H G   m o d e l)  
1 3   ±   6   d B   ( a t   8 7 .9    M H z )  
12   ±   6   d B   ( a t   9 8 .0   M H z )  
1 3   ±   6   d B   ( a t   1 0 7 .9   M H z )   
( U , U C   m o d e l) 
14  ± 6   d B  
1 3   +  
1 4  ± 6   d B 
4 5   ±  5  d B  
4 2   ± 
A M  4 1    ±  
F M  
A M  3 1    + 
A M  
2 2   ± 3   d B  
F M  
A M 
( a t   8 7 .9   M H z )  
( a t   9 8 . 0   M H z ) 
6   d B 
( a t   1 0 7 .9   M H z )  
( a t   5 9 4    k H z )  
( a t   1 ,0 0 8   k H z )  
( a t   1 ,4 0 4   k H z ) 
5  d B 
5  d B    ( a t   1 0 7 .9    M H z ) 
4 5   ± 
5   d B    ( a t   1 ,4 0 4   k H z )  
1 0  d B    ( a t   8 7 .9   M H z ) 
80   ± 
5   d B   l a t   5 9 4   k H z ) 
t h a n    1 . 5 %    ( a t   9 8   M H z ) 
Le ss 
1 . 0 %   ( a t   1 ,0 0 8   k H z ) 
1.7  ±  
( a t   1     k H z ) 
10   d B    ( a t   9 8   M H z ) 
22  ± 
10   d B    ( a t   1 ,0 0 8   k H z ) 
6 0   ± 
T A  P E    R E C  O  R D  E R    S E C T  I O  N    
T a p e   sp e e d :    4 .8   cm /s .  ±    3 %  
R e c o r d i n g   s y s t e m :  
E r a s i n g   s y s t e m :  
R e c o r d   b i a s   f r e q u e n c y :  
D i s t o r t i o n : 
F r e q u e n c y   res po n se : 
S i g n a l   t o   n o is e   r a t i o :   
( U n - w e i g h t e d ) 
E r a s i n g   r a t i o :    
S e p a r a t i o n :    
O u t p u t   p o w e r : 
I F F   &   r e w i n d   t i m e :   
A u t o m a t i c   s t o p   s y s t e m :   
P i n c h   r o l l e r   pr e s su re :   
W o w   a n d   f l u t t e r :   
Ta k e- u p  t o r q u e : 
F F    &   r e w i n d   t o r q u e :   
I n p u t   t e r m i n a l : 
I n p u t   s e n s i t i v i t y   / i m p e d a n c e : 
O u t p u t   t e r m i n a l :     L I N  E   O  U T     p i n   j a c k   x  2 
N o i s e    r e d u c t i o n    s y s te m    m a n u f a c t u r e d    u n d e r   li c e n se    f r o m    
D o l b y    L a b o r a t o r i e s    L i c e n s i n g   C o r p o r a t i o n .  
D o l b y    an d   t h e    [ X j    s y m b o l    a r e    tr a d e m a r k s    o f    D o l b y    L a b o  
r a t o r i e s    L ic e n s i n g   C o r p o r a t i o n .  
S p e c i f i c a t i o n s   an d    e x t e r n a l    a p p e a r a n c e    a r e   s u b j e c t   t o   ch an ge    
w i t h o u t   n o t i c e   d u e   t o   p r o d u c t   i m p r o v e m e n t . 
A C   b ia s   
A C   erase   
6 1   ±    0 . 5   k H z   
Le ss  th a n   1 . 5 %    ( P B ) 
Less  th a n   1 . 5 %    ( R  E C / P B )    
M E T A L t a p e     3  5  -   1 6 ,0 0 0    H z    
C r O  j    t a p e     3 5    ~    1 3 ,0 0 0   H z   
L H   t a p e     3 5    ~    1 2 ,5 0 0   H z  
M o r e   th a n   4 9/ 4 6   d B   
[ D C / A C ]    ( P B ) 
M o r e   th a n   4 4/ 4 2   d B 
[ D C / A C ]    ( R E C / P B )  
M o r e   th a n   6 0   d B  
M o r e   t h a n   3 9   d B   ( R E C  / P B )  
H , H G   m ode l  
M o r e   t h a n   2 4 W    [ 1 2 W   +   1 2 W )    
U , U C   m o de l   
7   w a t t s   p e r  c h a n n e l ,  
M i n .   R M  S   a t   8   o h m s,    
f r o m   2 0 0   Hz  t o   1 0  k H z ,   w i t h    
n o   m o r e   t h a n   1 0 %  
T o t a l    H a r m o n i c   D i s t o r t i o n   
9 0   ± 5   s .   ( a t C - 6 0 ) 
M e c h a n i c a l  a u t o   s t o p    
125  ±   1 5 q  
Le ss  th a n    0 . 0 3 8 %   ( W R M  S ) 
,  ,     + 1 5   
3 5    c   g - c  m 
- 5   
110   ±   2  0 g   
M I C   3 .5 0    j a c k   x   2    
P H O N  O / L I N E    I N   p in   j a c k   x  2   
M I C     0 . 3 m V / 3 k f i 
L I N  E   I N     1 5 0 m V / 4 7 k n 
P H O N O     4 m V / 4 7 k i i 
E X  T .   S P     3 .5 0   j a c k   x   2 
P H O N E S     6 .3 0   j a c k 
Page 2
C S -88 0H 
, H G , U , U C 
D I S A S S E M B L I N G    C H A R T    O F    M A I N    P A R T S 
T o    a v o i d    t r o u b l e s    w h e n    d i s a s s e m b li n g    o r    r e p l a c i n g    t h e    m a i n    p a r t s ,   f o l l o w   t h e   c h a r t   d i a g r a m   as  b e l o w . 
L    A I W A 
R a d i o   ch as s is  
( I n c l u d i n g    r a d i o    c h a s s is ,    t u n i n g ,    d i s p l a y    M S ,    A  f  |   
{ p a t t e r n   s i d e )    P C   B o a r d s ) 
T u n i n g   c i r c u i t   b o a r d 
A  F   c i r c u i t   b o a r d    ( P a r t   s i d e )    i 
MD -3  m e c h a n i s m 
2 
Page 3
A I W A     J 
D I S A S S E M B L Y    I N S T R U C T I O N S 
C S -8 8 0 H , H G ,U ,U C 
R e m o v in g   t h e   Ma in   C a s e 
1 )    R e m o v e   1 1   s c r e w s   o n   t h e   r e a r   l i d   s h o w n   b y   a r r o w s   < 
- - - - - 
—   Ö  1 - 
©  o 
-  Q 
2 )    R e m o v e   9   k n o b s . 
- 
r O §" © O n 
_ _ _ _ _ _ _ _ 
- 
©<=   ” 
j — 
- 
° v = C j   - 
- 
“ □ 
In s t a l l i n g   t h e   M a in   C a s e 
1 )    C h e c k    t h a t    t h e   f i b r e   a p p e r   o  f   t h e    R E C / P B     P C    B o a r d    ( p a t t e r n    
d i e )   is   f i x e d   p r o p e r l y . 
F i r m l y    f i x    t h e    f i b r e    p a p e r    u si n g    tw o - s id e d    t a p e ,   e t c .    
b e c a u s e    i t    is    l i k e l y    t o    l i f t    u p    w h e n    i t    is   p e e l e d    o f f    
o n c e . 
2 )    L o w e r   a l l   t h e   l e v e r   s w i t c h e s   i n   t h e   d i r e c t i o n   o f   t h e   a r r o w . 
5  0  3  )    B e    s u r e   t o    i n s t a l l    in    t h e    o r d e r   ( 1 )    —    ( 3 ) .    B e   c a r e f u l :   w h e n   
i t    is    m o u n t e d    i n c o r r e c t l y ,    i t    m a y    d a m a g e    t h e    d i a l    p l a t e   
a n d   t h e   d i s p l a y   P C    B o a r d s ,   e t c . 
S  g  3  )    O p e n   t h e   c a s s e t t e   l i d . 
( I t   is   n o t   r e q u i r e d   t o   r e m o v e   t h e   c a s s e t t e   l i d ) 
4 )    M a t c h    t h e    k n o b s    w h i l e    p e r f o r m i n g    i t e m    3 )    a n d    t a p p i n g    t h e    
s i d e . 
3 
Page 4
C S - 8 8 0 H , H G ,U ,U C 
J 
A I W A 
L 
R e m o v i n g   t h e   r a d i o   ch as s is 
1 )    B e    s u r e    t o    r e m o v e    t h e    l e v e l    m e t e r    b e f o r e    s t a r t i n g    w o r k    t o    
p r e v e n t   t h e   p o i n t e r   o f   t h e   l e v e l   m e t e r   f r o m   b e i n g   d a m a g e d . 
I n s t a l l i n g   t h e   r a d i o   c h a s s is   
1 )    H o o k    t h e    j a c k    p l a t e    t o    t h e    t a b    o f    t h e    r e a r    l i d    w h i l e    p a y in g    
a t t e n t i o n    n o t    t o    p i n c h    t h e    w i r e .    C o m p re s s    t h e    r a d i o    ch ass is   
a g a in s t    t h e    d i r e c t i o n    o f    t h e    a r r o w    a f t e r    c h e c k i n g    t h a t    t h e    
t u n e r   P C   B o a r d   is   in s e r t e d   i n t o   t h e   r i b . 
4 
Page 5
A I W A     I 
R e m o v in g   Me chanism 
C S- 8 8 0 H ,H G ,U ;U C 
1 )    L o o s e n   t h e   s c r e w   a n d   r e m o v e   t h e   h o o k   o f   t h e   ro d . 
2 )    R e m o v e   4   s c r e w s . 
5 
Page 6
C S - 8 8 0 H , H G ,U ,U C 
C a u t io n s   o n   Di sassembl ing  M D - 3   Mecha nis m 
D is a s s e m b le    o r    r e p a i r    t h e    M D-3    m e c h a n i s m    w h i l e   p a y i n g   a t t e n t i o n    
t o   t h e   s p r in g s   a n d   le v e r s ,   e t c .   s h o w n   i n   t h e   f i g u r e   b e l o w . 
1    A I W A 
B e    s u r e   t o   h o o k   t h e    T - s p r i n g    ( P  L A  Y     l e v e r )    t o    t h e   c a m    o f   t h e   
ge a r  w h e n   i n s t a l l i n g   t h e   g e a r   P  L A  Y  . 
H o o k    i t    f r o m    t h e    in s i d e    o f    t h e   g e a r   u si n g   a   c l o c k   s c r e w d r i v e r    
a s   s h o w n    i n    t h e    f i g u r e .    P e r f o r m    t h e    sam e   f o r    t h e    gea r   F R    
a n d   c a m   g e a r  P  A U  S E  . 
t h e   l e v e r    R E  C    d r i v e r ) 
6 
Page 7
A I W A   
J 
D E S C R I P T I O N    O F    T H E    M D - 3    M E C H A N I S M   
D e s c r i p t i o n   o f   t h e   P L A Y   O p e r a t i o n 
W i t h    t h e    p l a t e    b u t t o n    p r e s s e d ,   t h e    t r ig g e r    l e v e r    ( P  L A Y )    m o v e s    in    
t h e    d i r e c t i o n    o f   t h e   a r r o w   « -   ( 1 ) ,   t h e   gea r   ( P  L A  Y  )    is   re l e a s e d    f r o m    
t h e    bo ss    o f    t h e    t r ig g e r    l e v e r    ( P  L A  Y  )    engages  w  i t h   t h e   g e a r  f l y w h e e l    
a n d    r o t a t e s   i n    t h e   d i r e c t i o n    o f   t h e   a r r o w   ■ * -   ( 2 ) ,   t h e   bo ss   ( A )   o f   t h e    
g e a r   ( P  L  A  Y  )    t o u c h e s    t h e    t r i g g e r    le v e r    ( P  L A  Y  )    a n d    t h e    g e a r   
s t o p s   r o t a t i n g . 
C S - 8 8 0 H , H G ,U ,U C 
W h e n    t h e    g e a r    ( P  L  A  Y  )    r o t a t e s ,    t h e    le v e r    ( P  L  A  Y  )    m o v e s    in    t h e    
d i r e c t i o n    o f    t h e    a r r o w    • * -    ( 3 )    a l o n g    t h e    c a m    g r o o v e   o n    t h e   r e a r   o f    
t h e    g e a r   t o    pu sh    u p    t h e    o p e r a t i o n    c h a ss is    i n    t h e    d i r e c t i o n    o f    t h e    
a r r o w   < - ( 4 ) .     * *  
T h e    P  L A  Y     b u t t o n    w h i c h    has   be e n    l o c k e d    is   r e l e a s e d    b y    pr e s si ng    
t h e   S T O P   b u t t o n ,   t h e   t r i g g e r   l e v e r   ( P  L A Y )    m o v e s   i n   t h e   d i r e c t i o n   o f    
t h e    a r r o w   *-   ( 5 ) ,   t h e   bo ss    ( A  )   o f   t h e   g ea r   ( P  L A  Ÿ  )   is   r e l e a s e d   a n d   t h e    
P L  A  Y    o p e r a t i o n   s t o p s . 
t h e   bos s  ( A  )   o f   t h e   g e a r    ( P L A  Y  ) . 
Page 8
C S - 8 8 0 H , H G ,U ,U C 
J 
D e s c r i p t i o n   o f   t h e   F F   O p e r a t i o n 
W h e n    t h e    F F     b u t t o n    is   p r e s s e d ,   t h e    t r ig g e r   l e v e r    F  F     m o v e s    i n    t h e    
d i r e c t i o n   o f   t h e   a r r o w   * -   ( 1   ) ,   t h e   bo ss   o f   t h e   gea r  F R    c a m   is  r e l e a s e d    
a n d    engages  w i t h    t h e    g ea r   w h e e l    t o    r o t a t e    in    t h e    d i r e c t i o n    o f   t h e    
a r r o w    <  -    ( 2 ) ,    t h e    boss   ( A  )   t o u c h e s   t h e   boss  o f   t h e   t r i g g e r    l e v e r    F F 
A I W A 
a n d    t h e   g e a r    F  R    c a m    s t o p s .   T h e    F  R    l e v e r    B    m o v e s    in    t h e   d i r e c t i o n    
o f    t h e    a r r o w    <  -    ( 3 )    a l o n g    t h e    g r o o v e    o f   t h e    g ea r   F R     c a m ,   t h e    F R   
l e v e r    B    m o v e s    in    t h e   d i r e c t i o n    o f   t h e   a r r o w   « -    ( 3  ) ,   t h e    F  R    l e v e r   C   
c o m p re s s e s    t h e    gea r   o f    t h e    F  R     l e v e r    A  »  ' y     a g a in s t    t h e    T a k e - u p    
r e e l  d i s c    a s s ' y   t o   p e r f o r m   t h e   F F    o p e r a t i o n . 
B o s s   A 
F R     l e v e r   B 
8 
Page 9
A I W A   
RE W  O p e r a t i o n 
J   
[   C S -8 8 0 H . H G . i l. U C 
W h e n    t h e    R E  W     b u t t o n    is   p r e s s e d ,   t h e   t r i g g e r   l e v e r    R E W    m o v e s    in    
t h e    d i r e c t i o n    o f    t h e    a r r o w   <  -    ( 1 )    a n d   pu sh e s  t h e    l e v e r    R E W     i n   t h e    
d i r e c t i o n    o f    t h e    a r r o w   <  -   ( 2 ) .   T h e   t r ig g e r   l e v e r    F  F     re le a se s   t h e   bo ss  
A    o f    t h e    gea r   a t    t h a t   t i m e ,    t h e   g e a r   F R     eng age s  w  i t h    t h e    g e a r   f l y   
w h e e l ,    r o t a t e s    i n    t h e    d i r e c t i o n    o f   t h e   a r r o w   < -    ( 3 ) ,    bo ss    B    t o u c h e s    
t h e   t r i g g e r   l e v e r   F F    a n d   r o t a t i o n   s t o p s . 
T h e    F R    g e a r   B    is   m o v e d    i n    t h e   d i r S f c t io n    t h e   a r r o w   <  -   ( 4 )   b y   m e ans    
o f    t h e    c a m    o f    t h e    g ea r   F  R    f o l l o w i n g   t h e    r o t a t i o n    o f   t h e    gear   F  R ;    
p u l l s   t h è    F  R     l e v e r    C    in    t h e   d i r e c t i o n    o f   t h e   a r r o w   <  -    ( 5 )   a n d   m o ve s   
t h e    F R    l e v e r    ass’y    i n    t h e   d i r e c t i o n    o f    t h e   a r r o w   ■ * -   ( 6 )   t o   r o t a t e   t h e    
T a k e- u p  r e e l  d i s c    r e e l   d i s c   a s s ' y   t o   p e r f o r m   t h e   R E W    o p e r a t i o n . 
9 
Page 10
C S - 8 8 0 H ,H 6 ,U , U C 
D e s c r i p t i o n   o f   t h e   P A U S E   O p e r a t i o n 
W h e n    t h e    P  A U S  E    b u t t o n    is    p r e s s e d ,   t h e   t r i g g e r   l e v e r   P A  U  S E    m o v e s    
i n   t h e    d i r e c t i o n    o f    t h e   a r r o w   + -    ( 1 ) ,   t h e   boss   A    o f   t h e    gea r   P A  U S E    
i s    r e l e a s e d ,    en ag e s   w i t h    t h e    g e a r    f l y w h e e l    a n d    r o t a t e s    i n    t h e   
d i r e c t i o n    o f    t h e   a r r o w   -    ( 2 ) ,   t h e    bo ss   B   t o u c h e s   t h e   t r i g g e r   P  A U S E   
a n d   r o t a t i o n   s t o p s . 
J      I    A I W A 
T h e    P A U S E    l e v e r    m o v e s    i n    t h e   d i r e c t i o n    o f    t h e   a r r o w   * -    ( 3 )    a l o n g    
t h e    c a m    g r o o v e    o f    t h e    P A U S E    g  e  ^  a  t    t h a t    t i m  e .   T h e    P  L A  Y     i d l e r    
l e v e r    a n d    t h e    p i n c h    l e v e r    a s s ' y    is    m o v e d    t o    p e r f o r m    t h e    P  A U S E    
o p e r a t i o n   a t   t h a t   t i m  e .  
W h e n    t h e    P  A U S  E    b u t t o n    is   p re s se d    a g a i n ,    t h e    b u t t o n    is   r e l e a s e d    
f r o m    l o c k i n g    a n d    s i m u l t a n e o u s l y    t h e    boss   B    o f   t h e   g ea r   P A  U  S E    is   
r e l e a s e d    f r o m    t h e    t r i g g e r    l e v e r    P  A U S  E    a n d    t h e    P A  U S  E    o p e r a t i o n 
P l a y   i d l e r   l e v e r     L e v e r ,   P A  U  S E 
1 0 
Page 11
A I W A   
R   E C   O p e r a t i o n 
W h e n    t h e    R E C     a n d    P L  A  Y     b u t t o n s    a r e    pr es se d   s i m u l t a n e o u s l y .     t r j g g e r    |e v e r   js    re |e as ed    f r o m    t h e    R  Ê  t     , e v e r    d r i v e r    a n d    o n | y    t h e 
t h e   t r i g g e r    l e v e r    R E  C    m o ve s  i n   t h e   d i r e c t i o n   o f   t h e   a r r o w   -     ( 1    ) .     R E C    o p e r a t i o n   is   r e l e a s e d . 
T h e    P L  A  Y     o p e r a t i o n    i s    p e r f o r m e d    s i m u l t a n e o u s l y    a t    t h a t    t i m e ,   
so  t h e    R  E C    l e v e r    d r i v e r    m o ve s  i n    t h e   d i r e c t i o n   o f   t h e    a r r o w   < - . (2 ),   
p u sh e s   t h e    l e v e r    R E C    A  ,    B    in    t h e    d i r e c t i o n    o f    t h e    a r r o w     ( 3 ) ,   
t h e    i n t e r l o c k e d    s l i d e    R E  C    p l a t e    p u l l s    t h e    r o d ,    t h e    s l i d e    s w i t c h    is 
J 
C S -8 8 0 H , H G ,U ,U C 
W h e n    o n e    o f   t h e   S T O P ,    F F    a n d    R  E  W    b u t t o n s   is   p r e s s e d ,  t h e    R E C   
1 1 
Page 12
C S -8 8 0 H , H G ,U ,U C 
J 
D e s c r i p t i o n   o f   t h e   A u t o - s t o p   O p e r a t i o n 
T h e    m o t o r    r o t a t i o n    is   t r a n s m i t t e d    t o    t h e    g e a r   a u t o - k i c k    o f    t h e    
MD-3  m e c h a n i s m   v i a   t h e   s l i p   p u l l e y    F R    ass’y . 
T h e    s l i p    d i s k   presses   t h e   le v e r    a u t o    A    i n   t h e    d i r e c t i o n    o f   t h e   a r r o w   
< -    ( 1 )    w h e n    t h e   T a k e - u p   r e e l  d i s c   a s s 'y   i s    r o t a t i n g ,   so  t h e   boss   o f   t h e   
le v e r    a u t o   A    m o v e s   a l o n g   t h e   c am    ( A  )   g r o o v e   o f   t h e   gea r  a u t o - k i c k . 
B o s s 
I 
W h e n    t h e    r e e l   d is c s    ( S ,   T   s i d e s )    s t o p ,   t h e    l e v e r    a u t o    A    s t o p s    i n    t h e    
c o n d i t i o n   b e i n g   m o v e s   i n   t h e   d i r e c t i o n   o f   f l l e    a r r o w    ( 2 ) .  
T h e    c a m    ( B  )    o f    t h e    g e a r    a u t o - k i c k    m o v e s    t h e    l e v e r   a u t o    A    i n    t h e    
d i r e c t i o n    o f    t h e    a r r o w    < -     ( 3  ) ,    o p e r a t e s    t h e    p l a t e    a u t o - k i c k    i n    t h e    
d i r e c t i o n    o f   t h e   a r r o w   < -    ( 4 )   t o    re l e a s e   t h e   p l a t e    l o c k   a n d   p e r f o r m s    
t h e   A U  T O   S T  O P   o p e r a t i o n . 
A IW A 
1 2 
Page 13
A I W A   
S P R I N G    A P P L I C A T I O N    P O S I T I O N 
J 
C S - 8 8 0 H , H G ,U ,U C 
1 3 
Page 14
C S - 8 8 0 H , H G ,U ,U C    j 
A I W A 
E X P L O D E D    V I E W — 1 
1     I     2 
B 
3     I     4     I     5 
7 
H 
14 
Page 15
AI W A    j 
M E C H A N I C A L    P A R T S 
R e f .   N o .   P a rt   N o . 
1  -  1   a   0 9 - 0 1  7 - 8  3 9  - 0 1 
1 - 1  b 
1 - 2 
1  -  3   8 2 - 5  8 7  - 2 2  7 -  0 1 
1 - 4   8 2 -  5 7 6  - 2  4 1 -  0 1 
1 -  5   8  2 -  5 8  7 - 0  2 0  - 0 1 
1 - 6 
1 -  7   8  2 -  5 8  7 - 2  1 8  - 0 1 
1 - 8   8 2  - 5 8  7 -  2 0 2  - 0  1 
1 -  9 a   8 2 - 5 8  7 - 0  0 4  - 0  1 
1 - 9  b   8 2 -  5 8  7 -  0 4  7 - 0  1 
1 - 1  0  
1 - 1 1 
1 - 1  2 
1 -  1 3a   0 9  - 0 1  7 - 8  4 1  - 0 1  
1 -  1  3 b   0  9 - 0  1 7  - 8 4  2 -  0 1 
1 -  1 4  
1 - 1  5  
1 - 1  6   8 2 -  5 8  7 - 2  3 1  - 0  1  
1 -  1 7   8 2  - 5 8  7 -  2 3 3  - 0  1  
1 - 1  8  
1 - 1  9   8 2  - 5  8 7 -  2 0 8  - 0  1  
1 - 2  0 
1 - 2 1  
1 - 2  2 
1 -  2  3   8 2 -  5 8 7  - 0  0 5 -  0 1  
1 - 2  4  
1 - 2 5  a  
1 - 2 5  b 
1 -  2  6   8 2 -  5 8 7  - 0  1 7 -  0 1 
1 -  2  7  
1 - 2 8  
1 - 2  9   8 2  - 5 8  7 -  0 2 4  - 0  1  
1 - 3 0  a   8 2 - 5 8  7 -  0 2  9 -  0 1  
1- 3 0 b   8 2 - 5  8 7 -  0 3  3 -  0 1 
1 - 3 0 C 
1 - 3 1  a   8 2 - 5  8 7  - 0  2 5  - 0  1 
1 - 3 1 b 
1 - 3  1  C 
1 - 3 1  d 
PA R T S    LI ST 
P a rt   N o .   
Change d  t o 
M a i n   c a s e   a s s’y    ( S i l v e r ) 
( H  , U  , U  C   m o d e l  o n l y ) 
0 9 - 0  1 7  - 8  4 0  - 0 1 
8 2 - 5 8  7  - 0 0  1  - 0  1  
8 2 - 5  8  7 - 0 4  4  - 0  1  
8 2 - 5 8  7  - 2 3  4  - 0  1  
8 2 - 5  8  7 - 2 3  5  - 0  1  
8 2  - 5  8  7 - 0  0 7  - 0  t  
8 2  -  5  8 7 - 0  4  5 - 0 1  
8 2 - 5 8  7  - 0 3  6  - 0  1  
8 2  -  5  8 7 - 0  6  0 - 0 1  
8 2 - 5  8  7 - 0 0  9  - 0  1  
8 2  -  5  8 7 - 0  1  0 - 0 1  
8 2 - 5  8  7 - 0 2  7  - 0  1  
8 2  - 5  6  3 - 0 3  2  -  0  1  
8 2 - 5  8  7 - 0 0  3  - 0  1  
8 2 - 5  8  7 - 2 2  1  - 0  1  
8 2  -  5  8 7 - 0  4  0 - 0 1  
8 2 - 5  8  7 - 2 3  9  - 0  1  
8 7  -  3  9 2 - 0  0  3 - 0 1  
8 7 - 3  2  1 - 0 9  7  - 2  1 
8 2 - 5  8 7  - 6 3  5 -  0 1 
M a i n   c a s e   a s s ' y    ( B l u e ) 
C a b i n e t ,   M a i n    ( S i l v e r ) 
C a b i n e t ,   M a i n    ( B l u e ) 
D a m p e r   A  ,    R u b b e r  
D a m p e r    B ,    R u b b e r  
P a n c h i n g   ( S i l v e r )  
P a n c h i n g   ( B l u e )  
B a d g e    ( S t i v e r )  
B a d g e    ( B l u e ) 
S i d e   p a n e l   R 
S i d  e     p  a  n e l    L 
P a n e l ,   F r o n t  
C a s s e t t e   p l a t e 
W i n d o w ,   D i a l 
E - sp r in g   ( t a c t ) 
L a b e l ,    D  S  L  
P - s p r i n g  ,   T  a c t   A 
N u t ,   S p e e d 
Q  T  ,    +  3  -  1  2 
D r o n e   c o n e   a s s 'y  
P- s p ri n g ,  E a r t h  
E - s p r in g ,   E a r t h   C S- 3 50 
T a  c  t   p u sh -k e y 
8 2 - 5  8 7 -  0 2 1    -  0 1 
P u s h - b u t t o n  
T - s p r i n g ,  C a s s e t t e   l i d  
C a s s e t t e   b o x  
W i n d o w ,   C a s s e t t e   ( S i l v e r ) 
( H  , U  , U  C   m o d e l   o n l y ) 
W i n d o w ,   C a s s e t t e    ( B l u e ) 
8 2 - 5  8 7  - 0 1  1 -  0 1  
8 7 - 0  8 1  - 9 7  9 -  0 1 
8 2 - 5  8 7  - 2 1  9 -  0 1 
D e c o r a t i v e   p a n e l .   C as s e tt e 
D e c o r a t i v e   s c r e w   3 - 1 2  
P - s p ri n g ,  C a s s e t t e   h o l d e r  
B a c k   c o v e r   a s s ' y    ( H  , H G    m o d e l   o n l y ) 
B a c k   c o v e r   a s s ' y    ( U  , U  C   m o d e l  o n l y ) 
8 2  -  5  8 7 - 0 3  8  - 0  1  
8 2 - 5  8  7 - 0 4  2  - 0  1  
8 2  -  5  8 7 - 2 3  6  - 0  1  
8 2 - 5  8  7 - 2 1  3  - 0  1  
8 2 - 5  8  7 - 2 1  4  - 0  1  
8 2 - 5  8  7 - 2 1  6  - 0  1 
8 2 - 5  8  7 - 2 1  5  - 0  1  
8 2 - 5  8  7 - 2 1  7  - 0  1  
8 2 - 5  8  7 - 2 2  6  - 0  1 
8 2 - 2  7  7 - 3 8  2  - 0  1 
8 1 - 2  3  5 - 2 1  1  - 0  1  
8 7 - 3  4  9 - 0 9  5  - 2  1 
8 2 - 5  3 4  - 2 0  3 -  0 1  
8 2 - 5  8 7  - 2 1  2 -  0 1 
B a c k   c o  v  e  r     a s  s ' y     ( H , H  G     m  o d  e  l    o n  l y )  
B a c k    c o v  e  r    a s  s ' y    ( U , U C    m  o  d  e l    o n  l y  ) 
R u b b e r   c u s h i o n   4 - 6  -  4 
C - s p r i n g ,   T  e r m  i n a l    A 
C -sp rin g,  T e r m i n a l   B  
C -sp rin g,  T e r m i n a l   C 
T e r m i n a l    p l a t e    U , 
T e r m i n a l   p l a t e   U 3  
S h e e t ,    F a i b e r  
S p r i n g ,   T e r m i n a l 
T e r m i n a l   p l a t e   D 
U  T  ,    +  3  -  8 
C l i c k   p l a t e   s p r in g   R  
S h a f t ,   H a n d l e  
R u b b e r   b u s h i n g   6  x 1 0  
R u b b e r   b u s h i n g   7  x 1  0 
8 7 - 0  3 8  - 0 3  9 -  0 1 
W i r e   b i n d e r  
R u b b e r   b u s h i n g   3  x 5 
8 2 - 5  8 7  - 0 1  3 -  0 1  
8 2 - 5  8 7 -  0 1  4 - 0  1 
8 2 - 5  8 7  - 0 1  2 -  0 1 
H a n d l e    L   *  
H a n d l e   g r i p 
H a n d l e    R 
B a t t e r y   r o o m   l i d  
8 2 - 5  8 7  - 2 3  7 -  0 1  
8 2 - 5  8 7 -  2 1 1  - 0  1  
8 2 - 5  8 8  - 2 2  3 -  0 1 
M   c u s h i o n   1 4   x  3 5   x  5 
C u s h i o n ,   B a t t e r y    ( H , H G   m o d e l   o n l y ) 
M   c u s h i o n   7  x  28 1   x  7 
K n o b  
8 2 - 5  6 3  - 0 1  4 -  0 1  
8 2 - 5  8 7  - 0  2 3  - 0  1 
K n o b ,   T O  G  G  L E 
K n o b ,   V  O L U M  E    ( U  P ) 
K n o b ,   V  O  L U  M  E   ( D O W N ) 
N a m e   p l a t e .   S p e c .    ( H   m o d e l  o n l y ) 
N a m e   p l a t e .   S p e c .   ( H G   m o d e l   o n l y )  
8 2 - 5  8 7  - 0 3  2 -  0 1 
N a m e   p l a t e .   S p e c .    ( U , U C    m o d e l  o n l y ) 
A C   j a c k   p l a t e    ( H , H G    m o d e l  o n l y ) 
8 2 - 5  8 7  - 0  2 6  - 0  1 
A C   j a c k   p l a t e    ( U  , U  C   m o d e l   o n l y ) 
8 2 - 5  8 7  - 0 3  4 -  0 1   A C   j a c k   p l a t e   S - 1     ( U C   m o d e l   o n l y )  
8 2 - 5  8 7  - 0 3  5 -  0 1   A C   j a c k   p l a t e   S - 2   ( U  , U  C   m o d e l   o n l y ) 
. . . . . . . . . . . . . . . . 
D e s c r i p t i o n 
-   ■    — 
C S -8 8 0 H , H G ,U ,U C 
I 
1   m a r k   i n   t h i s   p a r t   l i s t   s h o w s   e x c l u s i v e   p a r t . 
C o m m o n 
M o d e l 
* 
*  
*   « • 
• 
• 
*   1 
• 
* 
•  
*   1 . 
* 
• 
C S- 9 90   1 
* 
•  
» 
* 
* 
• 
*  
* 
*  
*  
* 
*  
* 
* 
* 
■ f t  
* 
•  
* 
•  
* 
• 
* 
*  
* 
* 
*  
» 
*   1  
* 
* 
CS -7 70   2 
* 
CS -9 90 
*  
*  
* 
* 
*  
* 
* 
*  
* 
Q ' t y 
1 
1 
1  
1 
1 4 
1  
1  
1 
1  
1 
1  
1  
1 
1  
1  
1 
1 2 
1  
1  
1 
1  
1 
1  
1  
1  
1 
1  
1  
1  
1 
1 
1  
1 
1 
1 
1 
1 
1  
1 
1 
1 
1  
2 
4  
4 
1 
1 
1 
1 
1 
1 
1  
1  
1 
? 
Page 16
C S - 8 8 0 H , H G , 
u j   u 
E X P L O D E D    V I E W  — 2 
1     I     2 
B 
H 
1 6 
Page 17
A I W A   
J 
C S 8 8 0 H ; H G , U , U C 
R e f .   N o . 
2  -  1  
2 -  2  
2 -  3  
2 -  4   8 2 - 5 8 7  - 2 0  5 -  0 1  
2 -  5 
2 -  6  
2 -  7  
2 -  8  
2 -  9  
2 - 1 0 
2 -  1  1  
2 - 1  2  
2 - 1  3 
2 - 1  4  
2 - 1 5 
2 - 1  6a 
2 - 1  6 b 
2 - 1  6 c   8 2 - 5 8 7 -  0 6  2 -  0 1 
2 - 1  7  
2- 1 8  
2 - 1 9  
2 - 2 0 
2 -  2  1  
2- 2 2  
2 - 2  3  
2 - 2  4  
2- 2 5 
2 - 2  6  
2 - 2  7  
2- 2 8  
2- 2 9  
2 - 3 0 
2 -  3  1 
P a r t   N o . 
8 7 - 0  4 3  - 0  5 8  - 0 1  
8 7 - 0  3 3  - 1  6 6  - 0 1  
8 2 - 5  8 7  - 2  2 0  - 0  1 
8 2 - 5  8 8  - 2  0 9  - 0 1  
8 2 - 5  8 7  - 2 4  2 -  0 1 
8 2 - 5  8 7  - 2  1 1  - 0 1  
8 2 - 5  8 7  - 2 2  5 -  0 1  
8 2 - 5  8 7  - 2  0 6  - 0 1  
8 2 - 5  8 7  - 6 0  8 -  0 1 
8 2 - 5  8 7  - 2  3 8  - 0  1  
8 2 - 5  8 7  - 2  0 1  - 0 1   Ch assis  
8 2 - 5  8 7  - 2  0 7  - 0 1 
8 2 - 1  6 2  - 0 3  7 -  0 1  
8 2 - 5  8 8  - 6 3  4 -  0 1 
8 2 - 5  8 7  - 0  0 8  - 0 1   D i a l   p l a t e   ( S i l v e r )   
8 2 - 5  8 7  - 0 6  1 -  0 1 
8 7 -  0 6  4 - 0  8 4  - 0  1  
8 2 - 5  8 7  - 0 1  9 -  0 1   P u s h - k e y ,  R  E C    m u t e  
8 2 -  5 6  3 -  2 4  7 - 0  1  
8 7 - 0  9 6  - 0 4  5 -  0 1 
8 7 - 0  7 8  - 0  0 3  - 0 1  
8 2 - 5  8 7  - 2 4  0 -  0 1  
8 2 -  5 8  7 -  2 2  4 - 0  1  
8 7 - 0  4 0  - 1  4 3  - 0 1  
8 2 - 5  8 7  - 2 0  9 -  0 1 
8 2 - 5  8 7  - 2  0 3  - 0 1  
8 2 - 5  8 7  - 0  3 7  - 0 1   P u s h - k e y ,  R E C  
8 2 -  5 8  7 -  0 1  8 - 0  1  
8 2 - 5  8 8  - 2  0 8  - 0 1 
8 7 - 0  6 3  - 1 1  3 -  0 1 
8 2 -  5 8  7 -  0 4  9 - 0  1 
P a r t   N o .   
C h a n g e d   t o 
D e s c r i p t i o n 
W h i p   a n t e n n a   2  
A n t e n n a   t e r m i n a l  
T e r m i n a l   p l a t e .   A n t e n n a  
R o d ,   R E C  
C u s h io n   1 5   x   1 5   x  4 1   C S- 7 70   1 
S h e e t ,   F i b e r   A  
C u s h i o n ,   B a t t e r y  
R o d   3 7 . 8  
R o d   8 7 . 8  
S h i e l d ,   F r o n t 
R u b b e r   c u s h i o n    10  x   2 5   x   1 4 
H o l d e r ,   D i a l    p l a t e  
P u s h - b u t t o n   B  2 
E a r t h ,   R  E C 
( H , U , U C   m o d e l  o n l y )  
D i a l    p l a t e    ( B l u e )    
( H , H G   m o d e l   o n l y )  
D i a l   p l a t e   ( B l u e )   
( U  , U  C   m o d e l   o n l y )  
H o l d e r   ,   E C M    3 0   2 
E - s p r in g ,  A ir - d a m p  
S t r i n g ,   D i a l 
A ir - d a m p   u n i t   a s s 'y 
L E D    r e f l e c t o r  
H o l d e r ,   S w i t c h  
C o u n t e r  
R u b b e r   b e l t 
H o l d e r ,   C o u n t e r 
P u s h - k e y ,  T a p e   r e c o r d e r  
R u b b e r   c u s h i o n   3 3 - 6  -  3   CS -7 70   1  
C u s h io n   W  A   2 
P u s h - b u t t o n ,   D  S L 
C o m m o n 
M o d e l 
* 
• 
•  
* 
•  
*  
* 
•  
*  
* 
À D - R 5 0 0  
C S- 7 7 0   1 
*  
* 
* 
* 
C S- 9 9 0   1 
*  
* 
*  
* 
*  
* 
* 
Q ' t y 
H , U , U C : 4  
H G : 3 
2  
2  
1 
2  
1  
1  
2  
1 
1  
1  
2 
1 
1 
1 
1 
1  
1 
1  
1  
1 
1 
1  
1  
5 
1 
17 
Page 18
C S - 8 8 0 H , H G ,U ,U C 
E X  P L O  D  E  D    V I E  W  — 3 
1     I     2 
B 
P W  I . 7 - 3 . 5  - 0 . 2 5 
J 
[     AI WA 
U  0  2 - I 2 
P W  I . 7 - 3 . 5 ~ 0 . 2 5 
H 
P W  I . 7 - 3 . 5 - 0 . 2 5   
18 
Page 19
A I W A   
J 
C S - 8 8 0 H , H 6 , U ,U C 
R e  f .   N  o .   P a r t   N o . 
3  -  1   8 2 - 5 8  5 -  3 2  5 - 0  1  
3 -  2   8 2 - 5  8 5  - 2  7 7  - 0 1  
3 -  3  
3 -  4   8 2 - 5 8 5  - 2 7  9 -  0 1  
3 -  5   8 2 - 5 8 5  - 2 5  5 -  0 1 
3 -  6   8 2 - 5  8 5  - 3 1  9 -  0 1  
3 -  7   8 2 - 5  8 5  - 2 5  4 -  0 1  
3 -  8   8 2 - 5 8 5  - 3 1  1 -  0 1  
3 -  9   8 2 - 5 8 5  - 2 9  0 -  0 1  
3- 1 0 
3 -  1  1   8 2 - 5  8 5  - 2  9 2  - 0 1  
3 - 1 2  
3- 1 3   8  2 -  5 8 5  - 2  1 0 -  0 1  
3- 1 4   8 2  - 5 8  5 -  2 9  4 -  0 1  
3- 1 5   8  2 - 5  8 5  - 3  1 2  - 0  1 
3- 1 6  
3 - 1  7   8 2 - 5 8  5 -  2 8  6 -  0 1  
3- 1 8   8 2  - 5 8  5 -  2 5  2 -  0 1  
3 - 1 9   8  2 - 5  8 5  - 2  6 5  - 0 1  
3 - 2 0 
3 -  2  1  
3 - 2 2   8  2 - 5  8 5  - 2  2 3  - 0 1  
3 - 2  3   8 2  - 5 8  5 -  3 1 3  - 0  1  
3 - 2 4   8 2  - 5 8  5 -  3 6  4 -  0 1  
3 - 2 5 
3 - 2 6  
3 - 2 7   8  2 - 5  8 5  - 3  3 8  - 0 1  
3 - 2 8  
3 - 2 9   8  2 -  5 8 5  - 2  0 8 -  0 1  
3 - 3 0 
3 -  3  1   8 2 - 5 8 5  - 2  9 1  - 0 1  
3- 3 2  
3 - 3 3  
3- 3 4   8 2  - 5  8 5  - 2  8 4  - 0 1 
3 - 3 5 
8 2 - 5  8 5  - 3  3 7  - 0 1 
8 2 - 5  8 5  - 2  1 5  - 0 1 
8 2 - 5  8 5  - 2  7 2  - 0 1 
8 2 - 5  8 5  - 2 5  3 -  0 1 
8 2 - 5  8 5  - 2 3  1 -  0 1  
8 2 - 5  8 5  - 2 3  5 -  0 1 
8 2 - 5  8 5  - 2 9  6 -  0 1  
8 2 -  5 8  5 - 3  4 0  - 0  1 
8 2 -  5 8  5 -  2 9  5 - 0  1 
8 2 - 5  8 5  - 2 0  9 -  0 1 
8 2 - 5  8 8  - 6  2 8  - 0  1  
8 7 - 0  7 3  - 0 0  5 -  0 1 
8 7 - 0  3 8  - 0  5 6  - 0  1   W i r e   b i n d e r 
P a r t   N o .   
Cha ng ed   t o 
D e s c r i p t i o n 
O u t s e r t   ch as s is   1  
P l a t e   b u t t o n ,   F   R   3  
P l a t e   b u t t o n ,   R  E C   3 
L e v e r   A  ,   E j e c t  
R E C    b l o c k i n g   l e v e r   1 
P- sp ri n g,   C a s s e t t e   p re s s u re   1  
S l i d e   p l a t e .   E j e c t   1  
E - s p r in g ,   L i d   l o c k   1  
C -s pr in g,   B a c k   t e n s i o n   1  
S u p p l y   r e e l   p l a t f o r m   a s s 'y   1 
C -sp rin g,  S l i p   d i s k   1  
S l i p   d i s k   T   1  
T a k e - u p   r e e l   p l a t f o r m   a s s 'y   1  
T - sp ri n g ,  C e n t e r   s h i f t  
E - s p r in g ,  B r a k e   R 
L e v e r ,   B r a k e    R   1  
R u b b e r   c u s h i o n .   B r a k e  
L e v e r ,   B r a k e    L   1  
R E V    le v e r   1  
F   R   le v e r   a s s ' y   1 
G e a r   A ,    R E W   1 
P l a y    i d l e r   l e v e r   a s s’ y 
F - s p ri n g ,  P l a y   i d l e r  
P i n c h   l e v e r   B   a s s 'y   1  
T - sp ri n g ,  P i n c h   le v e r 
P l a t e   l o c k   a s s 'y   1 
R u b b e r   c u s h i o n .   P l a y   l e v e r  
T - sp ri n g .  A c t u a t i n g  
A c t u a t i n g   c h a ss is 
H e a d   b ase   1  
C- sp ri n g,    R P H 
S h i e l d   p l a t e  
S t e e l   b a l l   2 0   1 
P- sp ri n g,   A c t u a t i n g 
C o m m o n 
M o d e l 
C S- 7 7 0 
Q ' t y 
1 
1  
1 
1  
1 
1 
1  
1 
1 
1 
1 
1 
1 
19 
Page 20
C S - 8 8 0 H . H G , 
E X P L O D E D    V I E W — 4 
B 
u u c    I 
_ _ _ ! 
_ _ _ I _ _ _ 
{     A I W A 
L 
V  ©  3 - I 2 
f ^  V  T  T  ®  2  . 6  - 5 
P W  2 . 1 - 3 . 5 - 0 . 2 5   
H 
2 0 
3 2 
Page 21
C S 8 8 0 H , H G , U ,U C 
R e f .   N o .   P a r t   N o . 
4  - 1  
4 -  2   8 2 - 5 8 5 -  2 8  5 - 0  1  
4 -  3   8 2 - 5 8 5 -  3 1  7 - 0  1  
4 -  4   8 2 - 5 8 5 -  3 0  6 - 0  1  
4 - 5   8 2 - 5 8  5 -  2 8 3  - 0  1 
4 -  6  
4 -  7   8 2 -  5 8 5  - 3  2 7 -  0 1  
4 - 8   8 2 - 5 8  5 -  2 6 8  - 0  1  
4 -  9   8 2 - 5 8 5 -  2 6  9 - 0  1  
4 - 1 0   8 2 - 5 8  5 - 2  7 0  - 0 1 
4 -  1  1   8 2 - 5 8 5  - 2 4  8 - 0  1  
4 - 1 2   8 2 - 5 8  5 - 2  6 4  - 0 1  
4 - 1 3   8 2 - 5 8  5 - 2  9 7  - 0 1  
4 - 1 4  
4 - 1 5   82 -5 85 -2 9 90 1 
4 - 1 6   8 2 - 5  8 5 -  2 6  2 - 0  1  
4 - 1 7  
4 - 1 8   8 2 - 5  8 5 -  2 9  8 - 0  1  
4 - 1 9   8 2 - 5 8  5 - 2  6 1  - 0 1  
4 - 2 0 
4 -  2  1   8 2 - 5 8 5  - 3  0 3 -  0 1  
4 - 2 2   8 2 - 5 8  5 - 3  0 8  - 0 1  
4 - 2 3   8 2 - 5 8  5 - 3  4 1  - 0 1  
4 - 2 4   8 2 - 5 8  5 - 3  0 0  - 0 1  
4 - 2 5   8 2 - 5 8  5 - 2  1 7  - 0 1 
4 - 2 6   8 2 - 5 8  5 - 2  1 6  - 0 1  
4 - 2 7  
4 - 2 8   8 2 - 5 8  5 - 2  4 5  - 0 1  
4 - 2 9   8 2 - 5  8 5 -  2 5  6 - 0  1  
4 - 3 0   8 2 - 5  8 5 -  3 0  4 - 0  1 
4 -  3  1  
4 - 3  2   8 2 - 5 8 5 -  2 4  7 - 0  1  
4 - 3  3   8 2 - 5 8 5 -  2 4  9 - 0  1  
4 - 3 4  
4 - 3 5   8 2 - 5  8 5 -  3 0  7 - 0  1 
4 - 3  6   8 2 - 5 8 5 -  2 6  6 - 0  1  
4 - 3  7  
4 - 3 8   8 2 - 5  8 5 -  3 1  4 - 0  1  
4 - 3  9   8 2 - 5 8 5 -  2 5  8 - 0  1  
4 - 4 0 
4 -  4  1   8 2 - 5 8 5  - 3  0 8 -  0 1  
4 - 4  2   8 2 - 5 8 5 -  3 3  1 - 0  1  
4 - 4 3   8 2 - 5 8  5 - 2  5 7  - 0 1  
4 - 4 4   8 2 - 5  8 5 -  3 0  1 - 0  1  
4 - 4 5   8 2 - 5  8 5 -  3 2  1 - 0  1 
4 - 4  6   8 2 - 5 8  5 - 2  0 3 -  0 1   M e c h a n i s m   c h a s s is   B   a s s 'y  
4 - 4  7  
4 - 4 8   8 2 - 5  8 5 -  3 3  2 - 0  1  
4 - 4 9   8 2 - 5  8 5 -  2 2  9 - 0  1  
4 - 5 0   8 2 - 5  8 5  - 2 4  3 - 0  1 
4 -  5  1  
4 - 5 2   8 2 - 5 8  5 - 3  3 6  - 0 1  
4 - 5 3   8 2 - 5 8  5 - 2  8 7  - 0 1  
4 - 5 4  
4 - 5 5   8 2 - 5 8  5 -  2 8 1  - 0  1 
4 - 5 6   8 2 - 5 8  5 -  2 4 2  - 0  1  
4 - 5  7  
4 - 5 8  
4 - 5  9   8 7 -  0 3 8  - 0  3 9 -  0 1 
4- 6 0   8 2 - 5 8  7 - 2  4 1  - 0 1 
4 -  6  1  
4 - 6  2   8 2 - 5 8 5  - 3  3 5 -  0 1  
4 - 6  3  
4 - 6  4  
4 - 6 5  
4 - 6 6   8 2 - 5 8 7 -  2 3  2 - 0  1 
8 2 - 5  8 5  - 2  8 9  - 0  1 
8 2 -  5 8 5  - 2  8 2 -  0 1 
8 2 - 5  8 5  - 2 7  1 -  0 1 
8 2 - 5  8 5  - 2 6  3 -  0 1 
8 2 - 5  8 5  - 2 6  0 -  0 1 
8 2 - 5  8 5  - 2 4  4 -  0 1 
8 2 - 5  8 5  - 2 4  6 -  0 1 
8 2 - 5  8 5  - 2 5  0 -  0 1 
8 2 - 5  8 5  - 2 6  7 -  0 1 
8 2 - 5  8 5  - 2 5  9 -  0 1 
8 2 - 5  8 5 -  3 1  5 - 0  1 
8 2 - 5  8 5 -  3 2  4 - 0  1 
8 2 - 5  8 5 -  3 2  3 - 0  1 
8 2 -  5 8 5  - 3  2 6 -  0 1 
8 2 - 5  8 8  - 2 0  6 -  0 1 
8 2 - 5  8 7 -  2 2 8  - 0  1 
8 7 - 0  8 7 -  0 2 9  - 0  1  
8 7 - 0  8 1 -  4 8 3  - 0  1  
8 2 - 5  8 5  - 3  4 2  - 0 1 
P a r t   N o .   
Cha ng ed   t o 
S h a f t    l o c k  
C- spring  l o c k   1  
E - s p r in g ,   B u t t o n   l o c k  
T - s p ri n g ,  P l a y   l e v e r  
S l i d  e   p l a t e ,   F R    a u t o 
S l i d  e   p l a t e .   M o t o r   s w i t c h  
S l i d e   p l a t e   k e y   a s s 'y  
A u t o   A    l e v e r  
A u t o   B    l e v e r  
P l a t e   a u t o   k i c k   1 
L e v e r ,   P A  U S E   1  
F R    l e v e r   D   1  
T - s p ri n g ,   F R     l e v e r   A  
A u t o   e j e c t   l e v e r  
T - s p ri n g ,  A u t o   e j e c t   1 
F   R   l e v e r   B   1  
F   R    l e v e r   C   1  
T - sp ri n g ,   F R    l e v e r   B   1  
T r i g g e r    l e v e r ,   R E C   1 
L e v e r ,   R E W   1  
T - sp ri n g ,  T r i g g e r   ( R  E C  )   1 
E - s p r in g ,   R  E W    le v e r   1  
E - s p r in g ,   F R     le v e r   1  
T - sp ri n g ,  F  R    c a m   1  
S l i p    p u l l e y   F  R    a s s 'y 
D r i v e   g ea r   1  
P l a y   c a m   gea r  
F   R   c a m   gear  
T r i g g e r   l e v e r ,   P A  U S E  
T - sp ri n g ,  T r i g g e r    ( P A  U  S E )   1 
G e a r ,   P A  U  S E   1  
G e a r ,   A u t o   k i c k   1  
P L  A  Y    le v e r 
L e v e r ,   R E C    d r i v e   1  
T - s p ri n g ,   R E  C   l e v e r   1 
R E C    A    l e v e r   1  
R E C    B    l e v e r  
E - s p r in g ,   R E C  
T r ig g e r   l e v e r ,    P L  A  Y  
T r i g g e r   l e v e r ,   R E W   1 
T - sp ri n g ,   R E  W    le v e r   1  
C -s pr in g,    R  E W    l e v e r   1  
F F    t r ig g e r   l e v e r  
E - s p r in g ,  T r i g g e r   P  L A  Y  
T - s p ri n g ,  A u t o   k i c k 
E - s p r in g ,  S l i d e   p l a t e   1  
E - s p r in g ,   R E C   l o c k   1 
F l y w  h e e l    ass’y  
G e a r ,   F l y w h e e l   1 
C -s pr in g,    F l y w h e e l   1  
R u b b e r   b e l t   F  R    B  
R u b b e r   b e l t .    F l y w  h e e l  
H o l d e r ,   P a u s e   s w i t c h   1  
H o l d e r ,   M o t o r 
M o t o r   p u l l e y   1  
T h r u s t   b e a r in g    B  
R u b b e r   c u s h i o n ,   R E C    l e v e r 
W i r e   b i n d e r  
E - s p r in g ,  S l i d e   p l a t e 
S l i d e   p l a t e   R  E C    a s s 'y  
T - sp ri n g ,  P l a t e   l o c k 
R u b b e r   c u s h i o n 
M o t o r   s c r e w ,   M 2 . 6 
R u b b e r   c u s h i o n ,   P  A U  S E    l o c k 
H o l d e r ,    R E C   s w i t c h 
D e s c r i p t i o n 
C o m m o n 
M o d e l 
- 
C S-7 70   1 
* 
* 
* 
Q ' t y 
1 
1  
1  
1 
1  
1  
1  
1 
1  
1 
1 
1  
1  
1 
1 
1  
1  
1 
1  
1 
1 
1 
1  
1 
1 
1 
1  
1 
1 
1 
1 
2 1 
Page 22
C S - 8 8 0 H , H G , U , U C 
-     « 
D es cr ip ti o n   o f   C i r c u i t r y 
1 .   B l o c k   D iag ram   o f   S y n th e s i z e r  T u n e r 
R O D    AN TENNA 
E X T .     O  - l f .    
ANT ENNA   
TERM   I N A L S   O  - 
[     A I W A 
2.   O u t l i n e   o f   P L L   F r e q u e n c y   S y n th e s iz e r 
T h e    P  L  L    ( p h a s e - lo c k e d    l o o p )    r e q u e n c y    s y n t h e s i z e r    is    a   c i r u c i t    
w h i c h    uses  t h e   e x t r e m e l y   s t a b l e   f r e q u e n c y   o f   a   c r y s t a l   o s c i l l a t o r    
a s  t h e    r e f e r e n c e    s i g n a l   t o    p r o d u c e    t h e   f r e q u e n c i e s   d e s i r e d .    F o r    
i n s t a n c e ,    t o    p i c k    u p   a    s t a t i o n    b r o a d c a s t i n g    o n    a    f r e q u e n c y    o f   
1 0 0   M H z ,   a    l o c a l   o s c i l l a t i o n   f r e q u e n c y   ( f D   :  o u t p u t   f r e q u e n c y   o f    
v o l t a g e - c o n t r o l l e d   o s c i l l a t o r )    s u p p l i e d   t o   t h e   m i x e r   o f   1 1 0 .7   M H z    
( 1 0 0 +    1 0 .7 )    is   r e q u i r e d .    T h i s    p a r t i c u l a r    u n i t   a d o p t s   a   p r e s c a l e r    
w h i c h    e m p l o y s   a   p u ls e   s w a l l o w   s y s t e m    t o    d i v i d e    t h e   f r e q u e n c y ,    
a n d    se n d    i t    t o    t h e    p r o g r a m m a b l e    c o u n t e r    in s i d e   t h e   c o n t r o l l e r    
I C .   T h e   o u t p u t   f r e q u e n c y   f n  t h e n   e n t e r s   t h e   ph as e  c o m p a r a t o r .    
T h e   f r e q u e n c y   o f   t h e   e x t r e m e l y   s t a b l e   4  5    M H z   c r y s t a l   o s c i l l a t o r    
i s    c o u n t e d    d o w n    ( 1 / 1 8 0 )    a t    t h e    sa m e   t i m e    a n d    t h e    r e f e r e n c e   
f r e q u e n c y    f r e f    o f    2 5   k H z    is  s e n t   t o   t h e   p h a s e   c o m p a r a t o r .   T h e    
ph as e s   o f    f n  a n d    f re f   a r e    c o m p a r e d   a n d   t h e    d i f f e r e n c e    b e t w e e n    
t h e    t w o    is   d e t e c t e d .    I f   t h e r e    is   n o   d i f f e r e n c e ,   t h e   l o o p   is  l o c k e d ;   
i f    t h e r e    is  a    d i f f e r e n c e ,    t h e    c o n t r o l    v o l t a g e    pa sses   t h r o u g h    t h e   
low-p ass   f i l t e r ,    i t    is   f e d    o u t    t o    t h e    V C O     a n d    t h e    V C O    is   c o n   
t r o l l e d   u n t i l   f n   is   m a d e   e q u i v a l e n t   t o   2 5   k H z .  
T h e    r e f e r e n c e    f r e q u e n c y    f r e f   f o r   A M    r e c e p t i o n    is  9   k H z    ( o r    10   
k H z ) .    T h e    V C O    f r e q u e n c y    si g n al    is    s e n t    d i r e c t l y    t o    t h e    p r o   
g r a m m a b le   c o u n t e r . 
C R Y S T A  L  
O S C I L L A T O R    4. 5M H 1 
V .   C . O    : V  O  L  T  «  E     CON TRO LLED   OS CI LLA TO R 
F ig .  2 
2 - 1  .    O p e r a t i o n   D u r i n g   F M    R e c e p t i o n 
T h e   p u ls e   s w a l l o w   s y s t e m   is  f i r s t   o u t l i n e d .  
T h e   r e l a t i o n s h i p   b e t w e e n   f o s c   a n d   f re f   is  e x p r e s s e d   a s : 
^ o s c =    N  ^  ^  r  e  f . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .    ( 1 ) 
I f    N   is   as su m e d   t o   b e   P    n o t a t i o n : 
f o s c    =     ( n i    + P n 2    +    P 2   n 3     + 
=     P    ( n ,   /P   +   n 2    +   P n 3    +    .   .  .  .    +    P n  _  2  n n )   f  re f   
I f ,   n o w ,    t h e   p a r t   in c l u d i n g   t h e   s e c o n d   d i g i t   a n d   a b o v e   is   m a d e   N p :   
f o s c    =     p   ( n i /  p  +   N  P )   f r e f   
T h i s   is  m o d u l a t e d   t o   b e c o m e : 
f o s c    =     < n i    +   P N p   +   P n ,    —    P n t  )   f re f 
=     [ ( N  p   —  n  , )  P    +   n ,    ( P   +   1  ) ]  f  re f   
T h e   a b o v e   r e p r e s e n t s   t h e   p r i n c i p l e   o f   t h e   p u ls e   s w a l l o w   s y s t e m . 
I n    o r d e r    t o    a c h i e v e   t h e   r e l a t i o n s h i p    e x p re s s e d    in    f o r m u l a   ( 2 )   b y    
p h y s i c a l    m e a n s ,   t h i s    u n i t    has   a   p r e s c a l e r    w i t h    t w o    f r e q u e n c y    
d i v i s i o n   r a t i o s ,   1 / 1 6 a n d   1 /1 7 .  I n   f o r m u l a    ( 1   ) ,   t h i s   c o r r e s p o n d s   t o    
P   =    1 6 .    A c t u a l    o p e r a t i o n   is   a s   f o l l o w s :   w h e n   t h e   s i g n a l  p r o d u c e d    
b y    d i v i d i n g   f o sc   b y    ( P   +   1   )   is   c o u n t e d   d o w n   n ,    t i m e s   a t   t h e   f i r s t    
p r o g r a m m a b l e    d i v i d e r    d i g i t    a n d    n x    b e c o m e s    0 ,    t h e    P - d iv i d e d    
si g n a l  is  c o u n t e d   d o w n    ( N p   —   n ,   )   t i m e s   e q u i v a l e n t   t o   t h e   n u m b e r    
o f    t h e   f i r s t    d i g i t    s u b t r a c t e d   f r o m   t h e   n u m b e r   o f   t h e   s e c o n d   a n d    
h ig h e r    d i g i t s    o f    t h e    p r o g r a m m a b l e    d i v i d e r ,    a n d    t h e    c y c l e   e n d s .   
T h i s   c y c l e   is  p e r f o r m e d   w i t h   f re f   e q u a l  t o   2 5   k H z .  
W h e n   f s   =    1 0 0   M H z   is  r e c e i v e d : 
f | F    is  1 0 .7   M H z   a n d   so  t h e r e f o r e   fo sc   =    1 0 0   +   1 0 .7   =    1 1 0 .7   M H z  
F r o m   f o r m u l a    ( 1   ) :    N   =     ^     =    4 4 2 8 
I f    t h i s    f i g u r e    is    re -e xp re sse d   i n    t h e    s e x a d e c i m a l    n o t a t i o n ,    a n d    
m a d e   t o   c o r r e s p o n d   w i t h    1 1 4 C   f o r m u l a    ( 2  ) : 
N p   =    1 1 4 ,  n ,    =    C 
T h e r e f o r e ,   f re f   x    [ ( 1 1 4   —   C )   x   1 0   +    C   x   1 1   ]    =   f osc   
I f   t h i s   is   re- expressed  i n   t h e   d e c i m a l   n o t a t i o n : 
2 5   k H z   x   [ ( 1  6 2    +   1 6 1    +   4   -    1 2 )   x   1 6 +    1 2  x   1 7 ]    =    1 1 0 .7   M H z    
W h a t    h a p p e n s    is  t h a t   t h e   p r e s c a l e r   d i v i d e s   t h e   f r e q u e n c y   b y    1 / 1 7    
f o r    t h e    f i r s t    12   c o u n t s   a n d   t h e n    b y    1 /1 6    u n t i l   2 6 4    c o u n t s ,   a n d   
t h i s    s w i t c h i n g    o p e r a t i o n    is    r e p e a t e d .    T h e    s w a l l o w    c o u n t e r    i s   
l o c k e d   a t   1 2   a n d   t h e   p r o g r a m m a b l e   c o u n t e r   is  l o c k e d   a t    2 6 4 . 
. . . . . . . . 
2 5    K H z 
+    P n    — 1   n n )   f r e f 
. . . . . . . . . . . . . . . . . . . . . 
Fi g.  1 
   ( 2 ) 
22 
Page 23
A I W A     j 
C S - 8 8 0 H , H G ,U ,U C 
2- 2 .    O p e r a t i o n   D u r i n g   A M    R e c e p t i o n 
W h e n   f s    =    5 9 4   k H z   is   r e c e i v e d : 
f s    =    5 9 4   k H z   a n d   f | p    =    4 5 0   k H z   
T h e r e f o r e :   f o s c   =   5 9 4   +   4 5 0   =   1 0 4 4   k H z 
S i n c e   f  r e f   =   9   k H z   l o r   10  k H z ) ,   ( a t    L W   f r e f   =    1    k H z ) 
4 . 5   M H z   +   9   k H z   =   5 0 0   
f o s c   ( 1 0 4 4   k H z )   H - 9   k H z   =   1 1 6   
T h e r e f o r e ,    t h e    c r y s t a l    o s c i l l a t o r    f r e q u e n c y   d i v i s i o n    is   l o c k e d    a t    
5 0 0   a n d   t h a t   o  f   t h e   p ro g r a m m a b l e   c o u n t e r   a t   1 1 6 . 
3 .   D e s c r i p t i o n   o f   I C s   U s e d 
F i g .    3  is   a   b l o c k   d i a g ra m   o f   t h e   I C s   in   t h e   P  L  L    f r e q u e n c y   s y n t h e  
s i z e r   s e c t i o n   a n d   L C D   i n d i c a t o r   s e c t i o n . 
3 - 1 .    P r e s c a l e r   j u P B 5 5 3 A C 
T h i s    I C    is    e n e r g i z e d    d u r i n g    F M    r e c e p t i o n ,    i t    s e l e c t s    e i t h e r    t h e   
1/16    o r    1/17   f r e q u e n c y    d i v i s i o n    r a t i o    i n    a c c o r d a n c e    w i t h    t h e   
c o m m a n d    f r o m   t h e   s w a l l o w   c o u n t e r   in s i d e   t h e    c o d n t r o l l e r ,    a n d   
i t   se n ds   t h e   s i g n a l  t o   t h e   c o n t r o l l e r ' s   p r o g r a m m a b l e   d i v i d e r . 
3 -  1 -  1  .    P i n   C o n f i g u r a t i o n 
Fi g.  3 
3 - 2 .   C o n t r o l l e r   ju P D 1 7 0 3 C - 5 1 5 
C o n t a i n e d    in    t h i s    I C    a r e   t h e   c o n v e n t i o n a l    p r o g r a m m a b l e   d i v i d e r    
s e c t i o n   a n d   c o n t r o l   s e c t i o n . 
3 - 2  -  1 .     P i n   C o n f i g u r a t i o n     “ 
P i n   n o . 
1 , 2 
N a m e 
E 0 1  ,   E 0 2 
3   C E   H i g h :   N o r m a l   o p e r a t i o n 
4 
P S C 
C h a r g e   p u m p   o u t p u t   p i n s   o f   ph as e   d e t e c t o r ;    
s i n c e   s ig n a ls   a r e   f e d   o u t   d u r i n g   A M / F M   r e   
c e p t i o n ,   o n e   o r   o t h e r   is   c o n n e c t e d   t o   L P F  . 
L o w  :    M e m o r y   h e l d ,   o p e r a t i o n   s t o p s  
F e e d s   o u t   f r e q u e n c y   d i v i s i o n   r a t i o   s w i t c h  
in g   s i g n a l   t o   p r e s c a l e r . 
F u n c t i o n 
5 , 6   X 1 , X  2   C r y s t a l   o s c i l l a t o r   p i n s 
7 
S D 
8   M U T E 
9 - 1 3 
D 1 - D 5 
14 
V  d  d 
1 5 - 2 1   S a ~ S g 
2 2 - 2 5   K 0 - K 3 
2 6   F M 
27 
G N D 
28   A M 
H i g h :   A u t o   t u n i n g   s t o p   m o d e    
L o w  :    A u t o   t u n i n g   e n a b l e   m o d e 
F e e d s   o u t   h ig h   l e v e l   s i g n a l  d u r i n g   k e y    
o p e r a t i o n .   ( U s e d   f o  r   m u t i n g   o f   s i g n a l  s y s t e m ) 
D i s p l a y   d i g i t   s i g n a l   o u t p u t   p i n s  
O n l y   D 1    a n d   D 2   a r e   u se d  w i t h   t h i s   u n i t   a n d  
a r e   c o n n e c t e d   t o    L C D    d r i v e r . 
P o w e r   s u p p l y   p i n  
K e y   m a t r i x   k e y   r e t u r n   s i g n a l  s o u r c e   p i n s  
K e y    m a t r i x   k e y   r e t u r n   s i g n a l  i n p u t   p i n s  
I n p u t   p i n   f o r    F M    p r e s c a l e r   o u t p u t  
G r o u n d  
A M   f  o sc   i n p u t   p i n 
Fi g.  5 
P i n   n o . 
N a m e 
1 
2 
V  C  c 
I N 
P o w e r   s u p p l y  
V C O   i n p u t   p i n 
F u n c t i o n 
3   C H K   C h e c k   p i n ,   c o n n e c t e d   t o   G N D   a t   a l l   t i m e s  
4 
G N D   G r o u n d  
O U T   O u t p u t   p i n 
5 
6   P S C 
F r e q u e n c y   d i v i s i o n   r a t i o   s e t t i n g   p i n    ( f r e q u e n c y    
d i v i s i o n   s e t t i n g   i n p u t   f r o m   c o n t r o l l e r ) 
7   N C   N o t   used 
8   N C   N o t   used 
F ig .  4 
3 - 2  -  2 .     K e y   M a t r i x   F u n c t i o n s 
K o   ( 2  5  )     K  I    ( 2  4  )     K 2    ( 2  3  )     K 3    ( 2 2 ) 
( D O W N )    S 2  I 
S 2  0 
I M 4 1     S   I M  S  )    S  2 5 
s   2 3   ¿ v 
S d    U 8 t   
- - - - - - - - 
S e    I I  7  )   
- - - - - - - - 
.... 
*  5 
*  6 
( U P »    S 2  2 
S   27   ( M  6 )    S 2 8 
S 2 <  *   j ?  * 
S 7 A / D Y  N   * 
•  V 
( M E M O  R Y )  
( M  2 )     S  2  6   
I F M >    S 3  0  - £  V 
S  I * 
A U T O / M A N U A L 
-    
j  f  * 
s  .  .  . 
* V 
( M  l ) 
I M  5  ) 
(A M ) 
I F o 
Fig.  6 
23 
Page 24
C S - 8 8 0 H , H G ,U ,U C 
J     [     A I W A 
•   T h e   f u n c t i o n    in    p a r e n t h e s e s    ¡s   d i s p l a y e d   b y   k e y   o p e r a t i o n   b as ed    
o n   a   m o m e n t a r y   s w i t c h    ( m a r k e d    o o   ) . 
•    M a n u a l / a u t o   s e l e c t i o n   ( * 1 )  
M a n u a l / a u t o   s e l e c t i o n    is   p e r f o r m e d    b y    a  f i x e d   s w i t c h   b u t   i n   t h i s    
u n i t   t h e   k e y   o p e r a t i o n s   a r e   c a r r i e d   o u t   w  i t h    m o m e n t a r y   s w i t c h e s    
w h i c h ,   t h a n k s   t o    t h e    f l i p - f l o p   c i r c u i t ,   h a v e   t h e   s a m e   f u n c t i o n s   a s    
f i x e d   s w i t c h e s .  
W h e n   c o n n e c t e d :   A u t o   t u n i n g    
W h e n   d i s c o n n e c t e d :   M a n u a l   t u n i n g 
•   L C D   s t a t i c / d y n a m i c   s e l e c t i o n    ( * 2 )  
T h i s    d e t e r m i n e s    w h e t h e r    t h e    L C D    d i s p l a y    s y s t e m    s h o u l d    be    
s t a t i c    o r   d y n a m  i c .    I n    t h i s    u n i t ,   s t a t i c   s p e c i f i c a t i o n s   a p p l y   a n d   so    
t h e   d i o d e   is  s h o r t e d . 
•    I F    f r e q u e n c y   s e l e c t i o n   ( * 3 ,   * 4 )  
A l i g n m e n t    is    m a d e    w i t h    t h e    F M    I F     f r e q u e n c y    b y    I F  ,    a n d    I F  0     
s h o r t i n g   a n d   o p e n   c o m b i n a t i o n s .   T h e   I F    f r e q u e n c i e s   u s e d   b y   t h i s    
u n i t    a r e    1 0 .6 7 5   M H z ,    1 0 . 7 0 0   M H z    a n d    1 0 .7 2 5   M H z   a n d   so   t h e   
c o m b i n a t i o n s   a p p e a r   a s   f o l l o w s : 
1  F   o f f s e t   f r e q u e n c y 
1 0 .6 7 5   M H z    ( b l u e ) 
1 0 . 7 0 0   M H z    ( r e d ) 
1 0 . 7 2 5   M H z    ( o r a n g e ) 
C o l o r   o f   c e r a m i c   f i l t e r   i n d i c a t e d   in   p a r e n t h e s e s . 
•   J a p a n / U  S   use  s e l e c t i o n    ( * 5 ) 
W h e n   c o n n e c t e d :   U  S   s p e c i f i c a t i o n s    
W h e n   d i s c o n n e c t e d :   J a p a n   s p e c i f i c a t i o n s 
•   A  M   f r e q u e n c y   i n t e r v a l   s e l e c t i o n   ( * 6 )  
T h e    A M     c h a n n e l    f r e q u e n c y    i n t e r v a l s    a r e    s e l e c t e d   t o    1 0   k H z    o r .   
9   k H z .  
W h e n   c o n n e c t e d :    10   k H z    
W h e n   d i s c o n n e c t e d :   9   k H z 
3- 3 .    L C D   d r i v e r   ( M  S M  5 8 2 9 G S ) 
I n d i c a t i o n    is   p r o v i d e d    o n    t h e    L C D    b y    c o n n e c t i n g    t h e    t h r e e   
s e r i a l    o u t p u t   d a t a   f r o m   t h e   c o n t r o l l e r   ( j i P D 1 7 0 3 C - 5 1 5 ) 
B 2    
C 2   
D P 2    
D l  
Q  I 
E l   
C  X 
C E  
e x 
c m 
□ 
□ s i 
□  E 
OH 
L S I 
c h  : 
S I   
F I   
A I   
B l   
e 
C l   
D P I    
F I    
F 2    
C O M   
8    " 
M S M     5   8  2  9     G  S 
I F  , 
O p e n  
O p e n 
S h o r t e d 
DP4  
C H 
N C < 
O P   5 
C 5  
B 5  
A 5  
F 5  3  0  ]  
< 5 5  2  Q 
S h o r t e d 
S h o r t e d 
m 
4TI 
4Ö1 
5 5 1 
. ^  f t l  
a  n 
n f i l 
3 5  1 
3 5  1 
3 3 1 
ä U 
3 T I 
' F  0 
O p e n 
Fi g.  7 
P i n   n o . 
S E G  M  E N  T  O  U T     
8  , 9  , 1  0  , 4     
5 ,   7  , 6  ,  
5 6  , 1  , 2  , 5 2   
5 3 ,   5 5 ,   5 4    
3 1  , 3  2 , 3 3  , 2  7    
2 8 ,   3 0 ,   29   
4 7 ,   4 8 ,   5 0 ,   4 3    
4 4 , 4 6 , 4  5   
1 2 , 1 3   
1 1 . 3 ,   5 1 ,  
4 2 ,   3 4 ,  
4 1 
15  
16 
17 
1 8 
19 
20 
2 1 , 4 9  
2 2   B I / R B O 
2 3 
2 4   R  B I 
2 5 
26 
14   C O M 
3 5 ,   3 6 ,   37   
3 8 ,   3 9 ,   4 0 
A 1  , B 1  , C  1 ,   D 1   
E 1 ,   F 1  . G 1   
A 2 ,   B 2 ,   C 2 ,   D 2   
E 2 ,   F 2 ,   G 2   
A 5 ,   B 5 ,   C 5 ,   D 5   
E 5 ,   F 5 ,   G 5   
A A  ,   B  A ,   C A ,   D A   
E A  ,   F  A  ,   G  A   
F 1  , F 2 
D P 1 ,   D P 2 ,   D P 3 ,   
D P 4 ,   D P 5   
C H 
V s s 
O S C 
S E R  I A  L    O U T   N o t   use d 
S E  R  I A  L     I N 
C L O C  K 
L O A D 
V  d  d 
S E L E C T 
R E  S E  T 
C O M   T h i s    p i n    f e e d s    o u t    an    o u t p u t   
N a m e 
F u n c t i o n 
L C D   s e g m e n t  o u t p u t   p in s   
( se e   F i g .   8 * ) 
G r o u n d   P i n  
L C D    A C    d r i v e    f r e q u e n c y    p i n ;   
w i t h    t h i s   u n i t ,   t h e   c i r c u i t   is   c o n   
f i g u r e d   as  b e i o w . 
D a t a    i n d i c a t e d    w i t h    s h i f t    re g is   
t e r    d a t a    i n p u t    p i n s    a r e   f e d    i n t o    
t h i s    p i n    in    s y n c h r o n i z a t i o n   w i t h    
c l o c k    p u ls e s .   ( C o n n e c t e d    t o    p i n    
19   o f   c o n t r o l l e r    I C ) 
S y n c ,    i n p u t   p i n   w h e n   d a t a   is   f e d    
i n t o ,   o r   f e d    o u t   o f   s h i f t   r e g is t e r .    
( C o n n e c t e d    t o    p i n   9   o f   c o n t r o l   
l e r   I C  ) 
I n p u t    p i n    f o r    la t c h i n g    s h i f t    
r e g i s t e r   c o n t e n t s .  
H i g h :    S h i f t   r e g i s t e r   c o n t e n t s   a r e   
t r a n s m i t t e d   t o   d e c o d e r .   
L o w :    F i n a l    c o n t e n t s    a t    h ig h   
l e v e l    a r e    h e ld    ( C o n n e c t   
e d    t o   p i n    10  o f   c o n t r o l l e r   
I C )  
P o w e r   s u p p l y   p i n  
N o t   used  
T h i s    f u n c t i o n    is  n o t   used  a n d   s o   
p i n    is    a l w a y s   a t    h ig h    le v e l   o r ,   in    
o t h e r    w o r d s ,    i t    i s    c o n n e c t e d    t o   
V  D D -  
P i n    f o r    d e t e r m i n i n g    w h e t h e r    o r    
n o t    l e f t m o s t    d i s p l a y    d i g i t    is   t o    
i n d i c a t e    a   n u m e r a l   o r    n o t .    In   
t h i s   u n i t ,   i t   d i s p l a y s   o n l y   s i g n i f i   
c a n t    f i g u r e s    a n d    so   i t    i s    use d   a t    
t h e    l o w    l e v e l ,   o r   in   o t h e r   w o r d s ,    
i t    is  c o n n e c t e d   t o   V g  s   ( g r o u n d ) . 
P i n    f o r    s w i t c h i n g    d i s p l a y    t o    
se g m e n t   o r    d o t ;   s i n c e   se g m e n t  is   
use d   in    t h i s   u n i t ,   i t   is  s e t   t o   h ig h    
l e v e l    o r ,    in    o t h e r    w o r d s ,    i t    is    
c o n n e c t e d   t o   V  d  d  * 
w i t h    t h e   r e v e r s e   ph as e  t o   t h a t   o f    
C O M .    I n   t h i s    u n i t ,    i t   is  n o t    used   
f o r    d i r e c t    d i s p l a y    b u t    f o r    A M    
a n d    F M    +B   s e l e c t i o n    a s   m e n   
t i o n e d   l a t e r . 
T h i s    p i n    f e e d s   o u t   a   s i g n a l  w  i t h    
t h e    r e v e r s e    p h as e    t o   t h a t   o f   o u t   
p u t    an d    7    se g m e nt s   f o r    A C    
d r i v e    o f    t h e    L C D ;    i t    d r i v e s    t h e   
L C D   c o m m o n   p i n . 
N o t   used 
D P   2   {    I  m  E M O I 
D P 4    {    I    F M    I ---  
D P 3    {    I   M W    I 
24 
CH   A  5 ~ F 5 
I c  h  ]    £ 
p 
P 
- -  
F I 
P I N 
( P I N @ > 
u 
AA 
I 
G A 
L C D    D I S P L A Y 
A 2 
G2 
\ 
P 
u 
A  I 
G t 
-  T  k  h  T  I 
X 
F i g .   8 
Page 25
A I W A 
C S - 8 8 0 H , H G ,U ,U C 
J 
4 .   O t h e r   C i r c u i t s 
4 - 1 .   F M  / A M   + B   P o w e r   S e l e c t o r   C i r c u i t 
I C 2    T C 4 0 I   I B  P 
t o    R A D I O    
V O L T A G E    C O N S T .  < + B > - 
S w i t c h i n g   is   p e r f o r m e d   w i t h    a  4 - N A N D   g a te   I C    ( I C 2 ) . 
F i g . 9 
4-2 .   S c a n   A u t o   S t o p   C i r c u i t 
►   T o    S D     P I N 
Fi g.  1 1 
4 - 2  - 1  .   O p e r a t i o n    D u r i n g   F M    R e c e p t i o n 
T h e    S - c u rv e    o u t p u t    p i n    10   a n d    m e t e r    o u t p u t    p i n    15    o f    I F    1  C    
( I C 2 ,    H A 1 2 4 1 3 )    a r e    u s e d .   I f    p i n    1 0    has   a   v o l t a g e    w h e r e    V  ( B )    
<    V ( 1 0  )    <   V  ( A  )    w i t h    r e s p e c t    t o   t h e    p r e s e t    p o i n t   A    a n d   p o i n t    
B    v o l t a g e s    ( a b o u t    ± 0. 5  V   w i t h    r e s p e c t   t o    p i n    1 0   v o l t a g e   d u r i n g    
t u n i n g ) ,    n o    o u t p u t    a p p e a r s    a t    p o i n t    ( C )    a n d    w h e n    t h e r e    i s   an   
o u t p u t    a t    p i n    1 5 ,    p o i n t    ( F  )    is   s e t    t o    a   l o w    l e v e l   a n d    n o   sig n al   
is  f e d   o u t    t o   p o i n t    ( C ) .   A    t r ig g e r    p u ls e    is   p r o d u c e d    a t   p o i n t   ( G )    
b y    t h e    a b o v e    t w  o    A N D    c i r c u i t s ,    t h i s    is  a p p l i e d    t o    t h e    S D    p in    
o f   t h e   c o n t r o l l e r   I C   a n d   t h e   s c a n n i n g   is  s t o p p e d . 
4 - 2  - 2  .    O p e r a t i o n   D u r i n g   A  M    R e c e p t i o n 
T h e    I F    o u t p u t   f r o m   p i n   1 2   is  s m o o t h e d   a n d   p o i n t   ( F  )    is   r e d u c e d    
t o    t h e   l o w   le v e l   b y   t h e    o u t p u t .    A s   w i t h    F M     r e c e p t i o n ,   a   tr ig g e r    
p u is e    i s    p r o d u c e d    a t    p o i n t    ( G  )    a n d    t h e    s c a n n i n g    s t o p s .    [ I C 3    
( N J M 4 5 5 8 D )   d o e s  n o t   w o r k    d u r i n g   A M    r e c e p t i o n . ] 
T E R M I N A L 
NAM E 
F M   
1 0   P 4 ) 
A M 
IO P3 ) 
C O M 
0 2 0   BA SE 
a t    FM 
i _ n _ 
n  r 
U l _ 
HIG H  L E V E L  J  l W    l e  v  e l 
a t    AM 
J  T  J  "  
T I L 
1 T L 
F ig .  10 
W h e n    t h e    F M     b a n d    s e l e c t o r    k e y    is   d e p r e s s e d ,   p u ls e s    w i t h    t h e    
sam e    ph as e    a r e    f e d    o u t    t o    I C 3    ( M S G 5 8 2 9 G )    D P 4    a n d    C O M .   
A s    t h i s    o u t p u t    p a ss e  s   t h r o u g h    t h e    N A N D    g a t e    1  C     ( T C 4 0 1 1 B P ) ,    
a  h ig h    l e v e l   o u t p u t    is   p r o d u c e d    a t    N A N D   g a t e   1    o u t p u t   a n d   t h i s    
c aus es   Q 2 0    t o    t u r n    O N .   A s   a   r e s u l t ,   0 1 9    t u r n s   O N    a n d   t h e    F M    
+ B    is   o b t a i n e d .    W  i t h    A M     r e c e p t i o n ,    n o    o u t p u t   a p p e a r s    a t    D P 4 ,    
t h e    N A  N D    g a te    1    o u t p u t    is   s e t    t o   t h e    l o w    l e v e l    a n d   w i t h    0 2 0    
O  F F ,   0 1 8   t u r n s   O N   a n d   t h e   A M   + B    i s   o b t a i n e d . 
5.   D y n a m i c   Su pe r   Lou dne ss   ( D S L )   C i r c u i t 
I f    t h e    D S L    c i r c u i t    is   c o m p a r e d    w  i t h    t h e    lo u d n e s s    c i r c u i t ,    i t    i s    
seen   t h a t    b o t h    f u n c t i o n   t o    b o o s t   t h e   lo w - r an g e    (b a s s )    a n d   h ig h  -    
ra n g e    ( t r e b l e )    f r e q u e n c i e s    w i t h    r e s p e c t    t o    t h e    m id r a n g e    f r e   
q u e n c ie s   b u t   t h e r e   a r e   t h e   f o l l o w i n g   m a j o r   d i f f e r e n c e s . 
5 - 1 .   C h a r a c t e r i s t i c s 
O U T P U T 
F R E Q U E N C Y 
Fig.  12 
T h e   lo u d n e s s   s y s t e m   f u n c t i o n s   t o   b o o s t   t h e   m id r a n g e   f r e q u e n c i e s   
t o o .    H o w e v e r ,    t h e    D  S L   s y s t e m    k e e p s   t h i s    in c r e a s e    d o w n    t o    t h e   
b a r e   m i n i m u m . 
W i t h    t h e    lo u d n e s s    s y s t e m ,   t h e   c h a r a c t e r i s t i c s   d o    n o t   c h a n g e   w i t h   
t h e    s t r e n g t h    o f   t h e   si g n al    e n t e r i n g   t h e   v o l u m e   c o n t r o l   f o r   p r o v i d   
in g    a   t a p e    in    t h e    c o n t r o l    { n o r m a l l y    s c a l e    u n i t    5    ( c e n t e r    p o s i  
t i o  n  ) ] ,    a n d    t h e    v o l u m e    c o n t r o l ' s    t a p    p o s i t i o n    is    m e c h a n i c a l , 
25 
Page 26
C S -8 8 0 H , H G ,U ,U C   
I     I   
A IW Ä 
m e a n in g   t h a t   t h e   c h a r a c t e r i s t i c s   c h a n g e .  A t   a   s c a l e   p o s i t i o n    l o w e r   
t h a n    t h e   v o l u m e   c o n t r o l ' s   t a p   p o s i t i o n ,   t h e   lo u d n e s s   c h a r a c t e r i s   
t i c s    a r e    p r o v i d e d    re g ar dl e ss    o f    t h e    s t r e n g t h    o f    t h e    s o u n d    l e v e l   
a n d ,    i n    c o n t r a s t ,   e v e n   w h e n   t h e   s o u n d    l e v e l    is   l o w  ,   t h e    e f f e c t    i s   
i m p a i r e d   b y   t h e   c o n t r o l ' s   s c a l e   p o s i t i o n . 
H o w e v e r ,    t h e    D S L    s y s t e m    jud ge s   t h e    s t r e n g t h    o f    t h e    s o u n d   
l e v e l    b y    e l e c t r i c a l    m ea n s   a n d    f e a t u r e s    a    c o n f i g u r a t i o n    w h i c h    
p r o d u c e s   d y n a m i c   s u p e r   lo u d n e s s  c h a r a c t e r i s t i c s . 
5- 2 .   D S L   C i r c u i t   C o n f i g u r a t i o n 
T h e    D S L   c i r c u i t   c o m p r is e s   t h e   e q u a l i z e r   c i r c u i t   w h i c h    p r o d u c e s    
t h e    D  S L    c h a r a c t e r i s t i c s ,    t h e    d e t e c t o r    c i r c u i t    w h i c h    ju d g e s    t h e    
s t r e n g t h    o  f   t h e    s o u n d    le v e l   a n d    t h e    c o n t r o l    c i r c u i t    w h i c h    s u p   
pre ss es  t h e   D  S L   c h a r a c t e r i s t i c s   w h e n   t h e   s o u n d   i s   h i g h . 
I   
__ ___ __ 
    C I R  C U I T 
I     1 
----- --- --- --- --- --- --- --- --- --    F i g  .   1  3 
5 - 2  -  1 .     E q u a l i z e r   C i r c u i t 
A n    o r d i a n y    d ir e c t - c o u p le d    a m p l i f i e r    f e e d b a c k    c i r c u i t    ( T - t y p e    
b r i d g e   c i r c u i t )    is   p r o v i d e d   w i t h   t i m e   c o n s t a n t s ,   a n d   i t s   c h a r a c t e r  
i s t i c s   g e n e r a t e d . 
T o w   T - t y p e   b r i d g e    c i r c u i t s   a r e   c o n n e c t e d    i n   s e r i e s   a n d   t h e   t i m e   
c o n s t a n t s    a r e    d i v i d e d    i n t o    t h e    l e f t    s i d e    f o r    bass   [ R 3 6 1 ,    3 5 9 ,    
C 3 5  9 , 3 6 1   ]    a n d   r i g h t   s id e   f o r   t r e b l e .  
T h e   c h a r a c t e r i s t i c s   o f   e ac h   o f   t h e   t w i n   f i l t e r s   c o n n e c t e d   t o   p i n s   3    
a n d    8    o f    IC 3 5 1    ( T A 7 1 3 7 P )    a r e    a t t e n u a t e d    b y    f r e q u e n c y    f ,    
d e t e r m i n e d   b y   c o n s t a n t s   R  1 ,  R 2   a n d   C 1 . 
RI    O U TP U T 
5 - 2  -  2 .    D e t e c t o r   C  i r c u i t 
T h e   l e v e l    o f   t h i s   c i r c u i t   is   s e t    b y    t h e   f r e q u e n c y    d i v i s i o n   r a t i o   o f    
t w o   r e s i s t o r s . 
5 - 2  -  3 .   C o n t r o l   C i r c u i t 
T h i s   c i r c u i t    is  t h e   s a m e   a s  a n   A  L C    c i r c f f l t   u s e d   f o r   n o r m a l  r e c o r d   
i n g    a l t h o u g h    i t   d i f f e r e s   in    t h a t    i t s   a t t a c k   t i m e   a n d   r e c o v e r y   t i m e    
a r e   e x t r e m e l y   s h o r t .  
B e c a u s e    o f    t h e   b o o s t e d   l e v e l ,   t h e   o u t p u t   m u s t    b e    n o t   d i s t o r t e d .    
W h e n    a   s i g n a l   e x c e e d in g    a    c e r t a i n    f i x e d    l e v e l    is   f e d    o u t ,    i t    i s    
t a k e n   o u t   b y   t h e   Q 4 9   e m  i t t e r ,   t h e   I C 7    A L C   c i r c u i t   f u n c t i o n s   a n d    
t h e   i n p u t   o f   p i n   2   is   c o n t r o l l e d . 
+   8    I C 7 
Fi g.  1 6 
T h e    D S  L    c i r c u i t    w i t h    t h e    a b o v e - m e n t io n e d    c o n f i g u r a t i o n    i s   
m ix e d    w i t h    a    m a in    a m p l i f i e r .    T h e    I C I    ( A N 7 1 4 6 )    i n p u t    has   a    
d i f f e r e n t i a l    a m p l i f i e r   c o n f i g u r a t i o n ,   a n d   w h e n   a   f l a t   s i g n a l  e n t e r s    
t r a n s i s t o r    Q 1    a t    o n e    s i d e    o f   t h e    d i f f e r e n t i a l    a m p l i f i e r   f r o m    t h e   
v o l u m e    c o n t r o l ,    a    f l a t    s i g n a l   a l s o    e n t e r s   t h e    D  S L    c i r c u i t   s i m u l   
t a n e o u s l y .    Q 2    is   b a s i c a l l y   a   n e g a t i v e   f e e d b a c k    p i n   b u t    w h e n   t h e    
o u t p u t    ( s ig n a l  w  i t h   D  S L    c h a r a c t e r i s t i c s )   o f   t h e    D S L   c i r c u i t   is   f e d    
i n t o   t h e    Q 2    i n p u t ,   d i f f e r e n t i a l    o p e r a t i o n    is   p r o v i d e d    b y    Q 1    a n d    
Q 2 .  
T h e    D S L    b l o c k    i n p u t   t r a n s i s t o r    Q 4 7    is   u s e d   t o    i n v e r t   t h e   p h a s e .   
A s    a   r e s u l t ,    t h e    p h as e    is   i n v e r t e d    a t    t h e    D  S L    b l o c k    i n p u t   a n d    
o u t p u t    s id e s    a n d    so    t h e    d i f f e r e n t i a l    o p e r a t i o n    o f    Q  1    a n d    Q 2   
b e c o m e s   a   m i x i n g    o p e r a t i o n .   M e a n w h i l e ,    t h e   f e e d b a c k    f r o m   t h e    
o u t p u t    in s i d e    I C 7    d o e s    n o t   c h a n g e   a n d   n e g a t i v e   f e e d b a c k   o p e r a   
t i o n   r e s u l t s .  
W h e n   t h e   s i g n a l   l e v e l    is  l o w   in    F i g .    1 3 ,  t h e r e    is    a   h ig h   de g r e e   o f    
m i x i n g    b y    Q 1   a n d    0  2    in s i d e    IC 1    so   t h a t    t h e    D  S L    f e e d s   o u t   a    
s t r o n g    s i g n a l ,   a n d   t h e   ba ss   n a d    t r e b l e    a r e   g r e a t l y    b o o s t e d .   H o w   
e v e r ,    w h e n    t h e    s i g n a l   l e v e l    i s    h i g h ,    t h e    D S  L    b l o c k    o u t p u t    i s    
s u p p r e s s e d ,   t h e    a m o u n t    o f    m i x i n g    b y    Q 1    a n d    Q 2    in s i d e    I C  I    i s    
r e d u c e d ,   a n d   s i n c e   t h e    Q 2    i n p u t    is  r e d u c e d   t o   a   f r a c t i o n ,   a l m o s t   
a l l   o f   i t   b e c o m e s   t h e   s i g n a l  f e d   in   f r o m   Q 1 . 
T h e   r e s i s t o r   in s e r t e d   a c r o s s   t h e    g r o u n d   a n d    O  F F    s i d e   p i n   o f   t h e    
D S L     O N  / O F F   s w i t c h   f u n c t i o n s   t o    c o m p e n s a t e   f o r   t h e   d i f f e r e n c e    
in   t h e   v o l u m e   w h e n   t h e   s w i t c h    is  s e l e c t e d . 
Fig.  14 
Fig.  1 5 
2  6 
Page 27
A I W A   
J 
A C C E S S O R   I E S / P A C K A G   E 
R e f .   N o . 
1  
2 
3  
4  
5   8 7 - 0 5  6 -  6 2  6 -  0 1 
6a   8 2 - 5  8 7  - 9  0 4  - 0 1  
6 b 
7   8 2 - 5 8 7 -  9 0  7 - 0  1  
8  
9 
1 0 a   8 7  - 0 5  6 -  0 5 9  - 0  1  
10b  
10c 
1  1   8 7 - 0 5 6  - 0  5 0  - 0 1  
12   8 7 - 0  5 6  - 0  5 7  - 0 1 
1 3 
14 
15   8 7 -  0 3  2 - 8  4 5  - 0  1 
16a 
16b  
1 6c 
P a r t   N o . 
8 2 - 5  8 7  - 8  5 5  - 0 1  
8 2 - 5  8 7  - 8 5  2 -  2 1  
8 2 - 5  8 7  - 8  5 3  - 2 1  
8 7 - 0  5 1  - 1  3 7  - 1 1 
8 2 - 5  8 7  - 9 0  5 -  0 1 
8 7 - 0  5 1  - 1 7  1 -  1 1  
8 7 - 0  5 6  - 0 0  9 -  4 1 
8 7 - 0  5 6  - 0 4  5 -  0 1  
8 7 - 0  5 6  - 0 1  3 -  0 1 
8 7 - 0  5 6  - 0 6  1 -  0 1  
8 2 - 9  1 6  - 7 4  0 -  0 1 
8 7 - 0  3 4  - 8 8  0 -  0 1 
8 7 -  0 3  4 -  8 9  3 - 0  1  
8 7 - 0  3 4  - 9  2 8  - 0 1 
P a r t   N o .   
C h a n g e d   t o 
D e s c r i p t i o n 
P r i n t e d   i n d i v . .   P a c k i n g  
C u s h io n    L ,   P r i n t e d   i n d i v .   1 
C u s h i o n   R  ,   P r i n t e d   i n d i v . 
P o l y - v i n y l   s a c k  
P o l y - v i n y l   s a c k   1 
I n s t r u c t i o n s   b o o k l e t    ( H . H G    m o d e l  o n l y ) 
I n s t r u c t i o n s   b o o k e l t    ( U . U C   m o d e l   o n l y )  
S t i c k e r ,   P O P    ( U    m o d e l   o n l y )  
P o l y - v i n y l   s a c k   ( f o r   i n s t r u c t i o n )  
D i s t r i b u t o r s   l i s t    ( H , H G , U C   m o d e l   o n l y )  
G u a r a n t e e   c a r d   G    ( H G   m o d e l  o n l y )  
G u a r a n t e e   c a r d   U   ( U   m o d e l  o n l y )  
G u a r a n t e e   c a r d   C   ( U  C   m o d e l   o n l y ) 
S a f e t y   i n s t r u c t i o n    ( U    m o d e l   o n l y )  
S e r v i c e   s t a t i o n   l i s t   ( U   m o d e l  o n l y )  
V o l t a g e   s e l e c t o r   i n s t r u c t i o n    ( U   m o d e l  o n l y )  
T a p e   c a s s e t t e ,   D M C - 1 6 4  
S i e m e n s   p l u g   ( H    m o d e l   o n l y ) 
A C   p o w e r   c o r d    ( H    m o d e l  o n l y )  
A C   p o w e r   c o r d   ( H G   m o d e l   o n l y ) 
A C   p o w e r   c o r d    ( U , U C    m o d e l  o n l y ) 
C o m m o n 
M o d e l 
* 
* 
*  
*  
* 
Q ' t y 
C S - 8 8 0 H , H G ,U ,U C 
1 
1  
1 
1  
1  
1  
1  
1  
1  
1  
1 
1  
1  
1  
1  
1 
1  
1 
1 
2 7 
Page 28
8 1   0 5 2 5 (1   )- Z 
i 
A   I  W   A   c   o   .  ,  l   t   d   . 
Page 29
A I W  A   
J 
E L E C T R I C A L    M A IN    P A R T    L I S T 
S y  m  b o  l   N o . 
P a r t   N o .   D e s c r i p t i o n 
^    T  U  N  E R     C  I R  C  U I T    B  O  A R  D    S E  C T  I O  N > 
P C B - A 
C P I 
®     J C 1 
1C 2  
I C 3  
1C 4  
Q1  
Q 2  
Q  3  , 4 , 5  , 7 , 
8 , 9  , 1  0  , 1  1  ,  
1 3 , 1 4 , 1  5 , 1  6  , 
1 8  , 2 0 , 2 1  
Q 6  
Q 1 2 . 1 9  
Q 1 7  
D  1  ,2 
D 3 , 4 , 5  , 6 ,   8 7 - 0 2 7 - 0  9 7 - 0  1 
7 , 8  3 , 1  1  
D 1 0  
L 1 , 8 , 9  
L 2 
L3  
L 4   8 2 - 7 5 5 - 6 0 7 - 0 1  
L 5 , 6  
L 1 0 
L 1 1  
T C I   8 7 - 0 1 1 - 1 0 8 - 0 1  
C F  1  ,2   8 7 - 0 0 8 - 2 2 8 - 0 1 
C F 2   8 7 - 0  0 8 - 2 3 5 - 0 1  
C F 3   8 7 - 0 0 8 - 2 2  5 - 0 1  A M   c e r a m i c   f i l t e r   S 3 
I F T 1 
I F T 2  
S F R 1  
S F R 2   8 7 - 0 2 1   - 5 6 7 - 0 1  
P I N -1 
R 5 0 
C 1  9  
C 4  8   8 7 - 0 1  4 - 0 5 7 - 0 1 
<     R  E C  / P  B   C l  
P C B -B 
P C B -B 
I C I   , 2  
Ï C 3 . 4  
I C 5 , 9   8 7 - 0 2 7  - 5 3 9 - 0 1 
Q 1 , 2   8 9 - 3 2 2 - 4  0 5 - 0 1  
0 3  , 4  , 5  , 6  , 
7 , 8  , 1 7 ,  
1 8 , 1  9 , 2  0  , 
2 1 , 2  2 , 2  7  , 
2 8 , 2 9 , 3 0 ,  
3 1 , 3 2 , 3 3 ,  
3 4 , 3 5 , 3 6 ,  
3 7 , 3 8 , 4 2 ,  
4 4 
Q  3  9 , 4 0   8 9 - 3 1 8 - 1 5 5 - 0 1  
Q 4 1  
Q 4 3 
8 2  - 5 8  7 - 6 0  9 - 0 1  T u n e r    c i r c u i t   b o a r d  
8 2 - 5 8 7 - 6 2  6 - 0 1  
8 7  - 0 2 7 - 7 5 2 - 0  1  
8 7 - 0 2 7 - 7 3  4 - 0 1  
8 7  - 0 2 7 - 2 3 5 - 0  1  
8 7  - 0 2 7 - 4 3 0 - 1  1   IC ,   L A 3 3 6 1  
8 9  - 3 1 9 - 2 3 3 - 0  1  
8 9 - 3 0 3 - 8  0 3 - 0 1  
8 9 - 3 1 8 - 1  5 4 - 0 1  T r a n s i s t o r ,   2 S C 1 8 1 5    ( Y ) 
8 9  - 3 1 8 - 1 5 6 - 0 1  
8 9 - 1 1 0 - 1 5  4 - 0 1  
8 9 - 4 0 3 - 1 3  5 - 0 1  
8 7  - 0 2 7 - 7 5 3 - 0  1 
8 7 - 0 2 7 - 4 3  1 - 0 1  
8 7 - 0 0 3 - 0 5  1 - 0 1  
8 7 - 0 0 8 - 2  2 7 - 0 1  
8 2  - 5 8 7 - 6 0 9 - 0 1 
8 7  - 0 0 5 - 1 2 6 - 0  1  
8 7  - 0 0 3 - 0 4 5 - 0  1  
8 7  - 0 0 3 - 0 6 4 - 0  1 
8 7  - 0 0 8  - 2 2  6 - 0  1  A M    I   F T   S 4  
8 7  - 0 0 8  - 2 2  3 - 0  1  
8 7  - 0 2 1  - 5 6  6 - 0  1 
8 7 - 0 4 9 - 0 4  5 - 0 1  P i n ,   1 2 P 
8 7 - 0 2 5 - 3 1  7 - 0 1  4 7    Z l     J4 w   N o n f l a m m a b l e 
8 7  - 0 1 4 - 0 4 8 - 0  1 
F M   f r o n t    e n d  
1 C ,  5 3 5  A  C  
1 C ,  H  A  1 2  4  1 3  
IC ,  N J M 4 5 5 8 D 
T r a n s i s t o r ,   2 S C 1 9 2 3     (O )  
T r a n s i s t o r ,   2 S C 3 8 0    ( O ) 
T r a n s i s t o r ,   2 S C 1 8 1 5   ( B L )  
T r a n s i s t o r ,   2 S A  1  0 1 5    ( Y )  
T r a n s i s t o r ,   2 S D 3 1 3    ( E ) 
D i o d e ,   K  V  1 2 3 6 Z  
D i o d e ,   1 S  1  5  5 5 
Z e n e r   d i o  d  e ,   R D 6 . 2 E B  2   J 5 , 6 , 7 , 8  , S 3 3  
C h o k e   c o i l ,   4 7 0 / i H 
FM   c o i l  
A M    b a r   a n t e n n a   c o i l  
A M O  S C    c o i l  
C o i l ,    1 m H  
C h o k e   c o i l ,   2 2 m H C h o k e   c o i l ,   0 . 3  9  m H T r i m m e r ,   8 p F  
C e r a m i c    f i l t e r    S F E ,    1 0 . 7     M A 5 H 
C e r a m i c   f i l t e r   1 0 , 7  
( U , U C   m o d e l   o n l y ) 
A M    I F T  
S e m  i - f i x e d     r e s i s t o r ,   5 k S > B  
S e m i - f i x e d    r e s i s t o r ,    1 0 k H - B   S 7 , 8  , 1 5   8 7 - 0 3 1 - 6 1 9 - 0 1 
^    R  e s i s t o r    ^ 
• 
r e s i s t o r 
<    C a p a c i t o r s   > 
4 3 0 p F     PP  
1 0  0  0  p  F      PP 
R C  U  I T    B  O A R  D    S E  C T I O  N    > 
8 2  - 5 8 7 - 6 1  4 - 2 1  R E C / P B   c i r c u i t   b o a r d 
8 2  - 5 8 7 - 6 5 7 - 0  1 
8 7  - 0 2 7 - 5 4 0 - 0  1  
8 7  - 0 2 7 - 7 5 4 - 0  1 
8 9  - 3 1 8 - 1 5 4 - 0  1  T r a n s i s t o r ,   2 S  C  1  8 1 5    ( Y ) 
8 9 - 3 1 8 - 4 6 4 - 0 1  T r a n s i s t o r ,   2 S C 1 8 4 6   ( R )  
8 9  - 3 2 2 - 3 6 4 - 0  1 
( H , H G    m  o d e l   o n l y }  
R E C / P B   c i r c u i t   b o a r d  
( U , U C   m  o d e l    o  n l y  )  
IC,  A N  7  1  4  6  
I C ,   L M  1 1 1 1 C  
t C ,   L A 3 1 6 1 
T r a n s i s t o r ,   2 S C  2 2 4 0    ( G R ) 
T r a n s i s t o r ,    2  S  C  1 8 1 5    ( G R ) 
T r a n s i s t o r ,   2 S C  2 2 3 6    ( Y ) 
S y m  b o l    N  o . r 
Q 4 5 , 4 6    : r  
D 1 , 2  , 5 , 6 , 
^    7 , 8  3 / 1  0  , 
1 1 , 1  2  , 1 3 , 1 5 , 
1 7  
D 3 , 4   8 8 - 0 5 2 - 1 8 8 - 1 1  
D 1 4  
D 1  6 
LI   ,2  
L 3 , 4   8 2 - 4 8 7 - 6 5 4 - 0 1  
L 7 , 9 ( 1 3 , 1  4 )   8 7 - 0 0 3 - 0 3 9 - 0 1  
L8   8 2 - 4 0 1 - 6 6 1 - 0 1  
L 1 1 . 1  2 
CP 1 
LP F1 
J 1 , 2 , 3  , 4 , 
1 0  
J 5  , 6 , 7  , 8 
J 9  
V R 1 
V R 2 , 3   8 7 - 0 2 1 - 6 6 8 - 0 1 
V R 4  
V R 5   8 7 - 0 2  1 - 6  6 7 - 0 1  
S 1  
S 2 
S 5  
S 6 
S 3 1  
S F R 1 ,2  
S F  R 3 , 7 , 8  
S F R  4  
S F  R  5 , 6 
R 8 3 , 8 4  
R 1 5 3 , 1  5  4  , 
2 2 0 , 2  4  5 ,  
2 4  6 
R 1 6 4 
A  R  2  0 2 
^  R  1  6  2  ,  1  6 3  
A  R  1 7 2 
C 4 9 , 5  0 , 8 9  ,   8 7 - 0 1 4 - 0 5 3 - 0 1 
9 0  
C 1 7 , 1  8  
C 1 3 , 1 4 , 7 5 , 
7 6  
C 1 1 5 , 1 1 6  
C 1 0  7 , 1  0  8  , 
1 1 7 , 1 1 8 
C 7 7  , 7 8 
8 9  - 3 2 0 - 0 1 1 - 2  1  
8 7  - 0 2 7 - 0 9 7 - 0  1 
8 7 - 0  2 7 - 3 4 6 - 0 1  
8 7 - 0  2 7 - 1 9 9 - 0 1  
8 7 - 0  0 8 - 1 7 3 - 0 1 
8 7 - 0 0 3 - 0 5 1 - 0 1  
8 2 - 5  8 7 - 6 4 1 - 1 1  B ia s    O S C   u n i t  
8 7 - 0  3 0 - 0 7 0 - 0 1  
8 2 - 5  8 7 - 6 3 3 - 0 1 
8 2 - 5  8 7 - 6 3 2 - 0 1 
8 2 - 5  8 7 - 6 7 1 - 0 1 
8 7 - 0  4 9 - 0 4 3 - 0 1  
8 7 - 0 2 1 - 6 7 1 - 0 1 
8 7 - 0 2 1 - 6 6 9 - 0 1 
8 7 - 0 3 1 - 6 2 1 - 0 1  
8 2 - 5 8 8 - 6 2 2 - 1 1  
8 7 - 0 3 1 - 6 3 1 - 0 1   L e v e r   s w i t c h    ( T A P E   S E L E C T O R )  
8 7 - 0  3 1 - 6 2 0 - 0 1  
8 2 - 5  6 3 - 6 0 9 - 0 1  
8 7 - 0 3 1 - 6 2 2 - 0 1 
8 2 - 4 3 1 - 6 0 4 - 0 1  
8 7 - 0 2 1 - 5 6 4 - 0 1  
8 7 - 0 2 1 - 6 2 4 - 0 1  
8 7 - 0 2 1 - 5 1 4 - 0 1  S e m i - f i x e d   r e s i s t o r ,   2 0 0 k i i - B  
8 2 - 5 8 7 - 6 3 4 - 0 1  
8 2 - 5 8 8 - 6 3 4 - 0 1 
8 7 - 0 2 5 - 2 0 9 - 0 1  3 . 3  k f t     M e ta l   f i l m     r e s i s to r  
8 7  - 0 2 5 - 3 1 3 - 0 1 
8 7  - 0 2 5 - 3 1 6 - 0 1 
8 7 - 0 2 9 - 1 0 8 - 0 1  
8 7 - 0 2 9 - 0 9 0 - 0 1  
8 7  - 0 2 9 - 0 6 0 - 0 1  3 3 t o     % w    F u s e   r e s i s t o r 
8 7 - 0 1 4 - 0 5 5 - 0 1  
8 7 - 0 1 5 - 3 1 1 - 0 1 
8 7 - 0 1 5 - 3 6 7 - 0 1  
8 7 - 0 1 5 - 3 1 2 - 0 1 
8 7 - 0 1 5 - 3 1 3 - 0 1 
P a r t   N  o . 
'   ‘    D e s c r i p t i o n 
T r a n s i s t o r ,   2 S C 2 0 0 1    ( K ,L )  
D i o d e ,    1 S 1 5 5 5 
D i o d e ,   1 S 1 8 8    (F M )  
Z e n e r   d i o d e ,    H Z 1 1 A 2 L  
Z e n e r   d i o  d  e ,   0 5  Z - 1 5  U  
T r a p   c o i l ,   1 0 m H  
C o i l ,    1 0 m  H  
C h o k e   c  o  i l ,   36/ j l H  
C h o k e   c  o  i l ,    6 0  0  m H C h o k e   c  o  i l ,   4 7 0 j i H 
L o w - p a s s   f i l t e r  
J a c k   p l a t e   a s s ' y    ( P H O N O / L I N E    IN,  
M I C - L , R ,   P L A Y E R    S Y N C )  
J a c k   p l a t e   a s s ' y    ( L I N E   O U T , 
E X T   S P - L , R )    ( H , H G   m o d e l    o n l y }  
J a c k   p l a t e   a s s ' y 
{ L I N E   O U T ,   E X T   S P - L ,R  
I F C )    ( U , U C   m o d e l   o n l y  )  
J a c k ,   6 . 3 < i >   ( P H O N E S )  
V o l u m e ,   5 0 k i 2 - A  
( R E C   V O L U M E )  
V o l u m e ,   5 0 k f 2 - A  
( B A S S ,   T R E B L E )  
V o l u m  e ,    1 0 0 k i V  W    ( B A L A N C E )  
V o l u m e ,   2 0 k i 2 - A     ( V O L U M E )  
L e v e r   s w i t c h    ( F U N C T I O N )  
S l i d e   s w  i t c h    ( R E C / P B ) 
L e v e r   s w i t c h    ( R E C O R D )  
S l i d e   s w  i t c h    ( P H O N O / L I N E    IN )  
L e v e r   s w i t c h    ( M O D E )  
P u s h - s w i t c h    ( D O L B Y - N R ,  
P O W E R ,    D S L )  
S l i d e   s w  i t c h    (O S C )  
S e m i - f i x e d   r e s i s t o r ,    1 k i 2 - B  
S e m i - f i x e d   r e s i s t o r ,   5 0 k i 2 - B 
S e m i - f i x e d   r e s i s t o r ,    1 0 0 f t - B  
E a r th   t e r m i n a l 
<     R e s i s t o r s   > 
4 . 7  i 2     N  o n f l a m m a b l e 
1 0 0 i 2      1 /4 w    N o n f l a m m a b l e 
1   i 2     1 /4 w    F u s e   r e s i s t o r  
2 2 i 2     V  * w    F u s e    r e s i s t o r 
<    C a p a c i t o r s   >  
6 8 0  p  F      PP 
8 2 0  p  F      PP  
O . l j i F     1 0 V    A l u m i n u m     s o li d 
0 . 1  5 m F    1 0 V    A l u m i n u m   s o l i d 
0 . 2 2 / i F     1 0 V    A l u m i n u m     s o l i d 
0 . 3 3 / i E     1 0 V    A  l u m i n u m     s o l i d 
r e s i s t o r 
r e s i s t o r 
Page 30
S y  m  b  o l    N o . 
P a r t   N  o . 
^    C O N  T R  O L   C  I R  C  U  I T    B O  A  R  D   S E C  T I O  N    > 
PC B- C  
©  I  C  I  
< $ )   IC2  
< $    IC 3 
Q 1 , 2 , 3  , 4 
0  5 
D 1 , 2  , 3 , 4 , 
5 , 6  , 7 , 8 ,  
9 , 1  0 , 1  1  , 1 2 ,  
1 3 , 1  4  , 1 5 , 1 6 ,  
1 7 , 1  8  , 1 9  , 2 0 ,  
2 1 , 2  2  , 2 3  , 2 4 ,  
2 5  , 2 6 
D 2 7 , 2 9 
D 2  8 
D 3 0 
X1 
S 1  9  , 2 0  , 2 1  , 
2 2 , 2  3 , 2  4  ,  
2 5 , 2 6 , 2 7 ,  
2 8 , 2  9 , 3  0 
P L 1 ,2 
8 2 - 5 8  7 - 6 0  4 - 0 1 
8 7 - 0 2 7 - 7 4  9 - 0 1  
8 7  - 0 2 7 - 5 6 4 - 0  1 
8 7 - 0 2 7 - 7  5 1 - 0 1  
8 9  - 3 1  8 - 1 5  4 - 0 1  
8 9  - 5 0 0 - 3 0  3 - 0 1  
8 7  - 0 2 7 - 0 9  7 - 0 1 
8 7  - 0 2 7 - 7 1  6 - 0 1   L E D ,   G L - 9 P R 2 2 
8 7 - 0 2  7 - 7 5  8 - 0 1  
8 2 - 5 8  7 - 6 0  3 - 0 1  
8 7  - 0 3 0 - 0 8 3 - 0  1  
8 7  - 0 3 1 - 4 9 8 - 0  1 
8 2 - 5 8 7 - 6 0 5 - 0 1  P i l o t   la m p  
8 2  - 5 8  7 - 6 0  6 - 0 1 
C o n t r o l   c i r c u i t   b o a r d 
IC ,  m PD1  7 0 3 C  5 1  5 
IC ,  T  C  4 0 1 1 B  P  
IC,  M S M 5 8 2 9 G S 
T r a n s i s t o r ,   2 S C  1 8 1  5     ( Y ) 
F E T ,   2 S K 3 0    ( 0 )  
D i o d e ,   1 S  1  5  5 5 
( A U T O    O P E R A T E / F M    S T E R E O )  
L E D ,   G L - 9 P G 2 2    ( D O L B Y - N R ) 
L C D    ( F R E Q U E N  C Y   I N D I C A T O R )  
C r y s ta l   r e s o n a t o r  
P u s h - s w i t c h    ( T U N I N G ,   D O W N ,   U P ,  
M E M O R Y ,    1  , 2 , 3  , 4 , 5  , 6 ,    F M ,  A M ) 
E l e c t r i c   c o n  d u c t i o n   r u b b e r 
<   M S   C  I R  C  U  I T    B O  A  R D    S E C  T I O  N    > 
PC B -D    
P C B -D   
( $  >   IC6   
0 4 0  1  , 4  0  2 , 4  0 3 , 
4 0 4 . 4 0 5 . 4 1 1 ,    
4 1 2 , 4 1 3 , 4 1 4 ,   
4 1 5 , 4 1 6  
Q 4 0  6  
0 4 0  7  , 4  0  9  
Q 4 0  8 
D 4 0 1  
D 4 0 2  
D 4 0 3  
D 4 0 4 . 4  0  5  , 
4 0 6 , 4 0  7  ,  
4 0 8 , 4 0 9  , 
4 1 0 . 4 1 1  ,  
4 1 5 
D 4 1 2 , 4  1  3  , 
4 1 4   
D 4 1 6    
S 1 7 , 1 8    
S F R  4  0  1  , 4 0 2 
C 4 1 2 
C 4 0 7 
P C B- E 
I C 7 , 8  
0 4  7  , 4  8  , 4  9 ,   
5 0 , 5  1  , 5 2  ,   
7 3  , 7 4    
D 3 5 1    
L 1 0    
P I N - 4    
P I N - 2   
P I N - 3 
8 2  - 5 8 7 - 6 1  5 - 2 1  
8 2  - 5 8 7 - 6 5  9 - 0 1  
8 7 - 0 2  7 - 7 1  3 - 0 1  
8 9 - 3 2  7 - 8 5  4 - 0 1 
8 9  - 1 1 1 - 1 5  4 - 5 1  
8 9  - 3 1 3 - 8 3  4 - 0 1  
8 9  - 1 0 6 - 8 3  4 - 5 1  
8 7  - 0 2 7 - 7 5  6 - 0 1  
8 7 - 0 2 7 - 3 6 5 - 0 1  
8 7  - 0 2 7 - 3 3 2 - 0  1  
8 7  - 0 2 7 - 0 9 7 - 0  1 
8 7  - 0 2 7 - 7 1  6 - 0 1 
8 7  - 0 2 7 - 2 2  8 - 0 1  
8 7 - 0 3 1 - 4 9 6 - 0 1  
8 7 - 0 2 1 - 6 2 4 - 0 1 
8 7  - 0 1 5 - 3 1 8 - 0  1  
8 7 - 0 1 5 - 4 2 5 - 0 1 
8 2 - 5 8 7 - 6 1 7 - 2 1    
8 7  - 0 2 7 - 1 7  6 - 0 1    
8 9  - 3 1 8 - 1 5  4 - 0 1 
8 7  - 0 2 7 - 0 9 7 - 0  1 
8 2  - 5 8 7 - 6 1 0 - 0  1 
8 7  - 0 4 9 - 0 3 8 - 0  1 
8 2  - 4 8 1 - 6 4 7 - 0  1 
8 7 - 0 4 9 - 0 3 4 - 0 1 
M S   c i r c u i t    b o a r d    ( H ,H G   m o d e l    o n l y )    
M S   c i r c u i t    b o a r d    ( U , U C   m o d e l    o n l y )   
IC,  T C 9 1 3 8 P    
T r a n s i s t o r ,   2 S C 2 7 8 5    (E ) 
T r a n s i s t o r ,   2 S A  1  1  1 5    ( E , F )    
T r a n s i s t o r ,   2 S C  1  3 8 3   (S )    
T r a n s i s t o r ,   2 S A 6 8 3    {R S } 
L E D ,    S L - 1 1 6 0 L   ( M S   P R O G R A M )    
D i o d e ,   S 5 2 7 7 B    
Z e n e r   d i o d e ,   H Z 6 B 1   L    
D i o d e ,    1 S  1  5 5 5 
L E D ,    G L - 9 P R 2 2    {P E A K   0 ,    + 3 ,   + 7 ) 
Z e n e r   d  i o d  e ,   0 5  Z  - 7 . 5 U  
T a c t   s w i t c h    ( P R O G R A M ,   R E S E T )  
S e m i - f i x e d    r e s i s t o r ,   5 0  k f i - B 
<  Cap ac itor s  > 
O .l ju F     1 0 V    A l u m i n u m   s o l i d   
1 ^ F     2 5 V     A l u m i n u m   s o l i d 
D S L   c i r c u i t   b o a r d 
I C ,  T A  - 7 1 3 7 P   S t e r e o   t y p  e  
T r a n s i s t o r ,   2 S  C  1 8 1 5   ( Y ) 
D i o d e ,   1 S 1 5  5  5   
C o i l ,    D C -D C   
P i n ,   3 P   
P i n ,   4 P   
P i n ,   4 P 
D e s c r i p t i o n 
S y  m  b o l    N o .   P a r t    N  o  . 
<    C a p a c i t o r s   >  
C 3 6 1 , 3 6 2   8 7 - 0  1 5 - 3  1 1 - 0  1  
C 3 5 9 , 3 6 0   8 7 - 0 1 5 - 3  1 3 - 0  1 
0 . 1 p F     1 0 V    A l u m i n u m     s o l i d 
0 .3 3 j u F    1 0  V     A l u m i n u m   s o l i d 
<   R  E C    A  M P   C  I R  C  U I T    B  O A R  D    S E C  T  I O  N    > 
P C B - F  
0 2 3  , 2  4  , 2  5 , 
2 6  
L 5 , 6   8 7  - 0 0 5  - 0 8 8 - 0 1  
S F R 9 , 1 0   8 7 - 0 2 1  - 6 7 2  - 0 1 
C 8 1 , 8 2   8 7 - 0 1  5 - 3 1  1 - 0 1 
8 2 - 5 8 8 - 6 1  7 - 1 1  
8 9 - 3 1 8 - 1 5  4 - 0 1 
R E C   a m p   c i r c u i t   b o a r d 
T r a n s i s t o r ,   2 S C 1 8 1  5    ( Y ) 
M i c r o   i n d u c t o r ,   5 . 6 m   H  
S e m i - f i x e d   r e s i s t o r ,   5 0 k f i - B 
<   C a p a c i t o r    > 
0 . 1 / i F      1 0 V     A l u m i n u m    s o l i d 
<   M O  N  I T  O R    C  I R  C  U  I T    B  O A R  D    S E C T  I O  N    > 
P C B- G  
0 9  , 1  0  
0 1  1  , 1  2  , 1  3  , 
1 4 , 1 5 , 1 6  
P I N 
8 2  - 5 8 8 - 6 3 3 - 1  1  
8 9  - 3 2 2 - 4 0 5 - 0  1  
8 9  - 3 1  8 - 1 5  4 - 0 1 
8 7  - 0 3 2  - 6 3  4 - 0  1 
M o n i t o r   c i r c u i t    b o a r d  
T r a n s i s t o r ,   2 S  C  2  2 4 0    ( G R )  
T r a n s i s t o r ,   2 S  C  1 8  1 5    ( Y ) 
P i n ,   4 P 
^    R  E C    M  U  T E    C  I R  C  U  I T    B O  A  R D    S E C  T I O  N    > 
PC B- H  
0 7  2   8 9 - 1 1 0  - 1 5 4 - 0 1  
D1  
S 9   8 2  - 5 8 7 - 6 4 2 - 0  1 
PCB -I  
D1 
8 2  - 5 8 7 - 6 4 2 - 2  1 
8 7  - 0 2 7 - 0 9 7 - 0  1 
8 2  - 5 8  7 - 6 1  9 - 2 1  
8 7  - 0 2  7 - 7 3  1 - 0 1 
R E C   m u t e   c i r c u i t   b o a r d  
T r a n s i s t o r ,   2 S A  1  0  1  5     ( Y ) 
D i o d e ,    1 S 1 5 5 5  
P u s h - s w i t c h    ( R E C   M U T E ) 
L E D    c i r c u i t   b o a r d   
L E D ,   S R - 5 3 5 D    ( R E C O R D ) 
;   L I G  H  T    S W  I T  C H     C  I R  C  U  I T    B O  A  R D    S E C T  I O  N    > 
PCB-J  
S 3  2 
<    P O  W  E R 
A    PC B- K 
/ K    PC B-K   
D 5 0 1 
A  . J 1 1 . 1 2 
A S 1 6  
A  F 1 
A  «  
A  ? 2 
A  F 2 
A 
R 5 0 1 
8 2  - 5 8 7 - 6 4 8 - 2  1  
8 6  - 9 9 2 - 6 0 4 - 0  1 
C  I R  C  U  I T    B  O  A R  D 
8 2  - 5 5 1  - 6 7  2 - 2  1 
8 2  - 5 8 7  - 6 7  0 - 0  1 
8 7  - 0 2 7 - 6 0 9 - 0  1    
8 7 - 0 3 2 - 9 2  9 - 0 1    
8 7 - 0 3 1   - 4 6 6 - 0 1 
8 7  - 0 3 5  - 1 9  2 - 0  1  
8 7  - 0 9 8  - 0 2  2 - 0  1 
8 7  - 0 3 5 - 3 0 2 - 0  1  
8 7  - 0 9 8 - 0 4 5 - 0  1  
8 7  - 0 3 5 - 2 1 9 - 0  1 
8 7  - 0 9 8 - 0 1  3 - 0 1 
8 7 - 0 3 5 - 2 9  3 - 0 1  
8 7  - 0 9 8 - 0 3 6 - 0  1 
8 7  - 0 3  3 - 1 4  7 - 0 1 
8 7  - 0 2 5 - 1 9  4 - 0 1 
L ig h t   s w i t c h   c i r c u i t   b o a r d    
P u s h - s w i t c h    ( L I G H T ) 
S E C  T I O  N   > 
P o w e r   c i r c u i t    b o a r d   
( H , H U   m o d e l   o n l y )  
P o w e r   c i r c u i t    b o a r d    
( U ,U C ;  m o d e l    o n l y )  
E n c a p s u l a t e d   d i o d e   
A C - D C   ja c k    
S l i d e   s w i t c h 
( V O L T A G E   S E L E C T O R )  
F u s e ,    "  T " 4 A    ( H ,H G    m  o d e l    o n l y )    
F u s e   l a b e l ,    " T "   4 A    
( H ,H G    m  o d e l    o n l y )  
F u s e ,   3  . 1 5 A     ( U , U C   m o d e l    o n l y )  
F u s e   l a b e l ,   3  . 1  5 A    ( U , U C   m o d e l    o n l y )    
F u s e ,   " T "   5 0  0 m  A    
{ H ,H G   m o d e l    o n l y  ) 
F u s e   l a b e l ,   " T "   5 0 0 m A    
( H ,H G    m  o d e l    o n l y )  
F u s e , 4 0 0 m  A    ( U , U C   m o d e l   o n l y )    
F u s e    la b e ,   4 0 0 m  A     
( U , U C   m o d e l   o n J y ) 
F u s e   c l a m p 
<   Resistor  > 
2 2  0  i 2     2 w     M e ta l  f i l m     r e s i s t o r 
M  I S  C  E L  L A  N  E  O  U  S    > 
&  T 1 
A  T 1 
R PH 
8 2  - 5 8  7 - 6 5  0 - 0 1 
8 2  - 5 8 7 - 6 4  9 - 0 1 
8 7  - 0 4 6 - 1 5 9 - 0  1 
P o w e r   t r a n s f o r m  e r   
( H ,H G    m o d e l    o n l y )   
P o w e r   t r a n s f o r m  e r    
( U , U C   m o d e l    o n l y )    
R E C / P B    h e a d 
D e s c r i p t i o n 
S y m b o l   N o . 
EH  
S O L I  
S P  1 , 2  
S P 3 , 4  
S P 5 
S P 5 
L M 1 . 2  
E C M 1 ,2  
M 1 
S 1  0  . 1 4 
S 1 1  
S 1  2  
S 1 3  
S 1  6 
C O N - 4 
C O  N  - 3  
C O N - 2  
C ON -1 
C 1 , 2 
y  t \    S a f e t y   c o m  
T h i s    s y m b o l    is   g ive r    
t o    m a in t a in    t h  e     safe    
m a d e    t o    c o n  f o r m     
T h e r e f o r e ,    w h e n    r t    
s y m b o l ,    m a k e    a b s o    
s i g n a l e d   p a r t . 
8 7 - 
8 2 -  
8 2 -  
8 2 -  
8 2 -  
8 7  - 
8 2 - ’ 
p o m 
C - M O S   I C   h a n d l i n 
T h e    C -M OS    IC' s   c o    
d a m a g e    b y    s t a t i c    e    
re g a rd   t o   f o l l o w i n g    a 
1 .    N e e d    t o    b e    p  u t    c   
b o x    a n d    t o     b e    v   
t i o n   a n d   d e  p o s i t . 
2 .    T o     u se    s o l d e r    i t    
p o w e r    c o n s u m p i   
m o r e   t h a n    1 0   s e c 
3 .    D o    n o t    p e r f o r m    
R e f e r   t o   t h  e   circi. 
4 .    T h e    IC s   o n    t h e    
an   C -M O S    IC   syr r 
8 7  
8 2  
8 2  
8 2  
8 2 
8 2 
8 2  
8 7  
8 7  
8 7 -  
8 7  
8 7 -  
8 7 - 
Page 31
L I S T 
D e s c r i p t i o n 
; t  i o  n  > 
¡ r   c i r c u i t   b o a r d 
r o n t   e n d 
3 5 A C  
1 A 1 2 4 1 3  
I J M 4 5 5 8 D  
. A 3 3 6 1  
s i s t o  r ,   2 S C 1 9  2 3     ( 0  )  
s i s t o r ,   2  S  C  3  8  0    (  0  )  
s i s t o  r ,   2 S C 1 8 1 5     ( Y ) 
s i s t o  r ,   2 S C 1 8 1 5     ( B L )   C PI  
s i s t o r ,   2 S A  1  0  1  5     ( Y )  
s i s t o r ,   2  S  D  3 1  3     ( E ) 
e ,    K  V 1 2 3 6 Z 
e ,    1  S  1  5 5 5   J 5  , 6 , 7 , 8 
r   d i o d e ,   R  D  6 . 2 E B 2  
c e   c o  i l ,   4 7 0 j u H  
:oil  
j a r   a n t e n n a   c o i l  
D SC   c o i l 
1 m H  
c e   c o  i l ,   2 2 / i H  
c e   c o  i l ,   0  . 3 9  m H 
m e r ,   8 p F 
■ n i c   f i l t e r   S F E ,   1 0 . 7    M A 5 H  
m i c    f i l t e r   1 0 , 7   
C   m  o d e l    o n l y ) 
: e r a m i c   f i l t e r  
¡ F T 
F T 
- f i x e d   r e s i s t o r ,   5  k  i i - B 
- f i x e d   r e s i s t o r ,   1 0 k i 2 - B 
1 2 P  
i s i s t o r   > 
1 A w    N o n f l a m  m  a b l e 
r e s i s t o r 
p a c i t o r s   > 
■ F     PP  
'pF    P P 
; t  i  o  n  > 
/ P B   c i r c u i t   b o a r d 
G   m  o d e l   o n l y )  
/ P B   c i r c u i t   b o a r d  
C  m  o d e l    o n l y  )  
. N 7 1 4 6 
M 1 1 1 1 C 
A 3  1 6 1  
¡ i s t o r ,   2 S C 2 2 4 0    ( G R )  
i i s t o r ,   2  S  C  1  8  1 5   ( Y  ) 
¡ i s t o r ,   2 S C  1  8 1 5    ( G R ) 
¡ i s t o r ,   2 S C  1  8 4 6    ( R ) 
i i s t o r ,   2 S  C  2  2 3 6    ( Y ) 
S y m  b  o l    N  o  . F   P a r t  N  o . 
0 4  5  , 4  6    i r 
D 1 , 2 , 5  , 6 , 
i     7 , 8  , 9 , 1  0  , 
1 1 , 1  2  , 1 3 , 1  5  , 
1 7  
D 3 , 4   8 8 - 0 5 2 - 1 8 8 - 1 1  
D 1 4  
D 1 6 
L 1 , 2  
L 3 , 4  
L 7 , 9 ( 1 3 , 1 4 )  
L8  
L 1 1 , 1 2 
LPF1 
J 1  , 2 , 3  , 4 , 
1 0 
J 5  , 6 , 7 , 8  , S 3 3 
J 9  
V R 1 
V R  2 , 3 
V R 4  
V R 5  
S 1  
S 2   8 2 - 5 8 8 - 6 2 2 - 1 1  
S 3   8 7 - 0 3 1 - 6 3 1 - 0 1  
S 4   8 7 - 0 3 1 - 6 2 0 - 0 1  
S 5  
S 6  
S 7 , 8  , 1 5 
S 3 1 
S F  R  1 . 2 
S F R 3 , 7 , 8 
S F R 4 
S F  R  5 , 6 
R 8 3 , 8 4   8 7 - 0 2 5  - 2 0  9 - 0 1 
R 1 5  3  , 1 5 4 ,   8 7  - 0 2 5 - 3 1  3 - 0  1 
2 2 0 , 2  4  5  ,  
2 4 6 
R 1 6 4 
A  R 2  0  2 
/ t  \ R  1  6  2  , 1  6  3   8 7 - 0 2 9 - 0 9 0  - 0 1  
^  R  1  7  2 
C 4 9 , 5 0 , 8 9 , 
9 0  
C 1 7 , 1 8  
C 1 3 , 1 4 , 7 5 , 
7 6  
C 1 1 5 , 1 1  6   8  7 - 0 1 5 - 3 6 7 - 0 1  
C 1 0  7  , 1 0 8 , 
1 1  7  , 1 1 8  
C 7 7 , 7 8 
D e s c r i p t i o n 
8 9 - 3  2 0 - 0 1 1 - 2 1  
8 7 - 0  2 7 - 0 9 7 - 0 1 
8 7 - 0 2 7 - 3 4 6 - 0 1  
8 7 - 0 2 7 - 1 9 9 - 0 1  
8 7 - 0 0 8 - 1 7 3 - 0 1  
8 2 - 4 8 7 - 6 5 4 - 0 1  C o i l ,   1 0 m  H  
8 7 - 0 0 3 - 0 3 9 - 0 1  
8 2 - 4 0 1 - 6 6 1 - 0 1  
8 7 - 0 0 3 - 0 5 1   -0 1  
8 2  - 5 8 7 - 6 4 1 - 1  1  B ia s   O S C   u n i t  
8 7  - 0 3 0 - 0 7 0 - 0  1  
8 2 - 5 8 7 - 6 3 3 - 0 1 
8 2  - 5 8 7 - 6 3 2 - 0 1 
8 2 - 5 8 7 - 6 7 1 - 0 1 
8 7 - 0 4 9 - 0 4 3 - 0 1  J a c k ,   6  . 3 0     ( P H O N E S )  
8 7 - 0 2 1 - 6 7 1 - 0 1 
8 7 - 0 2 1 - 6 6 8 - 0 1 
8 7 - 0 2 1 - 6 6 9 - 0 1  
8 7 - 0 2 1 - 6 6 7 - 0 1  
8 7 - 0 3 1 - 6 2 1 - 0 1 
8 2 - 5 6 3 - 6 0 9 - 0 1  
8 7 - 0 3 1 - 6 2 2 - 0 1  
8 7 - 0 3 1 - 6 1 9 - 0 1 
8 2 - 4  3 1 - 6 0 4 - 0 1  
8 7  - 0 2 1 - 5 6 4 - 0  1  
8 7 - 0  2 1 - 6 2 4 - 0 1  
8 7 - 0  2 1 - 5 1 4 - 0 1  
8 2  - 5 8 7 - 6 3 4 - 0  1  
8 2  - 5 8 8 - 6 3 4 - 0  1  E ar t h   t e r m i n a l 
8 7 - 0 2 5 - 3 1 6 - 0 1 
8 7 - 0 2 9 - 1 0 8 - 0 1 
8 7  - 0 2 9 - 0 6 0 - 0  1 
8 7  - 0 1 4 - 0 5 3 - 0  1 
8 7  - 0 1 4 - 0 5 5 - 0  1  
8 7  - 0 1 5 - 3 1 1 - 0  1 
8 7  - 0 1 5 - 3 1 2 - 0  1 
8 7  - 0 1 5 - 3 1 3 - 0  1  0 . 3 3 / i F    1 0 V     A l u m i n u m     s o l i d 
T r a n s i s t o r ,   2 S C 2 0  0 1    ( K , L )  
D i o d e ,   1 S 1 5 5 5 
D i o d e ,   1 S 1 8 8    ( F M )  
Z e n e r   d i o d e ,    H Z  1 1 A 2 L  
Z e n e r   d  i o d e ,   0  5 Z - 1 5 U  
T r a p    c  o  i l ,   1 0 m  H 
C h o k e    c  o  i l ,   3  6 / i H  
C h o k e   c  o  i l ,    6 0 0 j u H  
C h o k e   c o i l ,   4  7  0  m H 
L o w - p a s s   f i l t e r 
J a c k   p l a t e   a s s ' y    ( P H O N O / L I N E    IN , 
M I C - L , R ,   P L  A Y E R     S Y N C ) 
J a c k   p l a t e   a s s ' y    ( L I N E   O  U T ,   
E X T   S P - L , R )    ( H , H G   m o d e l    o n l y ) 
J a c k   p l a t e   a s s ' y 
( L I N E    O U T ,   E X T    S P - L , R  
IF C )    ( U , U C    m o d e l    o n l y ) 
V o l u m e ,   5 0  k i 2 - A  
( R E C   V O L U M E )  
V o l u m e ,   5 0  k i 2 - A  
( B A S S  ,   T R E B L E )  
V o l u m e ,   1 0 0 k n - W     ( B A L A N C E )  
V o l u m e ,   2 0  k  i 2 - A     ( V O L U M E )  
L e v e r   s w i t c h    ( F U N C T I O N )  
S l i d e   s w i t c h     ( R E C / P B )  
L ev e r   s w i t c h    ( T A P E    S E L E C T O R )  
L ev e r  s w i t c h    ( R E C O R D ) 
S l i d e   s w  i t c h    ( P H O N O / L I N E    IN) 
L ev e r  s w i t c h    ( M O D E )  
P u s h - s w i t c h    ( D O L B Y - N R ,  
P O W  E R ,    D S L )  
S l i d e   s w i t c h     ( O S C )  
S e m i - f i x e d   r e s i s t o r ,   1   k f i - B  
S e m i - f i x e d   r e s i s t o r ,   5 0 k f t - B  
S e m i - f i x e d   r e s i s t o r ,    2  0  0  k  i i - B  
S e m i - f i x e d   r e s i s t o r ,   1 0 0 S 7 - B 
<     R e s i s t o r s   > 
3 . 3 k i 2     M e ta l   f i l m    r e s i s t o r 
4 . 7  D  .     N o n f l a m m a b l e 
1 0 0 i 2     % w   N o n f l a m m a b l e 
m      % w   F u s e    r e s i s t o r 
2 2 €  l     V a \ n     F u s e    r e s i s t o r 
3 3  i 2     % w   F u s e    r e s i s t o r  
<    C a p a c i t o r s   > 
6 8  0  p  F      PP 
8 2 0  p  F      PP  
O .l j u F     1 0 V    A l u m  i n u m   s o l i d 
0 . 1  5  m F    1 0 V     A l u m i n u m    s o l i d 
0 . 2  2 m F    1 0 V     A l u m i n u m   s o l i d 
r e s i s t o r 
r e s i s t o r 
S y m b o l   N o . 
PC B- C   
©     IC I  
< $ I C 2    
( $ >    IC 3   
0 1 , 2 , 3  , 4     
Q 5  
D 1 , 2 , 3  , 4 , 
5 , 6 , 7 , 8 ,    
9 , 1  0 , 1  1  , 1  2  ,   
1 3 , 1  4  , 1 5 , 1 6 ,    
1 7 , 1  8  , 1 9 , 2 0 , 
2 1 . 2 2 . 2  3 . 2  4  ,    
2 5 , 2 6 
D 2 7  , 2 9 
D 2 8  
D 3 0  
X1  
S 1  9  , 2 0 , 2  1 , 
2 2 . 2  3  . 2 4 ,    
2 5 , 2  6  , 2 7 ,    
2 8 , 2 9  , 3 0 
PL 1, 2 
P a r t   N  o . 
8 2  - 5 8 7 - 6 0  4 - 0 1  
8 7  - 0 2  7 - 7 4  9 - 0 1  
8 7  - 0 2 7 - 5 6  4 - 0 1  
8 7  - 0 2 7 - 7 5  1 - 0 1  
8 9  - 3 1 8 - 1 5  4 - 0 1  
8 9  - 5 0 0 - 3 0  3 - 0 1  
8 7  - 0 2 7 - 0 9  7 - 0 1 
8 7  - 0 2 7 - 7 1  6 - 0 1 
8 7  - 0 2 7 - 7 5  8 - 0 1  
8 2  - 5 8  7 - 6 0  3 - 0 1  
8 7  - 0 3 0 - 0 8 3 - 0  1  
8 7  - 0 3 1 - 4 9 8 - 0  1 
8 2  - 5 8 7 - 6 0 5 - 0  1  
8 2  - 5 8 7 - 6 0 6 - 0  1 
C o n t r o l   c i r c u i t   b o a r d    
IC ,  M P D 1 7 0 3 C  5 1 5    
IC,  T C 4 0 1 1 B P     
IC,  M S M  5 8 2 9 G S    
T r a n s i s t o r ,    2  S  C  1 8 1 5   ( Y )    
F E T  , 2 S K  3  0     (O )  
D i o d e ,   1 S 1 5 5 5 
L E D ,   G L  - 9 P R 2 2  
( A U T O    O P E R A T E / F M   S T E R E O )    
L E D ,   G L - 9 P G 2 2    ( D O  L B Y - N R )  
L C D   ( F R E Q  U E N C Y     I N D I C A T O R )    
C r y s t a l   r e s o n a t o r  
P u s h - s w i t c h    ( T U N I N G ,    D O W  N ,    U P ,    
M E M O R Y ,   1 , 2  , 3 , 4 , 5  , 6 ,    F M ,   A M ) 
P i l o t   l a m p  
E l e c t r i c   c o  n d u c t i o n    r u b b e r 
<   M  S   C  I R  C  U I T    B  O  A R D    S E  C  T I O  N    > 
PC B -D  
PC B -D 
C £ IC 6 
0 4  0  1 , 4  0 2 , 4 0  3  , 
4 0 4  . 4 0  5  . 4  1  1  ,    
4 1 2 , 4 1 3  , 4 1  4  ,   
4 1 5 , 4  1 6  
Q 4 0 6  
0 4 0  7  , 4  0  9  
Q 4 0 8  
D 4 0 1  
D 4 0 2  
D 4 0 3  
D 4  0  4  , 4 0 5 , 
4 0 6 , 4 0 7  , 
4 0 8 , 4  0 9 , 
4 1 0 . 4 1 1  , 
4 1 5  
D  4  ! 2  , 4 1 3  , 
4 1 4    
D 4 1 6    
S 1 7 , 1 8    
S F R  4  0  1  , 4 0 2 
C 4 1 2  
C 4 0 7 
P C B- E 
I C 7 , 8 
0 4  7  , 4  8  , 4  9  , 
5 0 , 5  1  , 5 2 ,  
7 3  , 7 4 
D 3 5 1 
L 1 0  
P I N - 4  
P I N - 2  
P I N - 3 
8 2  - 5 8 7  - 6 1  5 - 2  1  
8 2  - 5 8 7 - 6 5 9 - 0  1  
8 7 - 0 2 7 - 7 1  3 - 0 1  
8 9 - 3 2 7 - 8 5  4 - 0 1 
8 9  - 1 1  1   - 1 5 4 - 5 1  
8 9 - 3 1 3 - 8 3  4 - 0 1  
3 9 - 1 0 6 - 8 3  4 - 5 1  
8 7 - 0 2 7 - 7  5 6 - 0 1  
8 7  - 0 2 7 - 3 6 5 - 0 1  
8 7 - 0 2 7 - 3  3 2 - 0 1  
8 7  - 0 2 7 - 0 9 7 - 0 1 
8 7  - 0 2 7 - 7 1 6 - 0 1 
8 7 - 0 2 7 - 2  2 8 - 0 1  
8 7 - 0 3 1 - 4  9 6 - 0 1  
8 7  - 0 2 1 - 6 2 4 - 0 1 
8 7  - 0 1 5 - 3 1 8 - 0 1  
8 7  - 0 1 5 - 4 2 5 - 0 1 
8 2 - 5 8 7 - 6 1  7 - 2 1     
8 7  - 0 2 7 - 1 7 6 - 0  1    
8 9 - 3 1 8 - 1 5  4 - 0 1 
8 7  - 0 2 7 - 0 9 7 - 0  1  
8 2  - 5 8 7 - 6 1 0 - 0  1  
8 7  - 0 4 9 - 0 3 8 - 0  1  
8 2  - 4 8 1 - 6 4 7 - 0  1  
8 7  - 0 4 9 - 0 3 4 - 0  1 
M S   c i r c u i t   b o a r d    ( H , H G    m  o d e l   o n l y )    
M S   c i r c u i t   b o a r d    ( U , U  C   m o d e l    o n l y )   
1 C ,   T C  9 1 3 8 P   
T r a n s i s t o r ,   2 S  C  2  7 8 5    ( E ) 
T r a n s i s t o r ,   2 S  A  1 1 1 5    ( E , F )    
T r a n s i s t o r ,   2 S C 1 3 8 3    (S )    
T r a n s i s t o r ,   2 S A 6 8 3    ( R  S ) 
L E D ,   S L - 1 1 6 0 L    ( M S   P R O G R A M )    
D i o d e ,   S 5 2 7 7 B    
Z e n e r   d  i o d e ,    H Z 6 B 1   L   
D i o d e ,   1 S 1 5 5 5 
L E D ,   G L  - 9 P  R 2 2    ( P E A K   0 ,   +  3 ,   + 7 ) 
Z e n e r   d i o  d  e ,   0 5  Z  - 7 . 5 U  
T a c t   s w i t c h    ( P R O G R A M ,    R E S E T )  
S e m i - f i x e d   r e s i s t o r ,   5 0  k  f i - B 
<    C a p a c i t o r s   > 
O .l j u F     1 0 V    A l u m i n u m     s o l i d   
1 j i F     2 5 V    A  l u m  i n u m   s o l i d 
D S L   c i r c u i t   b o a r d    
IC ,  T A  - 7 1  3 7 P   S t e r e o   t y p e   
T r a n s i s t o r ,   2 S C 1 8  1  5     ( Y ) 
D i o d e ,    1 S  1 5  5  5    
C o i l ,   D C - D C    
P i n ,   3 P    
P i n ,   4 P    
P i n ,   4 P 
D e s c r i p t i o n 
S y  m  b  o l    N o .   P a r t   N  o . 
0 3 6  1  , 3  6  2  
C  3  5 9 3 6  0 
8 7  - 0 1 5 - 3 1 1 - 0  1  
8 7  - 0 1 5 - 3 1 3 - 0  1 
<    C a p a c i t o r s   > 
0 . 1  m F     1 0 V     A l u m i n u m    s o l i d 
0 . 3 3 / i F    1 0 V    A l u m  i n u m   s o l i d 
D e s c r i p t i o n 
R E  C    A M P    C  I R  C  U  I T    B O  A  R D   S E C T  I O N   > 
P C B - F     8 2 - 5 8 8 - 6 1 7 - 1  
Q  2  3  , 2 4 , 2 5 ,     8 9 - 3 1 8 - 1 5 4  - 0 1   
2 6  
L 5 , 6     8 7 - 0 0 5 - 0  8 8 - 0 1  
S F R  9  , 1 0     8  7 - 0 2 1 - 6  7 2 - 0 1 
C 8 1  , 8 2     8 7 - 0 1  5 - 3  1 1 - 0 1 
PC B- G  
Q 9 , 1 0  
0 1 1  , 1  2  , 1  3 , 
1 4 , 1 5  , 1 6  
P I N 
8 2 - 5  8 8 - 6 3 3 - 1 1    
8 9 - 3  2 2 - 4 0 5 - 0 1    
8 9 - 3  1 8 - 1 5 4 - 0 1 
8 7 - 0 3 2 - 6 3 4 - 0 1 
R E C   a m p   c i r c u i t   b o a r d    
T r a n s i s t o r ,    2 S C  1  8  1  5    < Y ) 
M i c r o   i n d u c t o r ,   5 . 6 m H    
S e m i - f i x e d   r e s i s t o r ,    5 0 k i 2 - B 
<   C a p a c i t o r    > 
0 . 1 m F     1 0 V    A l u m  i n u m   s o l i d 
M o n i t o r   c i r c u i t   b o a r d    
T r a n s i s t o r ,    2 S C 2 2 4 0    ( G R Ï    
T r a n s i s t o r ,    2 S C 1 8 1 5    ( Y ) 
P i n ,   4 P 
^    R  E C    M  U  T E   C  I R  C  U  I T    B O  A  R D    S E C T  I O  N    > 
PC B- H  
0 7  2  
D 1  
S 9 
PCB -I  
D 1 
8 2 - 5 8 7 - 6 4 2 - 2 1  
8 9 - 1 1 0 - 1 5 4 - 0 1  
8 7 - 0 2 7 - 0 9 7 - 0 1  
8 2 - 5 8 7 - 6 4 2 - 0 1 
8 2 - 5 8 7 - 6 1 9 - 2 1  
8 7 - 0 2 7 - 7 3 1 - 0 1 
R E C   m u t e   c i r c u i t   b o a r d    
T r a n s i s t o r ,    2  S  A 1 0 1 5    ( Y )    
D i o d e ,    1 S 1 5 5 5    
P u s h - s w i t c h    ( R E C   M U T E ) 
LE D   c i r c u i t   b o a r d   
L E D ,    S R - 5 3 5 D     ( R E C O R D ) 
<   L  I G  H  T    S W  I T C  H   C  I R  C  U  I T    B  O A R D   S E C  T I O  N    > 
PC B- J    8 2 - 5 8 7 - 6 4 8 - 2 1    L ig h t   s w i t c h    c i r c u i t   b o a r d  
S 3  2      8 6 - 9  9 2 - 6 0 4 - 0 1    P u s h - s w i t c h    ( L I G H T ) 
<   P  O W  E R 
A    PC B- K 
A   PC B- K   
D 5 0 1 
A  J  1 1  . 1 2 
A  s  i 6 A  F 1 
A  F 1 
A  f  2 
A  F2 
A 
R 5 0 1 
A  T  1 
R PH 
C  I R  C  U  I T    B O  A  R D 
8 2 - 5 5 1 - 6 7 2 - 2 1 
8 2  - 5 8 7 - 6 7 0 - 0  1 
8 7 - 0 2 7 - 6 0 9 - 0 1  
8 7  - 0 3 2 - 9 2 9 - 0  1  
8 7 - 0 3 1 - 4 6 6 - 0 1 
8 7 - 0 3 5 - 1 9 2 - 0 1  
8 7 - 0 9 8 - 0 2 2 - 0 1 
8 7  - 0 3 5 - 3 0 2 - 0  1  
8 7  - 0 9 8 - 0 4 5 - 0  1  
8 7  - 0 3 5 - 2 1 9 - 0  1 
8 7 - 0  9 8 - 0 1 3 - 0 1 
8 7 - 0  3 5 - 2 9 3 - 0 1  
8 7 - 0  9 8 - 0 3 6 - 0 1 
8 7 - 0 3 3 - 1 4 7 - 0 1 
8 7  - 0 2 5 - 1 9 4 - 0  1 
8 2  - 5 8 7 - 6 4 9 - 0 1 
8 7  - 0 4 6 - 1 5 9 - 0 1 
S E C  T I O  N   > 
P o w e r   c i r c u i t    b o a r d   
( H , H U   m  o d e l    o n  l y )  
P o w e r   c i r c u i t    b o a r d    
( U , U C   m o d e l   o n l y )  
E n c a p s u l a t e d   d  i o d e    
A C - D C   j a c k   
S l i d e   s w i t c h  
( V O L T A G E   S E L E C T O R )  
F u s e ,    "  T  " 4 A    ( H , H G    m o d e l    o n  l y )    
F u s e   l a b e l ,   " T "   4  A     
( H , H G   m o d e l   o n l y )  
F u s e ,   3  . 1 5 A    ( U , U C   m  o d e l    o n l y )  
F u s e   l a b e l ,   3 . 1 5 A    ( U , U C   m o d e l    o n l y )    
F u s e ,   " T "   5 0 0 m  A     
( H ,H G   m o d e l   o n l y )  
F u s e   l a b e l ,    " T "   5 0  0 m  A     
( H ,H G   m o d e l   o n l y )  
F u s e ,   4 0  0 m  A    ( U , U C    m o d e l    o n l y )    
F u s e   la b e ,   4 0  0  m  A    
( U , U C   m o d e l    o  n  l y )  
F u s e   c l a m p 
<     R e s i s t o r   >  
2 2 0 f t     2 w 
P o w e r   t r a n s f o r m e r    
( H ,H G   m o d e l    o n l y )    
P o w e r   t r a n s f o r m  e r    
( U , U C   m o d e l    o n l y )    
R E C / P B    h e a d 
M e ta l  f i l m    r e s i s t o r 
S y m  b  o l    N  o  .   P a r t   N  o . 
EH  
S O L 1 
S P  1 , 2   .   8 2 - 5 8 7 - 6 4 4  - 1 1  
S P 3 , 4  
S P 5 
S P 5 
L M 1 ,2  
E C M 1 , 2 
M l  
S 1 0  . 1 4  
S 1 1  
S 1 2  
S 1 3 
S 1 6 
C O N - 4  
C O N - 3  
C O N - 2  
C O N -1 
C 1 , 2  
/  f  \    S a f e t y    c o m p o n  e n t    s y m b o l 
T h i s    s y m b o l    i s   g i v e n    t o    i m p o r t a n t    p a r t s    w h i c h    s e r v e    
t o    m a i n t a i n    t h e    s a f e t y    o f    t h e    p r o d u c t ,    a n d    w h i c h    a r e    
m a d e    t o     c o n  f o r m     t o    s p e c i a l    s a f e t y    s p e c i f i c a t i o  n s .    
T h e r e f o r e ,    w h e n    r e p l a c i n g    a    c o m  p o n e n  t    w i t h    t h i s    
s y m b o l ,    m a k e    a b s o l u  t e l y    s u r e    t h a t    y o u    u s e    a    d e   
s i g n a t e d   p a r t . 
8 7  - 0 4 6 - 1 8 9 - 0 1  
8 2  - 5 8 5 - 6 0 1 - 2  1 
8 2 - 5 6  3 - 6 0 2 - 0  1  
8 2 - 5 8  7 - 6 3 5 - 1  1 
8 2  - 5 8 7 - 6 6 4 - 0  1 
8 2 - 5 8 8 - 6 4  2 - 0 1  
8 7 - 0 4 1   - 0 1 5 - 0 1  
8 7  - 0 4 5 - 1 3 5 - 0 1  
8 7  - 0 3 1  - 5 4  8 - 0  1 
8 7 - 0 3 1 - 5  3 7 - 0 1  
8 7 - 0 3 1 - 6  1 5 - 0 1  
8 7 - 0 3  1 - 3 6 1 - 0  1  
8 7  - 0 3 1 - 4 6  6 - 0 1 
8 2  - 5 8 7 - 6 2 3 - 0  1  
8 2  - 5 8 7 - 6 2 2 - 0  1  
8 2  - 5 8 7 - 6 4 6 - 0  1  
8 2 - 5 8 7 - 6 1  3 - 0 1  
8 7  - 0 3 3 - 1 6 6 - 0  1 
8 2 - 9 8 1 - 6 1  0 - 0 1 
E r a s e   h e a d  
S o l e n o i d ^  
S p e a k e r    ( W o o f e r )  
S p e a k e r    ( T w e e t e r )  
P a s s iv e    r a d i a t o r   a s s ' y   
( H ,H G    m  o d e l   o n l y )  
P a s s iv e    r a d i a t o r   a s s ' y    
( U , U C   m  o d e l   o n l y )  
Lev e l   m  e t e r  
EC M,    E S M - 1 0 P B  
M o t o r    D C   EG 
L e a f   s w i t c h     ( M O T O R ,   S Y N C R A T E  
M i c r o   s w i t c h    ( P L A Y ) 
Le af   s w i t c h    ( M U S I C   S E N S O R )  
L e a f   s w i t c h    ( P A U  S E ) 
S l i d e   s w i t c h  
( V O L T A G E   S E L E C T O R )  
C o n n e c t o r   a s s ' y  ,   3 P  
C o n n e c t o r   a s s ' y ,   4 P  
C o n n e c t o r   a s s ' y ,   4 P  
C o n n e c t o r   a s s ' y ,   1 2 P  
A n t e n n a   t e r m i n a l    ( E X T - A N T )   
<    C a p a c i t o r   > 
3 . 3 ^ F     5  0 V     E  l e c t r o l y t i c    BP 
D e s c r i p t i o n 
C - M O S   1 C    h a n d l i n g   p r e c a u t i o n 
T h e    C -M O S    IC 's   c o n s t r u c t i o n     m a k e s    t h i s    p a r t    s u s c e p t i b l e    t o    
d a m a g e    b y    s t a t i c    e l e c t r i c i t y    a n d    s o    t a k e    s u f f i c i e n t    c a r e    in    
r e g ar d   t o   f o l l o w i n g   a r t i c l e s . 
1 .    N e e d    t  o     b e    p u  t   o n    c o n d u c t i v e    s h e e t ,   t o    b e    p  u t   in    a  m e t a l l i c    
b o  x     a n d    t o    b  e    w r a p p e d    b y    a l u m i n i u m    f o i l    f o r    t r a n s p o r t a   
t i o n   a n d   d e p o s i t . 
2 .    T o    u s e    s o l d e r    i r o n    l e s s    t h a n    4 0 W    ( l e s s    t h a n    2 6  0 ° C )    o f    
p o w e r    c o n s u m p t i o n    f o r    s o l d e r i n g .    B u t    d o    n o t    o v e r h e a t    
m o r e   t h a n    1 0   s e c o n d . 
3 .    D o    n o t    p e r f o r m    a   c o n  d u c t i v i t y    t e s t    w i t h    a    t e s t e r ,    e t c .    
R e f e r   t o     t h e   c i r c u i t   v o l t a g e s    o  f    e a c h   p a r t . 
4 .    T h e    IC s   o n    t h  e    e l e c t r i c a l    p a r t s    w h i c h    are   i n d i c a t e d    b y    
a n    C - M O S   I C   s y  m  b  o l    m a r k    (   < &   ) . 
Page 32
CS-880 H, HG ,U ,U C   J   
S C H E M A T I C   D IA G R A M - 1 
^    CS- 88 DH ,HG ,U ,UC     C S - 8 8 0 H ,H G .U , U C    J 
1     I     2 
1 0 
1  2 
1 3 
1 4   1 5 
1 6 
H  D  S  L     C . B 
N O  T E S : 
1 )   ■  ■     B     {+)  p o w e r   s u p p l y 
2 )    ^     S i g n a l    p a t h  
< = £ >    R  e c   p a t h ,   A M   s i g n a l    p a t h . 
3 )    T h e    v o l t a g e    is    t h  e    r e f e r e n c e    v a l u e    m e a s u r e d    w i t h    a   
t e s t e r   ( 2 0    k - o h m s / V    D C )   w h e n   t h e r e   a r e    n o   s i g n a l s . 
B u t    {     )    is   w  i t h   A M   r e c e p t i o n   o r   r e c o r d i n g .  
A n    a s t e r i s k    ( * )    i n d i c a t e s   t h a t    t h e    v a l u e    w  a s    m e a s u r e d   
w i t h   a   v a c u u m  - t u b e   v o l t m  e t e r   d u r i n g   r e c o r d i n g . 
4 )    R e s i s t o r s    w i t h    n o    d e s i g n a t i o n    h a v e    a    r a t e d    p o w e r    o f   
% W   a n d   a   t o l e r a n c e   o f    ±5 % . 
5 )    C a p a c i t o r s    w i t h    n o    d e s i g n  a t i o n    h a v e    a    d i e l e c t r i c   
s t r e n g t h    o f   l e s s   t h a n    5 0 W V . 
6 ) 
T h e    o n l y    c a p a c i t o r    t o l e r a n c e s    i n d i c a t e d    a r e    ±5%   | J )    
a n d    ± 1 0 %   < K > . 
7 ) 
C e r a m i c   c a p a c i t o r   s y m b o l s : 
F o r   t e m  p e r a t u r e    c o m  p e n s a t i o n    ( S L )  
H i g h   d i e l e c t r i c   c o n s t a n t   s y s t e m    ( Y Y ) 
8 ) 
H ig h    d i e l e c t r i c   c o n s t a n t   s y s t e m    {Y W ,  Y P ,    Y Z )   
E x p l a n a t i o n   o f   s y m  b o l s   
^     M yl ar    c a p a c i t o r 
A l u m  i n u m    s o l i d    c a p a c i t o r   
© 
P o l y p r o p y l e n e   f i l m    c a p a c i t o r    
B i - p o l a r i z e d    c a p a c i t o r    
L o w - l e a k a g e    c a p a c i t o r   
© 
T a n t a l u m   c a p a c i t o r 
© 
B 4  4    6 4 6     6 T 7  2    6 6 4    6 4 3    6 * 7 0   6 6 8 
B  r  e  c  / p  b     C  . B 
F u s e   r e s i s t o r   
-  S  -     N o n f l a m  m a b l e   r e s i s t o r   
( L  N  )    L o w    n o i s e   r e s i s t o r   
/  t  \    S a f e t y   c o m  p o n e n t   s y m b o l    
T h i s    s y  m  b o l    is    g i v e n    t o    i m p o r t a n t    p a r t s    w h i c h    se r v e    
t o     m a i n t a i n    t h e    s a f e t y    o f    t h e    p r o d u c t ,   a n d    w  h i c h    a re    
m a d  e    t o     c o n f o r m    t o    s p e c i a l    s a f e t y    s p e c i f i c a t i o n s .    
T h e r e f o r e ,    w h e n    r e p l a c i n g    a    c o m p o n  e n t    w i t h    t h i s    
s y m  b  o l ,    m a k e    a b s o l u t e l y    s u r e    t h a t    y o  u     u s e    a    d e   
s i g n a t e d   p a rt .  
T h i s    s c h e m  a t i c    d i a g r a m    is   s u b j e c t    t o    c h a n g e    w i t h o u t    
n o t i c  e    in  t h e   i n t e r e s t s   o f    im p r o v e d   p e r f o r m  a n c e . 
s i — j ~ e 
F U N C  T I O N ( T A P E ) 
S 2  -  M  4 
R E C / P B   ( P B  )  
S 3 - ! ~ 6  T A P E    S E L E C T O  R ( L H  )  
S 4  - l ~ 4 
R E C O R D   ( A L C  ) 
P H 0 N  0 / L I N E   ( L  I N  E )   S   1 6 
S 5  -  l ~  4  
S 6 - I . 2   M  O  D E    ( S  T E R E O )   S    1 7 
O OL BY -NR 
S 7 
s e   S L  E E  P  ( O  F  F  ) 
S 9 
R E C     M  U T     (  O  F F  )  
SI O   M O T O R    S W  ( O  F  F  )   S  2  I  
S l l 
P L  A  Y     S W    ( O  F F )   S   2 2 
S  1   2  
S  I 3  
S   1 4  
S   1 5 - 1 , 2    D S L    S W   ( O F F ) 
s  i e 
s i   q 
S 2 0  D O W N 
M S +  B    S W  
P U  S  E     S W   ( O F F )  
S Y N  C  . ( O  F F ) 
M I X    M I C    S W   ( O F F  )  
P R O G R A M    S W    (O F F )  
R E S E  T    S W   ( O F F  )  
TU NING 
U P  
M E M O R  Y 
S   2 3 
P R  E  S  E T  C H  A  N  N  E  L - 4  
S   2 4  P R  E S E  T  
S 2  5 
P R  E  S  E T  
S   2 6 
P  R  E S  E  T  C  H A N N  E L - »  
S   2 7 
P  R  E S E  T  C H  A  N N E L  - 6  
S   2 8 
P R  E  S  E  T  C  H  A  N  N  E L - 5  
S2 < J 
F M  
S 3 0  A M 
S  3  I 
o s c 
S 3 2 
L I G H T 
S 3 3  I F C 
C H A  N N  E  L - 3  
C H A  N  N E L - 2 
B 5  3 
0 R  E  C  / P  B 
C - M O S   I C   h a n d l i n g 
T h e    C -M OS    IC 's   c o n  
d a m a g e    b y    s t a t i c    el(  
r e g a r d   t o   f o l l o w i n g   a r i 
1 .    N e e d   t o    b e    p u t    o r    
b o  x    an d    t o    b e    w r    
t i o n     an d   d  e p o s i t . 
2 .    T o     u se    s o l d e r    ir e    
p o w e r    c o n s u m p t i t    
m o r e   t h a n    1 0   s e c o i 
3 .    D o    n o t    p e r f o r m    
R e f e r   t o   t h  e   cir cuí * 
4 .    T h e    IC s   o n     t h e    
a n    C -M OS    I C   s y  m  t 
Page 33
^    C S - 8 8 0 H , H 6 . U , U C 
C S - 8 8 0 H ,H G ,U , U C    J 
w v A 
1  0   1 1 
1  2 
1 3 
1 4 
1 5 
1 6 
1 7 
1 8 
1 9 
S  D  S  L     C .B 
a l u e    m e a s u r e d    w i t h    a    
h e r e   a r e   n  o    s i g  n  a l s  .   
n  o r   r e c o r d i n g .    
i e     v a l u e   w a s    m e a s u r e d    
u ri n g    r e c o r d i n g .    
i a v e     a    r a t e d    p o w e r    o f 
o n    h a v e    a    d i e l e c t r i c 
6 )    T h e    o n l y    c a p a c i t o r    t o l e r a n c e s    i n d i c a t e d    a r e    ±5 %   < J )    
a n d   ± 1 0 %    ( K Ï . 
7 )    C e r a m i c   c a p a c i t o r   s y m b o l s : 
F o r   t e m  p e r a t u r e   c o m  p e n s a t i o n   ( S L ) 
H i g h   d i e l e c t r i c    c o n s t a n t   s y s t e m    ( Y Y ) 
8 )    E x p l a n a t i o n   o  f   s y m b o l s   
H i g h   d i e l e c t r i c    c o n s t a n t   s y s t e m    ( Y W ,   Y P ,    Y  Z  ) 
®     M y la r   c a p a c i t o r 
A l u m  i n u m   s o l i d   c a p a c i t o r    
P o l y p r o p y l e n e   f i l m   c a p a c i t o r   
B i -  p  o l a  r i z  e d    c  a p a c i t o  r   
( C l )    L o w - l e a k a g e   c a p a c i t o r   
( Î )    T a n t a l u m   c a p a c i t o r 
8 4 4     8 4  6    0 7 2    B 6  4    8  4  3   8 9 0   B 6  8 
B A C K - U P   B A T T E R Y 
( D  R  E C  / P B     C . B 
F u s e   r e s i s t o r   
-  m  h     N o n f l a m m a b l e    r e s i s t o r    
( L  N  )    L  o  w     n o i s e   r e s i s t o r   
/  t  \    S a f e t y   c o m p o n e n t    s y m b o l   
T h i s    s  y  m  b  o l    i s    g  i v e n    t o     i m  p  o  r t a  n  t    p a r t s    w h i c h    s e r v e   
t o     m a i n t a i n    t h e    s a f e t y    o f    t h  e    p r o d u c t ,    a n d    w h i c h    a re    
m a d e    t o    c o n f o r m    t o     s p e c i a l    s a  f e t y    s p e c i f i c a t i o n s .    
T h e r e f o r e ,    w h e n    r e p l a c i n g    a   c  o m  p o n e n  t    w  i t h     t h i s    
s y m  b o l ,    m a k e    a b s o l u  t e l y    s u r e    t h a t    y o u    u s e    a    d e   
s i g n a t e d   p a r t .  
T h i s    s c h  e m a t i c    d ia g r a m    is   s u b j e c t    t o    c h a n g e   w i t h o u t    
n o  t i c e    in   t h e   i n t e r e s t s   o f   i m p r o v e d   p e r f o r m a n c e . 
F U N C  T I O N ( T A P E ) 
s t -  i  -  e  
S 2  -  M  4 
R E C / P B   ( P B )  
T A P E    S E L E C  T O R f L H ) 
S 3  - l ~ 6  
S 4  -  I - 4 
R E C  O R D   ( A  L C )  
P H O N O / L I N E   ( L  I N E ) 
S 5  - l ~  4 
M O D  E    ( S T E R E  O )   S  I 7 
S 6 H . 2 
DO LB Y- N R 
S 7  
s e 
S  L  E  E  P  ( O  F  F  ) 
S 9 
R E C     M  U T    (  O  F F  )  
M O T O R    S W  (  O  F F )   S  2  I 
SIO  
S!1 
P L  A  Y    S  W    ( O F F   ) 
S  I  2  M S   +   B    S W  
S  I 3 
P U  S  E    S W  ( O  F F  )  
S Y  N  C  .   i O  F F  ) 
S   
14 
S   1 5 - 1 , 2   D S  L   S W   ( O F F )  
S   1 6 
M I X    M  I C     S W  ( O F F )  
P R O G R A M    S W ( O F F )  
R E  S E T     S W  ( O F F  ) 
S  1   8  
S   1   < 1  TUN ING  
S 2  0 
D O W N   S  3  !  
U P   S 3 2 
S 2  2 
M E M O R  Y 
S   2 4  
S 2  5  P  R  E S  E  T  
S   2 6  P  R  E  S  E  T  C H  A N N  E L - 1  
S   2 7  
S   2 8  P  R  E S E  T  C  H A  N N  E  L  - 5  
S 2  Q  F M  
S 3  0  A M 
S 3 3  I F C 
C H A N N E L  -  3 
C H  A  N  N  E L -  2 
P  R  E  S E  T  C  H  A  N  N  E L -  6 
O  S C  
L I G H T 
C H  A  N N  E  L  - 4 
P R  E  S  E T 
S 2  3 
P R  E  S  E  T 
8 5  3 
0  R  E  C  /  P B    C . B  H L A  M  P    S W I T C H    C . B 
C - M O S   1 C   h a n d l i n g   p r e c a u t i o n 
T h e    C - M O S    IC 's   c o n s t r u c t i o n    m a k e s    t h i s    p a r t    s u s c e p t i b l e    t o  
d a m  a g e    b y    s t a t i c    e l e c t r i c i t y    a n d    s o    t a k e    s u f f i c i e n t    c a r e    in  
re g ar d   t o   f o l l o  w  i n g   a r t i c l e s . 
1 .    N e e d    t o    b e    p u t    o n    c o n d u c t i v e   s  h e e t ,   t o   b e   p u t   in    a  m e t a l l i c    
b o  x     a n d    t o     b e    w r a p p e d    b y    a l u m  i n i u m    f o i l    f o r    t r a n s p o r t a   
t i o n     a n d   d e p o s i t . 
2 .    T  o    u s e    s o l d e r    i r o n    l e s s    t h a n    4 0 W    { l e s s    t h a n    2 6 0 ° C )    o f    
p o w e r    c o n s u m p t i o n    f o r    s o l d e r i n g .    B u t    d o    n o t    o v e r h e a t    
m o r e   t h a n    1 0   s e c o n d . 
3 .    D o    n o t    p e r f o r m    a    c o n  d  u c t i v i t y    t e s t    w i t h    a    t e s t e r ,    e t c .    
R e f e r   t o   t h e   c i r c u i t   v o l t a g e s   o  f    e a c h   p a r t . 
4 .    T h e    ICs    o n    t h e    e l e c t r i c a l    p a r t s    w h i c h    a re    i n d i c a t e d    b y    
a n   C - M O S   I C   s y m b o l   m a r k    (   ( Q   ) . 
Page 34
AI W A   J 
S C H E M A T I C   D I A G R A M - 2 
1 0 
B 
1  2 
1 3 
1 4 
1 5 
1 6 
P IN    P I N    P IN   
© - Î 2   ©  -  8    ©  -  1 
Q T U N  E  R     C . B 
P IN   P IN    P I N   
©  - 2     ©  -  9     ©    -10 
H T U N  E  R    C . B 
Page 35
1 0 
1  2   1 3 
1 4   1 5   1 6   1 7 
1 8 
1 9 
ÇJTUN ER    C.B 
C 2    @    CO N TR O L    C .B 
H    CONTROL   C .B 
J     S 3 2    ■    ( P  U  , P  L  2  >    
lU GHT I^ J 
L I G H  f   SW IT C H    C .B 
-    P I N    ©  -  I  l 
H    T U N E R    C . B 
P I N    P I N    PIN  
©  -  I  2     © -  8     f f i - l 
E S   T U N E R    C . B 
P IN    P IN    P IN   
©  -  2     ©  -  9     ©    - 1 0 
0  T U N E R    C . B 
Page 36
CS -8 80 H,HG .U,U C   J   
W  I R  I N  G  - 1   
1 
N O  T  E S    ( 1 )     B ( + )    P a t t e r n   j j B  S  S   O t h e r s   p a t t e r n 
( 2 )    T h e    v o l t a g e   is  t h e    r e f e r e n c e    v a l u e   m e a s u r e d   w i t h    a   t e s t e r    ( 2 0    K   o h m s / V    D C )   w h e n   t h e r e   ar e   n o   s i g n a l s .  
A n   a s t e r i s k    ( * )   i n d i c a t e s   t h a t    t h e   v a l u e   w a s    m e a s u r e d   w i t h    a  v a c u u m - t u b e    v o l t m e t e r   d u r i n g   r e c o r d i n g . 
C S - 8 8 0 H ,H G ,U , U C     C S - 8 8 0 H ,H G ,U , U C 
J 
Page 37
N O  T  E S     ( 1 )    s H  B H  B  ( +  )    P a t t e r n    H  H  !    O t h e r s   p a t t e r n 
( 2 )    T h e   v o l t a g e   is  t h e   r e f e r e n c e    v a l u e   m e a s u r e d   w i t h   a  t e s t e r    ( 2 0   K    o h m s / V    D C )   w h e n   t h e r e   a r e    n o   s ig n a l s .  
A n    a s t e r i s k    ( * )    i n d i c a t e s   t h a t   t h e   v a l u e   w a s   m e a s u r e d   w i t h   a  v a c u u m - t u b e   v o l t m e t e r   d u r i n g    r e c o r d i n g . 
4 .   Pl ay b ack    L ev el  Ad ju stm ent    
Settings: 
•   T es t  tape :  TT A - Î6 1 
•   M  O D  E   sw itc h:   S T E R  E  O 
•    T A P  E   S E  L E C  T O R   s w itc h :   L H 
•    Tes t  po in t:  T P1    | L * c h ) , T P 2   (R- ch) 
•    Ad justm ent  lo cation s:  S  F R 5    (  L-ch),  S F R  6    (R-c h)   
M eth od : 
Pla yb ack    th e   te st  tape  and  adjust  so   th a t   th e   ou tp u t   
i s   580  tnV . 
^    C S- 8 8 0 H ,H G ,U , U C     C S- 8 8 0 H ,H G ,U , U C    J 
c £ >  @  D S L    C.B 
1 1 .   Do lb y- NR   T ra p   C o i l  A dj ust m ent    
Settings: 
•   T es t  p o i n t :  T P1   (L -c h ),  T  P 2   (R-ch) 
•   O olb y-N R  swi tch :  O N 
•    Ad ju stm en t   locatio ns:  L 3   (L -ch ),  L  4   (R-ch)  
F o r    others,   proceed   a s   fo r    b ias    O S C    fre que nc y   
adj ustm ent. 
M eth od : 
A d ju st   L 3. 4   so   th at   th e    bi as   l ea ka g e  t o   th e   t e s t  p oin t   
(T P 1 . 2 )  i s   brought  to   th e   m axim um . 
1 0 .  Bia s  Cur ren t  Ad ju stm ent    
Settings: 
•    Rec ording  m o d e 
•    Tes t  p o in t :  T P 3    (L -c h ),  T  P 4   (R- ch) 
•    Ad ju stm en t  loc at io n:   S  F R 7    (L -ch ),  S  F R 8    (R - ch ) 
F o r    othe rs,  proc ee d  a s  fo r  b i a s   freq u en c y   a djustm ent.  
Metho d: 
Ad ju st  S  F R  7 , 8 s o    th a t   th e  voltag e  at  test  poi nt  T P 3 . 4    
i s   56   m V   ( 5 6 0 p A  ) . 
Ratings: 
L  H  ........ ........ ........ ........ ........ ........ . 3 8   m V    (380  # x A ) 
M E T  A  L   
... ... ... ... ... ... ... ... ... ... ... ... ... . 
+B  patte rn   o f   bi as   O S C .   cir c ui t    I 
82   m V   1 8 2 0   u A I 
{   A I W  A 
C O N - 2 
Bias   O S C   F r eq ue nc y   T es t  P o in t 
8.   Bias  Fre q ue nc y   Ad jus tm ent  
Settin gs: 
•    Rec or ding   m o de 
•   Tes t  p o i n t :  T P 5 
•    O S  C   sw i tc h :   "    poi nt 
•    T  A P E    S E  L  E C  T  O  R   s w itc h :  C r O . 
•    Ad ju stm en t  loc at io n:   C P1  
M ethod: 
Ad ju st   CP1   s o   th at   th e    fr eq uen cy    at  test  poi nt  T P 5  
i s   6 1    t   0.5  kH z.  
Che ck   th at   th e    fr eq uen cy    ch a n ge s  w he n    the   O S C  
s wi tch   position  is  ch an qed . 
6.    A L C   B ala nc e  Ad justm ent   
Settings: 
•    Reco rdin g  m o d e 
•   In pu t  signal:  M  I C , — 5 0   d B ,   400  H z 
•    R E  C O  R D   swi tch :  A  L  C 
•    Tes t  p o i n t :  TP 1  ( L -c h ),  T P 2   (R-c h) 
•    Ad jus tm ent   loc ati o n:   S  F R  4     
M eth od : 
Ad ju st    S  F  R 4    s o   th at   th e   volta ge   becom es   the  sa m e    
fo r  bo t h   left   and  right  cha n ne ls. 
1 2 .  Rec or ding   C u rre n t  Ad ju st m en t  
Settin gs: 
•    Rec or ding   m o d e 
•    Inpu t  si gn al:   L  I N  E    I N ,   - 1  3   d B .   4   kHz 
•    R E  C O R  D   swi tch:  M  A  N  U A L 
•    T  A P E   S E L  E C T  O  R   s w itc h :  C  r O , 
•    Tes t  p o in t :  T P 3   ( L -c h ),  T P 4   (R-c h) 
•    Ad ju stm en t  loca tio n:  S  F R 9    (L -ch ),  S  F  R  1 0   (R- ch)    
M eth od : 
R ot at e    th e   R E C O  R  D    vo lum e    and   se t   where   the   
m et er  indicates  + 3   dB .  
A tt e nu at e    the   inpu t   s i g n a l    b y    2 5    d B    t o    — 38   d B  .    
A d ju st   S F R 9  ,    1 0    so    th at   th e   test   poi nt   (T P 3 , 4 )   
volt a ge   is  m ad e  1 . 4   m V    (14 0/iA).  
Ne xt ,   con nec t   th e    +B   pa ttern   o f   b ias    os cillation   
c ir c ui t;   re c / p b .    t h e    inpu t   s ig n a l.    F in e ly    adjus t   
S F R  9 . 1  0    the   test   p o i n t    ( T P1 .2 )   ou tp u t   volt ag es    
ar e   s e t  t o   w it hi n   ± 0 . 5   d8   during  r e c/ pb . 
C ^ > Ê Î R  E C  / P B    C .B 
Page 38
A I W A j 
W I R I N G - 2 
N O  T  E S    ( 1 )    H  i    B ( + )    P a t t e r n     C o m p o n e n t   s i d e   p a t t e r n     O t h e r s   p a t t e r n 
J 2  )    T h e   v o l t a g e   is   t h e    r e f e r e n c e   v a l u e    m e a s u r e d   w i t h    a  t e s t e r   ( 2 0    K   o h m s / V   D C )   w h e n   t h e r e   a r e   n o   si g n a l s .  
B u t    (    )  is  w  i t h   A M    r e c e p t i o n . 
4     I     5     I     6     I     7     I     8     I     9     I     1 0     I     1 1 
1 2   1 3 
1 4 
1 5 
H    P O W E R    O .   B    U , U C    m o d e l 
1 6 
E R E C  / P B    C.  B     0 R  E C  / P B    C.B 
i r 
[ M U S I C    S E N  S O R  } 
Page 39
N O  T  E S    ( 1 )    H  H  H    B ( + )    P a t t e r n    H  H  C o  m  p o  n  e  n  t   s i d e   p a t t e r n    B  H  i    O t h e r s   p a t t e r n 
( 2 )    T h e   v o l t a g e   is  t h e   r e f e r e n c e   v a l u e   m e a s u r e d   w i t h    a   t e s t e r    ( 2 0    K    o h m s / V   D C )   w h e n   t h e r e   a r e   n o   s i g n a l s .  
B u t    (     )    is  w i t h    A M    r e c e p t i o n . 
4     I     5     I      6     I     7     I      8      I     9     I      1 0     I      1 1 
C S -8 8 0 H ,H G ,U ,U ( 
1 2 
1 3 
1 4 
1 5   1 6 
1 7 
1 8 
1 9 
E    P O W E R    C . B    U . U C    mod el 
-  c  r  : 
2 S A  I O  I 5      2  S  A I I I 5    
2  S  A  6  8  3 
I 
•<D.   •  ©  . 
2  S  C  I 8  4  6     2 S  C  2 0  0 I 
- s r : 
2  S  C  I  3  2  3     
2  S  C  3  8  0     
2   S C    1 8  1 5   
2  S  C  2 2  3 6    
2  S  C  1  3  8  3 
•  -  c  i : 
2  S  D  3 I  3      2S K 3 0    ’ 
C M  O  S    1 C    h a n d l i n g   p r e c a u t i o n 
T h e    C -M O S    J C ' s    c o n  s t r u c t i o n    m a k e s    t h i s    p a r t    s u s c e p t i b l e    t «  
d a m a g e    b y    s t a  t i c    e l e c t r i c i t y    a n d    s o    t a k e    s u f f i c i e n  t    c a r e    i i  
re g a r d   t o   f o l l o w  i n g   a r t i c l e s . 
1 .    N e e d    t o    b e    p u t    o n    c o n d u  c t i v e    s h e e t ,   t o     b e   p u t   in   a   m e t a l li -    
b o  x     a n d    t o     b e    w r a p p e d    b y    a l u m i n i u m    f o i l    f o r    t r a n s p o r t s    
t i o n     a n d   d  e p o s i t . 
2 .    T  o    u s e    s o l d e r    i r o n    le s s    t h a n    4 0 W    ( l e s s    t h a n    2  6 0 ° C )    o    
p o w e r    c o n s u m  p  t i o n    f o r    s o l d e r i n g .    B u t    d o    n o t    o v e r h e a    
m o r e   t h a n    1 0    s e c o n d . 
3 .    D o    n o t    p e r f o r m    a    c o n  d  u c t i v i t y    t e  s t    w i t h    a    t e  s t e r ,    e t c    
R e f e r   t o   t h e   c i r c u i t   v o l t a g e s   o f   e a c h   p a r t . 
4 .    T h e    ICs   o n    t h e    e l e c t r i c a l    p a r t s    w  h i c h    are   i n d i c a t e d    b '    
a n    C - M O S   I C   s y m b o l    m a r k    (    < $ > ) . 
2  S  C  2 7  8  5 
I D R E C  / P B   C . B 
e 5 2     | m  s     p r  o  g  r a  m ] 
E  r e  c  /  p  b     C. B 
P R O  G R A M }     |  R  E S E T |   
[ M U  S I C    S E N  S O R l