Ratings 1
Characteristics, Ordering Information 2
Contents 3
Voltage grade table 1 Extension of voltage grades 4
Introduction 5
Notes
on
the Ratings
Square-wave Ratings
(a)
(b)
Energy per Pulse Characteristics
(c)
ABeD
Constants 5
(d)
Reverse Recovery Rating 5
Reverse Recovery Loss
(a) Determination by Measurement 6
(b) Determination without Measurement 6
Note 1 Reverse Recovery Loss by Measurement
Computer modelling parameters 7
Fig 1 Limit On-state Characteristics
Fig 2 Transient Thermal Impedance
Fig 3 Surge Rating
Fig 4
Fig S Recovered Charge
Fig 6 Total Recovered Charge
Fig 7 Peak Reverse Recovered Current
Fig 8 Maximum Recovery Time
Fig 9 Reverse Recovery Energy per
Fig 10
Fig
Fig 12
Fig 13
Fig 14 Energy per Pulse 100
Fig
Fig
Fig 17
Forward Recovery Voltage
Square
Wave Frequency Rating S50C Sink 100 A/',lS
11
Square Wave Frequency Rating
Square Wave Frequency Rating
Square Wave Frequency Rating
lS
Energy per Pulse 500
16
Sine Wave Frequency Ratings
Sine Wave Frequency Ratings
SO%
Ai',lS
Ai',lS
Chord
QRA
QRR
50% Chord
Pulse
5SoC
85°C
IRM
trr
85°C
5SoC
85°C
Sink
Sink
Sink 100 A/',lS
Sink
SOO
A/',lS
Sink
SOO
A/',lS
Fig 18 Sine Wave Energy per Pulse
Fiq 19 Outline Drawinqs
5
5
7
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
SM36-4SFXC394
Rat
Rep 97D07
Iss
1 July 97 Page 3
at
27
Voltage Ratings Table 1
Voltage Class
VRRM
VRSM
V V
36
3600
38 3800
3700
3900
40 4000 4100
42 4200 4300
44 4400 4500
45
4500 4600
Extension of voltage grades
1.
This Report is applicable to higher
Sales/Production.
by
or
lower voltage grades when supply has been agreed
2. A blocking voltage derating factor of 0.13% per deg. Celsius is applicable to this device for
TJ
below
2SoC.
SM36-45FXC394 Ral Rep
97007
Iss 1 July 97 Page 4
of
27
INTRODUCTION
This diode series comprises fast recovery capsule devices with all diffused silicon slices.
these diodes have controlled reverse recovery characteristics with good
particularly suitable for use
NOTES
(a)
Square wave ratings
These ratings are given for leading edge linear rates of rise
N'}ls.
(b)
Energy per pulse characteristics
These curves enable rapid estimation of device dissipation to
covered
Let
repetition rate,
heat sink).
Then
by
Ep
be
the Energy per pulse for a given current and pulse width,
ON
the frequency ratings.
in
Hertz. Let
in
free-wheel applications.
THE RATINGS
R'hJ
-HS
of
forward current of 1 00 and 500
be
be
the steady state d.c. thermal resistance (junction to
"K"
factors, and are
obtained for conditions not
in
joules. Let f be the
TSINK
(c)
ABCD Constants
All
These constants (applicable only over current range
coefficients of the expression for the forward characteristic given below:
VI = A + B.lnCi
where
iF
= instantaneous forward current.
(d)
Reverse recovery ratings
(i)
ORA
is
based
on
50%
IRM
chord
as
shown
of
+ C.if +
)
f
in
VI
characteristic
Fig.1
below.
D.ji;
on
page
8)
are the
SM36-45FXC394
Rat
Rep 97D07 Iss 1 July 97 Page 5 of 27
(ii)
ORR
is
based on a 150
i.e.
I-ls
integration time
K
(iii)
Reverse Recoverv Loss
The following procedure
recovery loss.
(a) Determination
From waveforms of recovery current obtained from a
reverse
must be constructed. Let the area under this waveform
temperature can then be evaluated from:
voltage present during recovery, an instantaneous reverse recovery loss waveform
is
by
measurement
-Factor
recommended for use where
TS1NK(new) = TS1NK(original)
where k = 0.2314 (K/W)/s
E = Area
f = Rated frequency
R
Vl'<11I1) =
W(IDl) = W(Original)
(J-HS)
tl1
under
reverse loss waveform per pulse
in
Hz at the original sink temperature.
= d.c. thermal resistance (K/W)
W(oriRilllll)
+ E * f The total dissipation
+ E * f
=-
tI
t2
-
E*
is
in
now given by
it
is necessary to include reverse
high
frequency shunt (see Note
be
E joules per pulse. A new sink
(k + f *
joules (W.s.)
Rth(J-HS»)
1)
and
(b) Determination without Measurement
In
circumstances where it
design purposes, the additional losses E in joules may
Let be the value of energy per reverse cycle
Let be the operating frequency in Hz
T
then SINK(llew) -SINK(origillal) -
where
temperature given with the frequency ratings.
A suitable R-C snubber network
voltage waveform to a peak value (V
being used
rata adjustment of the maximum value obtained from the curves.
Please note Fig. 9 was produced without a snubber connected.
SM36-45FXC394 Ral Rep 97007 Iss I July 97 Page 6
is
the required maximum heat sink temperature
or
V
RM
is
not possible to measure voltage and current conditions, or for
be
estimated as follows.
in
joules (Fig 9).
-T
is
connected across the diode to restrict the transient reverse
) of 0.67
RM
is
other than 0.67 of Grade, the reverse loss may be approximated by a pro
01
27
(E*f*
of
the maximum grade. If a different grade
R )
th
and
TS1NK(original)
is
the heat sink
is
NOTE 1
Reverse Recoverv Loss by Measurement
This device has a
measuring the charge care must be taken to ensure that:
(a) a.c. coupled devices such as current transformers are not affected by prior passage of
high amplitude forward current.
(b) A suitable, polarised, clipping circuit must be connected to the input of the measuring
oscilloscope to avoid overloading the internal amplifiers by the relatively high amplitude
forward current
(c) Measurement of reverse recovery waveform should be carried out with an appropriate
critically damped snubber, connected across diode anode to cathode.
Please note Fig. 9 was produced without a snubber connected.
Where V
Computer
==
R
C
==
==
R
Modelling Parameters
low reverse recovered charge and peak reverse recovery current.
signal.
R2
=
Commutating source voltage
Snubber capacitance
Snubber resistance
4*
R
V
C * di /
elt
When
1 Device Dissipation Calculations
-Vo+~Vo2-4*jj'2*r
II
V
O,36mQ W
Where
Vo
==
1.09V,
rs
T
•
==
*(-w )
s ,IV
'j"
jlj'
2
'j"
....
"'
2
r
s
!1T
!J.T
A
V
= t
Jmax
- t
HS
S~A36·45FXC394
Rat Rep
97007
Iss'
July
97
Page 7 of 27
(a)
Calculating
The on-state characteristic
established Va and
forming the co-efficients of the representative equation for
Vf
using ABCD Coefficients
If
Vs
Vf,
on
Fig. 1
is
rt
tangent used for rating purposes
V
= A + B.ln(J
f
f)
represented
and
+
C.I
in
two ways;
(ii) a set
Vf
in
terms of if given below:
+ D .
f
(i)
of
constants
.[i;
the well
A,
B,
C,
D,
The constants, derived by curve fitting software, are given
characteristics where possible. The resulting values for
characteristic over a current range which
1250C
Coefficients
A 7.511298E-1
B 2.660584E-3 B
C 2.073492E-4
0 1.393021 E-2
(b)
D.C. Thermal Impedance Calculation
r;
==
is
limited to that plotted.
Coefficients
jJ=n
L
rp
(1-
250C
e'l' )
p=l
Where p = 1 to
t = Duration of heating pulse
rt = Thermal resistance at time
rp
tp
n,
n
is
the number of terms
= Amplitude of
= Time Constant of rth term.
Pth
term.
in
in
seconds.
t.
the series.
in
this report for both hot and cold
VI
agree with the true device
A
C
D
7.994200E-1
3.014677E-3
8.399341 E-5
1.669008E-2
-t
Term
rp
tp
Term
'R
tp
SM36·45FXC394
Rat Rep
D.C. Double Side Cooled
1 2
1.005634e-2
1.328020eO 1 .355146e-1
1 2 3
2.572981 e-2 4.323453e-3 4.194505e-3
6.845545eO 5.2930738-1 9.065732e-2
97007
Iss 1 July 97 Page B
5.404876e-3
D.C. Sinqle Side Cooled
01
27
1.961208e-3
8.946705e-3
3
I
I
I
L
4
2.077 40ge-4
8.397134e-3
4
1.895927e-3
7.557790e-3
!
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