Datasheet MC145149P, MC145149DW Datasheet (Motorola)

Page 1
MC145149MOTOROLA
1
   
Interfaces with Dual–Modulus Prescalers
The MC145149 contains two PLL Frequency Synthesizers which share a common serial data port and common reference oscillator. The device contains two 14–stage R counters, two 10–stage N counters, and two 7–stage A counters. All six counters are fully programmable through a serial port. The divide ratios are latched into the appropriate counter latch according to the last data bits (control bits) entered.
When combined with external low–pass filters and voltage controlled oscillators (VCOs), the MC145149 can provide all the remaining functions for two PLL frequency synthesizers operating up to the device’s frequency limit. For higher VCO frequency operation, a down mixer or dual–modulus prescaler can be used between the VCO and the synthesizer IC.
Low Power Consumption Through Use of CMOS Technology
Wide Operating Voltage Range: 3 to 9 V
Operating Temperature Range: – 40 to + 85°C
•÷ R Range = 3 to 16,383
•÷ N Range = 3 to 1023
•÷ A Range = 0 to 127
Two “Linearized” Three–State Digital Phase Detectors with No Dead Zone
Two Lock Detect Signals (LD1 and LD2)
Two Open–Drain Port Expander Outputs (SW1 and SW2)
Compatible with the Serial Peripheral Interface (SPI) on CMOS MCUs
Order this document
by MC145149/D

SEMICONDUCTOR TECHNICAL DATA

P SUFFIX
PLASTIC DIP
CASE 738
DW SUFFIX
SOG PACKAGE
CASE 751D
ORDERING INFORMATION
MC145149P Plastic DIP MC145149DW SOG Package
20
1
20
1
CLK
f
in1
ENB
MC1
LD1
LD2
MC2
S/R
out
f
in2
DATA 5
4
3
2
1
10
9
8
7
6
14
15
16
17
18
19
20
11
12
13
OSC
out
SW1
V
DD1
PD
out1
V
SS1
V
SS2
PD
out2
V
DD2
SW2
OSC
in
PIN ASSIGNMENT
Motorola, Inc. 1995
Page 2
MC145149 MOTOROLA 2
CLK
DATA
6
5
PLL2
PLL1
SW1
17
SW2
14
10
10
7
7
14
14
10
10
7
7
14
14
8
2–BIT
CONTROL
S/R
7
10–BIT S/R7–BIT S/R
÷
A COUNTER
LATCH
10–BIT ÷ N
COUNTER
7–BIT ÷ A
COUNTER
MODULUS CONTROL 2 (MC2)
9
12
10
LOCK
DETECT
14–BIT
÷
R COUNTER
1–BIT
LATCH
1–BIT
CONTROL
S/R
REFERENCE COUNTER LATCH
CONTROL LOGIC
PHASE
DETECTOR
÷
N COUNTER
LATCH
14–BIT SHIFT REGISTER
16
15
4
ENB
3
10–BIT S/R7–BIT S/R
÷
A COUNTER
LATCH
10–BIT
÷
N
COUNTER
7–BIT ÷ A
COUNTER
MODULUS CONTROL 1 (MC1)
2
19
1
LOCK
DETECT
14–BIT
÷
R COUNTER
1–BIT
LATCH
1–BIT
CONTROL
S/R
REFERENCE COUNTER LATCH
CONTROL LOGIC
PHASE
DETECTOR
÷
N COUNTER
LATCH
14–BIT SHIFT REGISTER
OSC
in
OSC
out
f
in1
f
in2
S/R
out
PD
out2
f
R
PIN 13
=
V
DD2
PIN 11
=
V
SS2
PD
out1
f
R
PIN 18
=
V
DD1
PIN 20
=
V
SS1
BLOCK DIAGRAM
f
V
f
V
LD2
LD1
Page 3
MC145149MOTOROLA
3
MAXIMUM RATINGS* (Voltages Referenced to V
SS
)
Symbol Rating Value Unit
V
DD
DC Supply Voltage – 0.5 to + 10 V
Vin, V
out
Input or Output Voltage (DC or T ransient) except SW1, SW2
– 0.5 to VDD + 0.5 V
V
out
Output Voltage (DC or Transient) — SW1, SW2
– 0.5 to 15 V
Iin, I
out
Input or Output Current (DC or Transient), per Pin
± 10 mA
IDD, I
SS
Supply Current, VDD or VSS Pins ± 30 mA
P
D
Power Dissipation, per Package† 500 mW
T
stg
Storage Temperature – 65 to + 150 °C
T
L
Lead T emperature (8–Second Soldering) 260 °C
*Maximum Ratings are those values beyond which damage to the device may occur. †Power Dissipation Temperature Derating:
Plastic DIP: – 12 mW/°C from 65 to 85°C SOG Package: – 7 mW/°C from 65 to 85°C
ELECTRICAL CHARACTERISTICS (Voltages Referenced to V
SS
)
V
– 40°C 25°C 85°C
Symbol Characteristic
V
DD
V
Min Max Min Max Min Max
Unit
V
DD
Power Supply Voltage Range 3 9 3 9 3 9 V
V
OL
Output Voltage 0 Level
Vin = 0 V or V
DD
I
out
= 0 µA
3 5 9
— — —
0.05
0.05
0.05
— — —
0.05
0.05
0.05
— — —
0.05
0.05
0.05
V
V
OH
1 Level 3
5 9
2.95
4.95
8.95
— — —
2.95
4.95
8.95
— — —
2.95
4.95
8.95
— — —
V
IL
Input Voltage 0 Level
V
out
= 0.5 V or VDD – 0.5 V
(All Outputs Except OSC
out
)
3 5 9
— — —
0.9
1.5
2.7
— — —
0.9
1.5
2.7
— — —
0.9
1.5
2.7
V
V
IH
1 Level 3
5 9
2.1
3.5
6.3
— — —
2.1
3.5
6.3
— — —
2.1
3.5
6.3
— — —
I
OH
Output Current — MC1, MC2
V
out
= 2.7 V Source
V
out
= 4.6 V
V
out
= 8.5 V
3 5 9
– 0.60 – 0.90 – 1.50
— — —
– 0.50 – 0.75 – 1.25
— — —
– 0.30 – 0.50 – 0.80
— — —
mA
I
OL
V
out
= 0.3 V Sink
V
out
= 0.4 V
V
out
= 0.5 V
3 5 9
1.30
1.90
3.80
— — —
1.10
1.70
3.30
— — —
0.66
1.08
2.10
— — —
I
OL
Output Current — SW1, SW2
V
out
= 0.3 V Sink
V
out
= 0.4 V
V
out
= 0.5 V
3 5 9
0.80
1.50
3.50
— — —
0.48
0.90
2.10
— — —
0.24
0.45
1.50
— — —
mA
I
OH
Output Current — Other Outputs
V
out
= 2.7 V Source
V
out
= 4.6 V
V
out
= 8.5 V
3 5 9
– 0.44 – 0.64 – 1.30
— — —
– 0.35 – 0.51 – 1.00
— — —
– 0.22 – 0.36 – 0.70
— — —
mA
I
OL
V
out
= 0.3 V Sink
V
out
= 0.4 V
V
out
= 0.5 V
3 5 9
0.44
0.64
1.30
— — —
0.35
0.51
1.00
— — —
0.22
0.36
0.70
— — —
I
in
Input Current — DATA, CLK, ENB 9 ± 0.3 ± 0.1 ± 1.0 µA
I
in
Input Current — fin, OSC
in
9 ± 50 ± 25 ± 22 µA
(continued)
This device contains circuitry to protect against damage due to high static voltages or electric fields, however, it is advised that normal precautions be taken to avoid applications of any voltage higher than maximum rated voltages to this high–impedance circuit. For proper opera­tion, it is recommended that Vin and V
out
be constrained to the range VSS≤ (Vin or V
out
) VDD except SW1 and SW2 which may
range up to 15 V.
Unused inputs must always be tied to an
appropriate logic voltage level (e.g., either V
SS
or VDD). Unused outputs should be left floating.
Page 4
MC145149 MOTOROLA 4
ELECTRICAL CHARACTERISTICS (continued)
V
– 40°C 25°C 85°C
Symbol Characteristic
V
DD
V
Min Max Min Max Min Max
Unit
C
in
Input Capacitance 10 10 10 pF
C
out
Three–State Output Capacitance — PD
out
10 10 10 pF
I
DD
Quiescent Current
Vin = 0 V or V
DD
I
out
= 0 µA
3 5 9
— — —
800 1200 1600
— — —
800 1200 1600
1600
2400 3200
µA
I
OZ
Three–State Leakage Current — PD
out
V
out
= 0 V or 9 V
9 ± 0.3 ± 0.1 ± 3.0 µA
I
OZ
Off–State Leakage Current — SW1, SW2
V
out
= 9 V
9 0.3 0.1 3.0 µA
SWITCHING CHARACTERISTICS (T
A
= 25°C, CL = 50 pF)
Symbol
Characteristic
Figure
No.
V
DD V
Min Max Unit
t
TLH
Output Rise Time, MC1 and MC2 1, 6 3
5 9
— — —
115
60 40
ns
t
THL
Output Fall Time, MC1 and MC2 1, 6 3
5 9
— — —
60 34 30
ns
t
TLH
,
t
THL
Output Rise and Fall Time, LD and S/R
out
1, 6 3
5 9
— — —
140
80 60
ns
t
PLH
,
t
PHL
Propagation Delay Time, fin to MC1 or MC2 2, 6 3
5 9
— — —
125
80 50
ns
t
su
Setup Time, DATA to CLK 3 3
5 9
30 20 18
— — —
ns
t
su
Setup Time, CLK to ENB 3 3
5 9
70 32 25
— — —
ns
t
h
Hold Time, CLK to DATA 3 3
5 9
12 12 15
— — —
ns
t
rec
Recovery Time, ENB to CLK 3 3
5 9
5 10 20
— — —
ns
tr, t
f
Input Rise and Fall Times, Any Input 4 3
5 9
— — —
5 2
0.5
µs
t
w
Input Pulse Width, ENB and CLK 5 3
5 9
40 35 25
— — —
ns
Page 5
MC145149MOTOROLA
5
FREQUENCY CHARACTERISTICS (Voltages Referenced to V
SS
, CL = 50 pF, Input tr = tf = 10 ns unless otherwise indicated)
V
– 40°C 25°C 85°C
Symbol Parameter Test Conditions
V
DD
V
Min Max Min Max Min Max
Unit
f
i
Input Frequency (fin, OSCin)
R 8, A 0, N 8 Vin = 500 mV p–p ac coupled sine wave
3 5 9
— — —
6 15 15
— — —
6 15 15
— — —
6 15 15
MHz
R 8, A 0, N 8 Vin = VDD to V
SS
dc coupled square wave
3 5 9
— — —
6 15 15
— — —
6 15 15
— — —
6 15 15
MHz
SWITCHING W AVEFORMS
10%
90%
ANY
OUTPUT
t
TLH
t
THL
MC 50%
50%
t
PLHtPHL
V
DD
V
SS
f
in
Figure 1.
50%
50%
LAST
CLK
PREVIOUS DA TA
LATCHED
FIRST
CLK
ENB
CLK
DATA
50%
V
DD
V
SS
V
DD
V
SS
V
DD
V
SS
t
su
t
su
t
rec
t
h
10%
90%
ANY
INPUT
V
DD
V
SS
t
f
t
r
50%
ENB, CLK
V
DD
V
SS
t
w
OUTPUT
DEVICE
UNDER
TEST
C
L
*
Figure 2.
Figure 3.
Figure 4.
Figure 5. Figure 6.
* Includes all probe and fixture capacitance.
Page 6
MC145149 MOTOROLA 6
PIN DESCRIPTIONS
INPUT PINS OSCin, OSC
out
Reference Oscillator Input/Output (Pins 15, 16)
These pins form a reference oscillator when connected to terminals of an external parallel–resonant crystal. Fre­quency–setting capacitors of appropriate value must be con­nected from OSCin and OSC
out
to ground.
OSCin may also serve as input for an externally–generated reference signal. The signal is typically ac coupled to OSCin, but for signals with CMOS logic levels, dc coupling may be used. When used with an external reference, OSC
out
should
be left open.
f
in1
, f
in2
Frequency Inputs (Pins 4, 7)
Input frequency from an external VCO output. Each rising– edge signal on f
in1
decrements the N counter, and when ap-
propriate, the A counter of PLL 1. Similarly, f
in2
decrements
the counters of PLL 2.
These inputs have inverters biased on the linear region which allows ac coupling for signals as low as 500 mV p–p. With square wave signals which swing from VSS to VDD, dc coupling may be used.
DATA, CLK Data, Clock Inputs (Pins 5, 6)
Shift register data and clock inputs. Each low–to–high transition on the clock pin shifts one bit of data into the on– chip shift registers. Refer to Figure 7 for the following discus­sion.
The last bit entered is a steering bit that determines which set of latches are activated. A logic high selects the latches for PLL 1. A logic low selects PLL 2.
The second–to–last bit controls the appropriate port ex­pander output, SW1 or SW2. A logic low forces the output low. A logic high forces the output to the high–impedance state.
The third–to–last bit determines which storage latch is acti­vated. A logic low selects the ÷ A and ÷ N counter latches. A logic high selects the reference counter latch.
When writing to either set of ÷ A and ÷ N counter latches, 20 clock cycles are typically used. However, if a byte– oriented MCU is utilized, 24 clock cycles may be used with the first 4 bits being “Don’t Care.”
When writing to either reference counter latch, 17 clock cycles are typically used. However, if a byte–oriented MCU is utilized, 24 clock cycles may be used with the first 7 bits being “Don’t Care”.
ENB Latch Enable Input (Pin 3)
A positive pulse on this input transfers data from the shift registers to the selected latches, as determined by the con­trol and steering data bits. A logic low level on this pin allows the user to shift data into the shift registers without affecting the data in the latches or counters. Enable is normally held low and is pulsed high to transfer data into the latches.
OUTPUT PINS PD
out1
, PD
out2
Single–Ended Phase Detector Outputs (Pins 19, 12)
Each single–ended (three–state) phase detector output produces a loop error signal that is used with a loop filter to control a VCO (see Figure 8).
Frequency fV > fR or fV Leading: Negative Pulses
Frequency fV < fR or fV Lagging: Positive Pulses
Frequency fV = fR and Phase Coincidence: High–Imped-
ance State
S/R
out
Shift Register Output (Pin 8)
This output can be connected to an external shift register to provide band switching or control information. S/R
out
may
also be used to check the counter programming bit stream.
MC1, MC2 Modulus Control Outputs (Pins 2, 9)
Each output generates a signal by the on–chip control logic circuitry for controlling an external dual–modulus prescaler. The modulus control level is low at the beginning of a count cycle and remains low until the ÷ A counter has counted down from its programmed value. At this time, modulus control goes high and remains high until the ÷ N counter has counted the rest of the way down from its programmed value (N–A additional counts since both ÷ N and ÷ A are counting down during the first portion of the cycle). Modulus control is then set back low, the counters are preset to their respective programmed values, and the above sequence is repeated. This provides for a total program­mable divide value (NT) = N P + A where P and P + 1 repre­sent the dual–modulus prescaler divide values respectively for high and low modulus control levels, N the number pro­grammed into the ÷ N counter, and A the number pro­grammed into the ÷ A counter.
Note that when a prescaler is needed, the dual–modulus version offers a distinct advantage. The dual–modulus prescaler allows a higher reference frequency at the phase detector input, increasing system performance capability, and simplifying the loop filter design.
LD1, LD2 Lock Detect Signals (Pins 1, 10)
Each output is essentially at a high logic level when the corresponding loop is locked (fR and fV of the same phase and frequency). Each output pulses low when the corre­sponding loop is out of lock (see Figure 8).
SW1, SW2 Latched Open–Drain Switch Outputs (Pins 17, 14)
The state of each output is controlled by the “SW STATE” bit shown in Figure 7. If the bit is a logic high, the correspond­ing SW output assumes the high–impedance state. If the bit is low, the SW output goes low.
To control output SW1, steering bit PLL 1/PLL 2 shown in Figure 7 must be high. To control SW2, bit PLL 1/PLL 2 must be low.
These outputs have an output voltage range of VSS to 15 V.
Page 7
MC145149MOTOROLA
7
POWER SUPPLY PINS V
DD1
, V
DD2
Positive Power Supply (Pins 18, 13)
The most positive power supply potentials. Both of these pins are connected to the substrate of the chip. Therefore, both must be tied to the same voltage potential. This poten­tial may range from 3 to 9 V with respect to the VSS pins.
For optimum performance, V
DD1
should be bypassed to
V
SS1
and V
DD2
bypassed to V
SS2
. That is, two separate
bypass capacitors should be utilized.
V
SS1
, V
SS2
Negative Power Supply (Pins 20, 11)
The most negative power supply potentials. Both of these
pins should be tied to ground.
Figure 7. Bit Stream Formats
÷
R
÷
A
÷
N
LAST BIT INTO SHIFT REGISTER
LAST BIT INTO SHIFT REGISTER
PLL 1/PLL 2
SW STATE
LOW OR “0”
LSB
MSB
LSB
PLL 1/PLL 2
SW STATE
HIGH OR “1”
LSB
MSB
MSB
NOTE: The PD output state is equal to either VDD or VSS when active. When not active, the output is high
impedance and the voltage at that pin is determined by the low–pass filter capacitor.
f
R
REFERENCE
(OSC
÷
R)
f
V
FEEDBACK
(fin
÷
N)
PD
out
LD
Figure 8. Phase Detector/Lock Detector Output Waveforms
Page 8
MC145149 MOTOROLA 8
F(s) =
ζ
=
ωn =
A)
NR1C
R1sC + 1
DEFINITIONS:
N = T otal Division Ratio in Feedback Loop Kφ (Phase Detector Gain) = VDD/4π for PD
out
K
VCO
(VCO Gain) =
2π∆f
VCO
V
VCO
Damping Factor: ζ [ 1
1
C
VCOPD
out
N
ω
n
2K
φKVCO
F(s) =
ζ
=
ωn =
B)
(R1+R2)sC + 1
R2sC + 1
C
VCO
R
2
PD
out
R
1
R
1
NC(R1 + R2)
R2C+
N
K
φKVCO
0.5
ω
n
Ǔ
ǒ
KφK
VCO
K
φKVCO
RECOMMENDED READING:
Gardner, Floyd M.,
Phaselock Techniques (second edition).
New York, Wiley–Interscience, 1979.
Manassewitsch, Vadim,
Frequency Synthesizers: Theory and Design (second edition).
New York, Wiley–Interscience, 1980.
Blanchard, Alain,
Phase–Locked Loops: Application to Coherent Receiver Design.
New York, Wiley–Interscience, 1976.
Egan, William F.,
Frequency Synthesis by Phase Lock.
New York, Wiley–Interscience, 1981.
Rohde, Ulrich L.,
Digital PLL Frequency Synthesizers Theory and Design.
Englewood Cliffs, NJ, Prentice–Hall, 1983.
Berlin, Howard M.,
Design of Phase–Locked Loop Circuits, with Experiments.
Indianapolis, Howard W. Sams and Co., 1978.
Kinley, Harold,
The PLL Synthesizer Cookbook.
Blue Ridge Summit, PA, Tab Books, 1980. AN535, Phase–Locked Loop Design Fundamentals, Motorola Semiconductor Products, Inc., 1970. AR254, Phase–Locked Loop Design Articles, Motorola Semiconductor Products, Inc., Reprinted with permission from
Electronic Design,
1987.
for a typical design ωn (Natural Frequency)
2πfr
10
(at phase detector input).
Figure 9. Phase–Locked Loop Low–Pass Filter Design
DESIGN CONSIDERA TIONS
CRYSTAL OSCILLATOR CONSIDERATIONS
The following options may be considered to provide a ref­erence frequency to Motorola’s CMOS frequency synthe­sizers.
Use of a Hybrid Crystal Oscillator
Commercially available temperature–compensate crystal oscillators (TCXOs) or crystal–controlled data clock oscilla­tors provide very stable reference frequencies. An oscillator capable of sinking and sourcing 50 µA at CMOS logic levels may be direct or dc coupled to OSCin. In general, the highest frequency capability is obtained utilizing a direct–coupled square wave having a rail–to–rail (VDD to VSS) voltage swing. If the oscillator does not have CMOS logic levels on the outputs, capacitive or ac coupling to OSCin may be used. OSC
out
, an unbuffered output, should be left floating.
For additional information about TCXOs and data clock
oscillators, please consult the latest version of the
eem Elec-
tronic Engineers Master Catalog,
the
Gold Book,
or similar
publications.
Design an Off–Chip Reference
The user may design an off–chip crystal oscillator using ICs specifically developed for crystal oscillator applications, such as the MC12061 MECL device. The reference signal from the MECL device is ac coupled to OSCin. For large am­plitude signals (standard CMOS logic levels), dc coupling is used. OSC
out
, an unbuffered output, should be left floating. In general, the highest frequency capability is obtained with a direct–coupled square wave having rail–to–rail voltage swing.
Use of the On–Chip Oscillator Circuitry
The on–chip amplifier (a digital inverter) along with an ap­propriate crystal may be used to provide a reference source frequency. A fundamental mode crystal, parallel resonant at
Page 9
MC145149MOTOROLA
9
the desired operating frequency, should be connected as shown in Figure 10.
For VDD= 5.0 V, the crystal should be specified for a load­ing capacitance, CL, which does not exceed 32 pF for fre­quencies to approximately 8 MHz, 20 pF for frequencies in the area of 8 to 15 MHz, and 10 pF for higher frequencies. These are guidelines that provide a reasonable compromise between IC capacitance, drive capability, swamping varia­tions in stray and IC input/output capacitance, and realistic CL values. The shunt load capacitance, CL, presented across the crystal can be estimated to be:
CL =
CinC
out
Cin + C
out
+ Ca + CO +
C1 C2 C1 + C2
where
Cin= 5 pF (see Figure 11)
C
out
= 6 pF (see Figure 11) Ca= 1 pF (see Figure 11) CO= the crystal’s holder capacitance (see Figure 12)
C1 and C2 = external capacitors (see Figure 10)
The oscillator can be “trimmed” on–frequency by making a portion or all of C1 variable. The crystal and associated com­ponents must be located as close as possible to the OSC
in
and OSC
out
pins to minimize distortion, stray capacitance, stray inductance, and startup stabilization time. In some cases, stray capacitance should be added to the value for C
in
and C
out
.
Power is dissipated in the effective series resistance of the crystal, Re, in Figure 12. The drive level specified by the crys­tal manufacturer is the maximum stress that a crystal can withstand without damaging or excessive shift in frequency. R1 in Figure 10 limits the drive level. The use of R1 may not be necessary in some cases (i.e., R1 = 0 ).
To verify that the maximum dc supply voltage does not overdrive the crystal, monitor the output frequency as a func­tion of voltage at OSC
out
. (Care should be taken to minimize loading.) The frequency should increase very slightly as the dc supply voltage is increased. An overdriven crystal will de­crease in frequency or become unstable with an increase in supply voltage. The operating supply voltage must be re­duced or R1 must be increased in value if the overdriven condition exists. The user should note that the oscillator start–up time is proportional to the value of R1.
Through the process of supplying crystals for use with CMOS inverters, many crystal manufacturers have devel­oped expertise in CMOS oscillator design with crystals. Dis­cussions with such manufacturers can prove very helpful (see Table 1).
Figure 10. Pierce Crystal Oscillator Circuit
R1*
OSC
out
C2C1
R
f
FREQUENCY
SYNTHESIZER
*May be deleted in certain cases. See text.
OSC
in
Figure 11. Parasitic Capacitances of the Amplifier
C
in
C
out
C
a
NOTE: Values are supplied by crystal manufacturer
(parallel resonant crystal).
2
1
2
121
R
S
L
S
C
S
R
e
X
e
C
O
Figure 12. Equivalent Crystal Networks
RECOMMENDED READING
Technical Note TN–24, Statek Corp. Technical Note TN–7, Statek Corp. E. Hafner, “The Piezoelectric Crystal Unit – Definitions and
Method of Measurement”,
Proc. IEEE,
Vol. 57, No. 2 Feb.,
1969. D. Kemper, L. Rosine, “Quartz Crystals for Frequency
Control”,
Electro–Technology
, June, 1969.
P. J. Ottowitz, “A Guide to Crystal Selection”,
Electronic
Design
, May, 1966.
Table 1. Partial List of Crystal Manufacturers
Name Address Phone
United States Crystal Corp. Crystek Crystal Statek Corp.
3605 McCart Ave., Ft. Worth, TX 76110 2351 Crystal Dr., Ft. Myers, FL 33907 512 N. Main St., Orange, CA 92668
(817) 921–3013 (813) 936–2109 (714) 639–7810
NOTE: Motorola cannot recommend one supplier over another and in no way suggests that this is a complete
listing of crystal manufacturers.
Page 10
MC145149 MOTOROLA 10
DUAL–MODULUS PRESCALING
OVERVIEW
The technique of dual–modulus prescaling is well estab­lished as a method of achieving high performance frequency synthesizer operation at high frequencies. Basically, the approach allows relatively low–frequency programmable counters to be used as high–frequency programmable counters with speed capability of several hundred MHz. This is possible without the sacrifice in system resolution and per­formance that results if a fixed (single–modulus) divider is used for the prescaler.
In dual–modulus prescaling, the lower speed counters must be uniquely configured. Special control logic is nec­essary to select the divide value P or P + 1 in the prescaler for the required amount of time (see modulus control defi­nition). Motorola’s dual–modulus frequency synthesizers contain this feature and can be used with a variety of dual– modulus prescalers to allow speed, complexity, and cost to be tailored to the system requirements. Prescalers having P, P + 1 divide values in the range of ÷ 3/÷ 4 to ÷ 128/÷ 129 can be controlled by most Motorola frequency synthesizers.
Several dual–modulus prescaler approaches suitable for use with the MC145149 are:
MC12009 MC1201 1 MC12013 MC12015 MC12016 MC12017 MC12018 MC12022A MC12032A
÷ 5/÷ 6
÷ 8/÷ 9 ÷ 10/÷ 11 ÷ 32/÷ 33 ÷ 40/÷ 41 ÷ 64/÷ 65
÷ 128/÷ 129 ÷ 64/65 or ÷ 128/129 ÷ 64/65 or ÷ 128/129
440 MHz 500 MHz 500 MHz 225 MHz 225 MHz 225 MHz 520 MHz
1.1 GHz
2.0 GHz
DESIGN GUIDELINES
The system total divide value, N
total
(NT) will be dictated by
the application, i.e.,
NT=
frequency into the prescaler
frequency into the phase detector
= N P + A
N is the number programmed into the ÷ N counter, A is the number programmed into the ÷ A counter, P and P + 1 are the two selectable divide ratios available in the dual–modu­lus prescalers. To have a range of NT values in sequence, the ÷ A counter is programmed from 0 through P – 1 for a particular value N in the ÷ N counter. N is then incremented to N + 1 and the ÷ A is sequenced from 0 through P – 1 again.
There are minimum and maximum values that can be achieved for NT. These values are a function of P and the size of the ÷ N and ÷ A counters.
The constraint N A always applies. If A
max
= P – 1, then
N
min
P – 1. Then N
Tmin
= (P – 1) P + A or (P – 1) P since A
is free to assume the value of 0.
N
Tmax
= N
max
P
+ A
max
To maximize system frequency capability, the dual–modu­lus prescaler output must go from low to high after each group of P or P + 1 input cycles. The prescaler should divide by P when its modulus control line is high and by P + 1 when its modulus control is low.
For the maximum frequency into the prescaler (f
VCO
max),
the value used for P must be large enough such that:
1. f
VCO
max divided by P may not exceed the frequency
capability of fin (input to the ÷ N and ÷ A counters).
2. The period of f
VCO
divided by P must be greater than
the sum of the times:
a. Propagation delay through the dual–modulus
prescaler.
b. Prescaler setup or release time relative to its
modulus control signal.
c. Propagation time from fin to the modulus control
output for the frequency synthesizer device.
A sometimes useful simplification in the programming code can be achieved by choosing the values for P of 8, 16, 32, or 64. For these cases, the desired value of NT results when NT in binary is used as the program code to the ÷ N and ÷ A counters treated in the following manner:
1. Assume the ÷ A counter contains “a” bits where 2a P.
2. Always program all higher order ÷ A counter bits above “a” to 0.
3. Assume the ÷ N counter and the ÷ A counter (with all the higher order bits above “a” ignored) combined into a single binary counter of n + a bits in length (n = number of divider stages in the ÷ N counter). The MSB of this “hy­pothetical” counter is to correspond to the MSB of ÷ N and the LSB is to correspond to the LSB of ÷ A. The sys­tem divide value, NT, now results when the value of N
T
in binary is used to program the “new” n + a bit counter.
By using the two devices, several dual–modulus values
are achievable.
MC
DEVICE B
DEVICE A
DEVICE
B
MC12009 MC1201 1 MC12013DEVICE A
MC10131 MC10138
MC10154
÷
20/÷ 21
÷
50/÷ 51
÷
40/÷ 41
OR
÷
80/÷ 81
÷
64/÷ 65
OR
÷
128/÷ 129
÷
32/÷ 33
÷
80/÷ 81
÷
40/÷ 41
÷
100/÷ 101
÷
80/÷ 81
NOTE: MC12009, MC12011, and MC12013 are pin equivalent.
MC12015, MC12016, and MC12017 are pin equivalent.
Page 11
MC145149MOTOROLA
11
P ACKAGE DIMENSIONS
P SUFFIX PLASTIC DIP CASE 738–03
1.070
0.260
0.180
0.022
0.070
0.015
0.140 15°
0.040
1.010
0.240
0.150
0.015
0.050
0.008
0.110 0
°
0.020
25.66
6.10
3.81
0.39
1.27
0.21
2.80 0
°
0.51
27.17
6.60
4.57
0.55
1.77
0.38
3.55 15
°
1.01
0.050 BSC
0.100 BSC
0.300 BSC
1.27 BSC
2.54 BSC
7.62 BSC
MIN MINMAX MAX
INCHES MILLIMETERS
DIM
A B C D E F G J K L M N
NOTES:
1. DIMENSIONING AND TOLERANCING PER ANSI Y14.5M, 1982.
2. CONTROLLING DIMENSION: INCH.
3. DIMENSION L TO CENTER OF LEAD WHEN FORMED PARALLEL.
4. DIMENSION B DOES NOT INCLUDE MOLD FLASH.
-A-
C
K
N
E
GF
D
20 PL
J 20 PL
L
M
-T-
SEATING PLANE
110
1120
0.25 (0.010) T A
M M
0.25 (0.010) T B
M M
B
D SUFFIX
SOG PACKAGE
CASE 751D–04
NOTES:
1. DIMENSIONING AND TOLERANCING PER ANSI Y14.5M, 1982.
2. CONTROLLING DIMENSION: MILLIMETER.
3. DIMENSIONS A AND B DO NOT INCLUDE MOLD PROTRUSION.
4. MAXIMUM MOLD PROTRUSION 0.150 (0.006) PER SIDE.
5. DIMENSION D DOES NOT INCLUDE DAMBAR PROTRUSION. ALLOWABLE DAMBAR PROTRUSION SHALL BE 0.13 (0.005) TOTAL IN EXCESS OF D DIMENSION AT MAXIMUM MATERIAL CONDITION.
–A–
–B–
20
1
11
10
S
A
M
0.010 (0.25) B
S
T
D20X
M
B
M
0.010 (0.25)
P10X
J
F
G
18X
K
C
–T–
SEATING PLANE
M
R
X 45
_
DIM MIN MAX MIN MAX
INCHESMILLIMETERS
A 12.65 12.95 0.499 0.510 B 7.40 7.60 0.292 0.299 C 2.35 2.65 0.093 0.104 D 0.35 0.49 0.014 0.019
F 0.50 0.90 0.020 0.035
G 1.27 BSC 0.050 BSC
J 0.25 0.32 0.010 0.012 K 0.10 0.25 0.004 0.009 M 0 7 0 7
P 10.05 10.55 0.395 0.415 R 0.25 0.75 0.010 0.029
__
__
Page 12
MC145149 MOTOROLA 12
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MC145149/D
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