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LTC6992-1 Datasheet, PDF (20/32 Pages) Linear Technology – TimerBlox Voltage-Controlled Pulse Width Modulator (PWM)
LTC6992-1/LTC6992-2/
LTC6992-3/LTC6992-4
APPLICATIONS INFORMATION
Step 4: Select RSET
Calculate the correct value for RSET using Equation (1b).
RSET
=
1MHz • 50k
4 • 20kHz
=
625k
Since 625k is not available as a standard 1% resistor,
substitute 619k if a 0.97% frequency shift is acceptable.
Otherwise, select a parallel or series pair of resistors such
as 309k and 316k to attain a more precise resistance.
The completed design is shown in Figure 7.
VMOD
MOD OUT
LTC6992-4
GND
V+
SET
RSET
625k
DIV
6992 F07
2.25V TO 5.5V
R1
976k
DIVCODE = 1
R2
102k
Some applications can eliminate ΔVSET sensitivity by
making VMOD proportional to VSET. For example, Figure 9
shows a simple circuit for generating an arbitrary duty
cycle. The equation for duty cycle does not depend on
VSET at all.
100
90
80
70
60
50
40
30
20
10
0
0
ΔVSET = –30mV
ΔVSET = 0mV
ΔVSET = 30mV
0.2 0.4 0.6 0.8
1
VMOD (V)
6992 F08
Figure 8. Duty Cycle Variation Due to ΔVSET
Figure 7. 20kHz PWM Oscillator
Duty Cycle Sensitivity to ΔVSET
The output duty cycle is proportional to the ratio of VMOD/
VSET. Since VSET can vary up to ±30mV from 1V it can
effectively gain or attenuate VMOD, as shown below when
ΔVSET is added to the equation.
( ) D = 0.8 •
VMOD
VSET + ΔVSET
−
1
8
The simplifying assumption of ΔVSET = 0V creates the po-
tential for additional duty cycle error, which increases with
VMOD, reaching a maximum of 3.4% if ΔVSET = –30mV.
ΔD ≅
VMOD
800mV
•
ΔVSET
VSET
≅
−
⎛
⎝⎜
Dideal
+
1⎞
8 ⎠⎟
•
ΔVSET
VSET
Figure 8 demonstrates the worst-case impact of this varia-
tion (if VSET is at its 0.97V or 1.03V limits).
This error is in addition to the inherent PWM duty cycle
accuracy spec ΔD (±4.5%), so care should be taken if ac-
curacy at high duty cycles (VMOD near 0.9V) is critical.
20
MOD OUT
LTC6992-X
GND
V+
2.25V TO 5.5V
R1
SET
DIV
RSET1
6992 F09
R2
RSET2
D
5
4
•
RSET2
RSET1 RSET2
1
8
Figure 9. Fixed-Frequency, Arbitrary Duty Cycle Oscillator
ISET Extremes (Master Oscillator Frequency Extremes)
Pushing ISET outside of the recommended 1.25μA to 20μA
range forces the master oscillator to operate outside of the
62.5kHz to 1MHz range in which it is most accurate.
The oscillator will still function with reduced accuracy
for ISET < 1.25μA. At approximately 500nA, the oscillator
output will be frozen in its current state. The output could
halt in a high or low state. This avoids introducing short
pulses while frequency modulating a very low frequency
output.
69921234p