LM20136MHSLASHNOPB datasheet(19/32 Pages) TI

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RC1 =

CC1

COUT

IOUT

VOUT

D x fSW

48750*VIN

-1

1-D

fSW x L

2 x fSW x L

COMP

CC1

RC1

CC2

LM20136

(optional)

fSW/2

0 dB

FREQUENCY (Hz)

Error Amp Zero, fZ(EA)

Complex Double Pole, fP(MOD)

Optional Error Amp

Pole, fP2(EA)

0 dB

AEA + AM

AEA

Error Amp Pole, fP1(EA)

Complex Double Pole, fP(MOD)

Output Filter Zero, fZ(FIL)

Output Filter Pole, fP(FIL)

Error Amp Pole, fP(EA)

LM20136

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SNVS564B – JANUARY 2009 – REVISED APRIL 2013

Figure 32. LM20136 Loop Compensation

The power stage transfer function is dictated by the modulator, output LC filter, and load; while the feedback

transfer function is set by the feedback resistor ratio, error amp gain, and external compensation network.

To achieve a -20dB/decade slope, the error amplifier zero, located at fZ(EA), should positioned to cancel the

output filter pole (fP(FIL)). An additional error amp pole, located at fP2(EA), can be added to cancel the output filter

zero at (fZ(FIL)). Cancellation of the output filter zero is recommended if larger value, non-ceramic output

capacitors are used.

Compensation of the LM20136 is achieved by adding an RC network as shown in Figure 33 below.

Figure 33. Compensation Network for LM20136

A good starting value for CC1 for most applications is 3.3nF. Once the value of CC1 is chosen the value of RC

should be calculated using the equation below to cancel the output filter pole (fP(FIL)) as shown in Figure 32.

(8)

A higher crossover frequency can be obtained, usually at the expense of phase margin, by lowering the value of

CC1 and recalculating the value of RC1. Likewise, increasing CC1 and recalculating RC1 will provide additional

phase margin at a lower crossover frequency. As with any attempt to compensate the LM20136 the stability of

the system should be verified for desired transient droop and settling time.

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