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ADP3041 Datasheet(PDF) 13 Page - Analog Devices |
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ADP3041 Datasheet(HTML) 13 Page - Analog Devices |
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13 / 16 page ![]() REV. D ADP3041 –13– COMP FB ERROR AMP C2 gm REF CC RC Figure 2. Compensation Components The boost regulator introduces a right half plane (RHP) zero. This zero behaves like a zero with respect to the gain but behaves like a pole with respect to phase. As a result, the RHP zero can cause instability of the control loop if the bandwidth (in Hertz) of the loop includes it. f RHP V V R L Z IN OUT LOAD () = × × 2 2 π (8) Note that the RHP zero is dependant on the load. To optimize the compensation, a nominal load must be chosen. Typically, choosing an RLOAD that is halfway between no load and full load works well; but make sure that this load is enough to ensure CCM operation. The critical value of load resistance, RCRIT, for CCM is given by R Lf V V V V CRIT SW IN OUT IN OUT = ×× 2 1 2 – (9) So for the nominal load resistance RLOAD, use the half load resistance or RCRIT, whichever is lower. To make sure the RHP zero does not cause stability problems, the control loop bandwidth should be set at around 1/8 the frequency (in Hertz) of the RHP zero. ff RHP CZ =× () 1 8 (10) where fC is the crossover frequency. Another frequency of interest is the pole caused by the output load and output capacitor. This frequency (in Hertz) is calcu- lated using f RC P LOAD OUT 1 1 2 = ×× π (11) Note that the frequency varies with load current. Again, use the nominal load resistance for the calculation. So the compensation resistor, RC, can be calculated by deter- mining the open-loop gain at the crossover frequency, fC, and setting RC to adjust the closed-loop gain to zero. The open-loop gain can be approximated (in dB) by Gf VR V – f f OC C IN LOAD OUT C P () = × × + 20 0.65 20log 1 1 2 log (12) R g V V C m FB OUT G OC f C = ×× () 1 10 20 (13) Once the value of the compensation resistor is determined, the value of the compensation capacitor, CC, can be calculated. The compensation capacitor sets up a zero to cancel out the pole created by the output load, fP1. Since the load pole position varies with load current, the compensation zero should be located approximately four times the worst-case load pole, 4 × fP1, or at one half the crossover frequency, 1/2 × f C, whichever is lower. The frequency of the compensation zero is located at f RC ZC CC = ×× × 1 2 π (14) So, the value of CC can be calculated using C fR C ZC C = ×× × 1 2 π (15) If the output capacitor selected has a high ESR value, it may be necessary to add another pole to cancel the zero introduced by the capacitor’s ESR. The ESR zero location is determined by f ESR RC Z ESR OUT () = ×× × 1 2 π (16) So, a high frequency pole should be placed to cancel the ESR zero or at half the switching frequency, whichever is lower. By placing a pole at half the switching frequency, the high fre- quency gain is rolled off for better phase margin. Note that the high frequency pole must be at least a decade above the com- pensation zero in order for the compensation to work properly. If this is not the case, the high frequency pole should not be used. C C fR C C PHF CC 2 12 = +× × × () () π (17) After all the compensation components have been selected, the best check for stability and response time is to observe the tran- sient performance of the ADP3041. Adjust RC and CC as necessary to optimize the transient response. Increasing RC increases |
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