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IP1202PBF 数据表(PDF) 20 Page - International Rectifier |
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IP1202PBF 数据表(HTML) 20 Page - International Rectifier |
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20 / 29 page ![]() www.irf.com 20 iP1202PbF R 9 10 Vref Vo - Vref More than one iteration may be required to calculate the values of the compensation components if cross- over frequencies higher than the range specified in step 1 are required (for higher bandwidths and faster transient response performance). To ensure stability a phase margin greater than 45° shouldbe achieved. Refer to AN-1043 for more detailed compensation techniques using Transconductance Amplifiers. Compensation in Current Share Mode The iP1202PbF can be configured in single output paralleled configuration. The feedback loop of the first output is closed around the output voltage, and the second amplifier, which is also a transconductance one, forces equal sharing of the inductor currents in both outputs. Voltage Loop Type II and Type III methods of voltage loop com- pensation discussed above, can be used to com- pensate the voltage loop of a single output iP1202PbF. In this case, the total amount of capaci- tance seen by both channels and the inductance of the voltage controlling channel should be consid- ered for compensation. Current Loop Use the following procedure for current loop com- pensation: In Fig. 20, L 1 and L2 are the inductors for outputs 1 and 2 respectively. Rsh1 and Rsh2 are the current sensing shunts for the same outputs. 7. Place the second pole f p2 at or near fesr of the out- put capacitor C o and determine the value of R24 from equation (20). Make sure R 24 < 8. Use equation (25) to calculate R 7. R 7 = R9 x (25) The crossover frequency f 0 for type III compensation is represented by equation (24): (24) Follow the steps below to determine the feedback loop compensation component values: 1. Select a zero db crossover frequency f 0 in the range of 10% to 20% of the switching frequency f sw. 2. Select R 23~ 10kΩ 3. Place the first zero f z1 at 75% of the resonant fre- quency f LC of the output filter. Determine C 9 from equation (22). 4. Place a third pole f P3 at or near the switching fre- quency f SW. Select C18 such that C 18 < 5. Calculate C 19 from equation (24). 6. Place the second zero at 125% of the resonant frequency f LC of the output filter. Calculate R9 using equation (23). 0 0 19 23 0 2 1 8 . 0 C L C R V f IN × × × × × × = π 1 V ramp 10 9 C The frequencies of the three poles and the two zeros of the type III compensation scheme are represented by the following equations: f p1= 0 (19) (20) 19 24 2 2 1 C R f p × × = π (22) (21) (23) 18 23 3 2 1 C R f p × × ≅ π 9 23 1 2 1 C R f z × × = π 19 9 2 2 1 C R f z × × = π |
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