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TPS51116 Datasheet(PDF) 14 Page - Texas Instruments |
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TPS51116 Datasheet(HTML) 14 Page - Texas Instruments |
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14 / 29 page ![]() www.ti.com APPLICATION INFORMATION Loop Compensation and External Parts Selection Current Mode Operation H(s) + H1(s) H 2(s) H 3(s) (6) H1(s) + R2 (R2 ) R1) (7) H2(s) + * gm R O 1 ) s C C R C 1 ) s C C R O 1 ) s C C2 R C (8) H 3(s) + (1 ) s C O ESR) 1 ) s C O RL RL R S (9) TPS51116 SLUS609A – MAY 2004 – REVISED JUNE 2004 A buck converter using TPS51116 current mode operation can be partitioned into three portions, a voltage divider, an error amplifier and a switching modulator. By linearizing the switching modulator, we can derive the transfer function of the whole system. Since current mode scheme directly controls the inductor current, the modulator can be linearized as shown in Figure 2. Figure 2. Linearizing the Modulator Here, the inductor is located inside the local feedback loop and its inductance does not appear in the small signal model. As a result, a modulated current source including the power inductor can be modeled as a current source with its transconductance of 1/RS and the output capacitor represent the modulator portion. This simplified model is applicable in the frequency space up to approximately a half of the switching frequency. One note is, although the inductance has no influence to small signal model, it has influence to the large signal model as it limits slew rate of the current source. This means the buck converter’s load transient response, one of the large signal behaviors, can be improved by using smaller inductance without affecting the loop stability. Total open loop transfer function of the whole system is given by Equation 6. Assuming RL>>ESR, RO>>RC and CC>>CC2, each transfer function of the three blocks is shown starting with Equation 7. There are three poles and two zeros in H(s). Each pole and zero is given by the following five equations. 14 |
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