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L6706 数据表(PDF) 40 Page - STMicroelectronics |
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L6706 数据表(HTML) 40 Page - STMicroelectronics |
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40 / 47 page ![]() System control loop compensation L6706 40/47 Doc ID 15698 Rev 2 18 System control loop compensation The control loop is an average current mode control loop (see Figure 5): the output voltage is equal to the reference programmed by VID minus the droop function terms. The system control loop is reported in Figure 24. The current information IDROOP sourced by the FB pin flows into RFB implementing the dependence of the output voltage from the read current. Figure 23. Main control loop The control loop gain results (obtained opening the loop after the COMP pin): Where: DCR is the Inductor parasitic resistance; is the equivalent output resistance determined by the droop function; ZP(s) is the impedance resulting by the parallel of the output capacitor (and its ESR) and the applied load RO; ZF (s) is the compensation network impedance; ZL (s) is the inductor impedance; A (s) is the error amplifier gain; is the PWM transfer function where ΔV OSC is the oscillator ramp amplitude and has a typical value of 1.5 V. Removing the dependence from the error amplifier gain, so assuming this gain high enough, and with further simplifications, the control loop gain results: The system control loop gain (see Figure 23) is designed in order to obtain a high DC gain to minimize static error and to cross the 0dB axes with a constant -20 dB/dec slope with the L PWM VREF ERROR AMPLIFIER COMP FB ZF(s) ZFB(s) IDROOP COUT ROUT G LOOP s () PWM Z F s () R DROOP Z P s () + () ⋅⋅ Z P s () Z L s () + [] Z F s () As () -------------- 1 1 As () ------------ + ⎝⎠ ⎛⎞ R FB ⋅ + ⋅ ------------------------------------------------------------------------------------------------------------------- – = R DROOP DCR Rg ------------- R FB ⋅ = PWM 3 5 --- V IN ΔV OSC ------------------- ⋅ = G LOOP s () 3 5 ---- V IN ΔV OSC ---------------------- Z F s () R FB --------------- R O R DROOP + R O R L + -------------------------------------------- 1s C O R DROOP //R O ESR + () ⋅⋅ + s 2 C O L ⋅⋅ s L R O --------- C O ESR ⋅ C O R L ⋅ ++ 1 + ⋅ + -------------------------------------------------------------------------------------------------------------------------------- ⋅⋅ ⋅ ⋅ – = |
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