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PM6680 数据表(PDF) 24 Page - STMicroelectronics |
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PM6680 数据表(HTML) 24 Page - STMicroelectronics |
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24 / 49 page ![]() Device description PM6680 24/49 7.3 Output ripple compensation and loop stability In a classic Constant On Time control, the system regulates the valley value of the output voltage and not the average value, as shown in Figure 28 In this condition, the output voltage ripple is source of a DC static error. To compensate this error, an integrator network can be introduced in the control loop, by connecting the output voltage to the COMP1/COMP2 (for the OUT1 and OUT2 sections respectively) pin through a capacitor CINT as in Figure 30 Figure 30. Circuitry for output ripple compensation The integrator amplifier generates a current, proportional to the DC errors between the FB voltage and Vr, which decreases the output voltage in order to compensate the total static error, including the voltage drop on PCB traces. In addition, CINT provides an AC path for the output ripple. In steady state, the voltage on COMP1/COMP2 pin is the sum of the reference voltage Vr and the output ripple (see Figure 30). In fact when the voltage on the COMP pin reaches Vr, a fixed Ton begins and the output increases. For example, we consider Vout = 5 V with an output ripple of ∆V = 50 mV. Considering CINT >> CFILT, the CINT DC voltage drop VCINT is about 5 V-Vr+25 mV = 4.125 V. CINT assures an AC path for the output voltage ripple. Then the COMP pin ripple is a replica of the output ripple, with a DC value of Vr + 25 mV = 925 mV. For more details about the output ripple compensation network, see the Section 7.13.6: Closing the integrator loop on page 37 in the Design guidelines. In steady state the FB pin voltage is about Vr and the regulated output voltage depends on the external divider: Equation 4 + - V Vrr C CO OM MP P g gm m O OU UT T V Vrr + P PW WM M C Co om mp pa arra atto orr C CIINNTT R RIINNTT C CFFIILLTT t Vr C COOUUTT COMP PIN VOLTAGE L L D D OUTPUT VOLTAGE I=gm(V1-Vr) V V1 1 t ∆V ∆V V VCCIINNTT R ROOUUTT F FB B R R11 R R22 OUT Vr 1 R 2 R 1 ------- + ⎝⎠ ⎛⎞ × = |
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