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UCC2891 датащи(PDF) 21 Page - Texas Instruments |
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UCC2891 датащи(HTML) 21 Page - Texas Instruments |
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21 / 34 page ![]() UCC2891, UCC2892 UCC2893, UCC2894 SLUS542A − OCTOBER 2003 − REVISED JULY 2004 21 www.ti.com APPLICATION INFORMATION: SETUP GUIDE Step 5. Input Voltage Monitoring The input voltage monitoring functions is governed by the following two expressions of the voltage at the LINEUV terminal (pin 15): V VON + VON R IN2 R IN1 ) RIN2 at turn on, and V VON + V OFF * VVON R IN1 ) I HYST R IN2 at turn off. Since VON and VOFF are given by the power supply specification, VVON equals the 1.27-V threshold of the line monitor and IHYST is already defined as: I HYST + 2.5 V R DEL 0.05 the two unknown, RIN1 and RIN2 are fully determined. Solving the equations results the following two expressions for the input voltage divider: R IN1 + V ON * VOFF I HYST R IN2 + RIN1 1.27 V V ON * 1.27 V Similar methods can be used to define the divider components of the overvoltage protection input of the UCC2892 and UCC2894 controllers. Step 6. Current Sense and Slope Compensation The UCC2891 family offers onboard, user programmable slope compensation. The programming of the right amount of slope compensation is accomplished by the appropriate selection of two external resistors, RF and RSLOPE. First, the current sense filter resistor value (RF) must be calculated based on the desired filtering of the current sense signal. The filter consists of two components, CF and RF. The CF filter capacitor is connected between the CS pin (pin 7) and the GND terminal (pin 6). While the value of CF can be freely selected as the first step of the filter design, it should be minimized to avoid filtering the slope compensation current exiting the CS pin. The recommended range for the filter capacitance is between 50 pF and 270 pF. The value of the filter resistor can be calculated from the filter capacitance and the desired filter corner frequency fF. R F + 1 2 p f F C F After RF is defined RSLOPE can be calculated. The amount of slope compensation is defined by the stability requirements of the inner peak current loop of the control algorithm and is measured by the number m. When the slope of the applied compensation ramp equals the down slope of the output inductor current waveform reflected across the primary side current sense resistor dV L dt , m equals 1. The minimum value of m is 0.5 to prevent current loop instability. Best current mode performance can be achieved around m=1. The further increase of m moves the control closer to voltage mode control operation. (18) (19) (20) (21) (22) (23) |
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