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AN440 数据表(PDF) 4 Page - STMicroelectronics |
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AN440 数据表(HTML) 4 Page - STMicroelectronics |
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4 / 8 page ![]() Gate current pulse width setting AN440 4/8 t1 calculation The TRIAC gate has to be supplied to reach an anode current higher than the latching current. Furthermore, a minimum gate current pulse width of 20 µs has to be ensured. The minimum t1 level is then given by the following equation: Where ω = 2.π.f and f is mains frequency. IRMS: minimum rms current of the load (depending on line and load variations). Figure 4 shows the minimum time versus IRMS load current for a 50Hz application. Figure 4. t1 time versus IRMS for different load currents (worst case: ILQ2) Note: Curve given for VCE = 1 V and VGK = 1.3 V IGT is the maximum gate trigger current specified in the data sheet. To ensure a good safety margin and a good triggering we chose IGM = 2.IGT. The gate resistor can be defined by the following equation: with typically VCE = 1 V and VGK = 1.3 V at IGM = 2.IGT Capacitor C is then given by the following equation (where t1 is given by Figure 4): Figure 5 gives the minimum capacitance versus supply voltage for different TRIACs series. To ensure that capacitor C will be charged for the nest half cycle, R2 could be chosen with this equation (charging time constant < 1 ms): 20 µs 2 I I asin ω 1 t RMS MAX L 1 + ⎟ ⎟ ⎠ ⎞ ⎜ ⎜ ⎝ ⎛ · ≥ 0 20 40 60 80 100 120 140 160 180 200 0123456789 10 11 12 13 14 15 16 17 18 19 20 IT(rms) (A) t1 (µs) BW SERIES CW SERIES t1 (CW -> 60mA) t1 (BW -> 80mA) GM CE GK CC 1 I V V V R - - = () 2 ·ln R t C 1 1 ≥ C 0.001 R 2 < |
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