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AN3112 датащи(PDF) 26 Page - STMicroelectronics |
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AN3112 датащи(HTML) 26 Page - STMicroelectronics |
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26 / 36 page ![]() Designing a fixed-off-time PFC AN3112 26/36 Doc ID 16820 Rev 3 Because the MULT divider also determines the mains input voltage at which the PFC starts and stops (brownout function), these values are calculated using the actual divider ratio: Equation 52 And also the stop voltage: Equation 53 Start and stop PFC mains voltage are compatible with the input mains voltage range (1). In order to obtain the required startup and shutdown voltage, a reiteration may be required, by selecting MULT resistors and checking the actual PFC start and stop mains voltage. Pin 7 (ZCD): This is the input of the zero current detector circuit. In FOT mode, it is connected to the line-modulated fixed-off-time circuit seen in Figure 6. Taking into account the information in Section 3: Implementing the line-modulated fixed-off-time, the starting point for the design of that circuit is the pair of the desired values for TOFF on the top of the line voltage sinusoid at minimum (TOFF @VACmin) and maximum line (TOFF @VACmax) obtained by setting the switching frequency on the peak of the sinusoid at low mains and considering the minimum on-time of the L6564: Equation 54 Equation 55 Where Fswmin is the switching frequency on top of the sinusoid of the input voltage at VACmin = 90 Vac ( Figure 16) and 220 ns is a corrector factor in order to consider the delay between the ZCD and GD signal. Considering the ratio between Equation 55, Equation 54, we have: Equation 56 In the formula, Equation 55 and Equation 54, the delay between the ZCD signal and the gate drive signal is taken into account in order to increase the accuracy of the mathematical model. multL multL multH START R R R 2 V 88 . 0 V + ⋅ == V 8 . 84 k 51 k 51 M 9 . 6 2 V 88 . 0 V START = Ω Ω + Ω ⋅ = multL multL multH STOP R R R 2 V 80 . 0 V + ⋅ == V 1 . 77 k 51 k 51 M 9 . 6 2 V 80 . 0 V STOP = Ω Ω + Ω ⋅ = min sw min min OFF f k ) VAC ( T = s 76 . 3 ns 220 kHz 80 32 . 0 ) VAC ( T min OFF µ = − = max max min ON max OFF k 1 k T ) VAC ( T − ⋅ = s 1 . 6 ns 220 94 . 0 1 94 . 0 ns 450 ) VAC ( T max OFF µ = − − ⋅ = ) VAC ( T ) VAC ( T min OFF max OFF x = ρ 63 . 1 s 76 . 3 s 1 . 6 x = µ µ = ρ |
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