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AN2450 Datasheet(PDF) 4 Page - STMicroelectronics |
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AN2450 Datasheet(HTML) 4 Page - STMicroelectronics |
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4 / 35 page ![]() FHA circuit model AN2450 4/35 DocID12784 Rev 6 1 FHA circuit model The FHA approach is based on the assumption that the power transfer from the source to the load through the resonant tank is almost completely associated to the fundamental harmonic of the Fourier expansion of the currents and voltages involved. This is consistent with the selective nature of resonant tank circuits. Figure 1. LLC resonant half-bridge converter The harmonics of the switching frequency are then neglected and the tank waveforms are assumed to be purely sinusoidal at the fundamental frequency: this approach gives quite accurate results for operating points at and above the resonance frequency of the resonant tank (in the continuous conduction mode), while it is less accurate, but still valid, at frequencies below the resonance (in the discontinuous conduction mode). It is worth pointing out also that many details of circuit operation on a cycle-to-cycle time base will be lost. In particular, FHA provides only a necessary condition for MOSFETs' zero- voltage switching (ZVS) and does not address secondary rectifiers' natural ability to work always in zero-current switching (ZCS). A sufficient condition for Power MOSFETs' ZVS will be determined in Section 3: ZVS constraints on page 16 still in the frame of FHA approach. Let us consider the simple case of ideal components, both active and passive. The two Power MOSFETs of the half-bridge in Figure 1 are driven on and off symmetrically with 50% duty cycle and no overlapping. Therefore the input voltage to the resonant tank vsq(t) is a square waveform of amplitude Vdc, with an average value of Vdc/2. In this case the capacitor Cr acts as both resonant and dc blocking capacitor. As a result, the alternate voltage across Cr is superimposed to a dc level equal to Vdc/2. The input voltage waveform vsq(t) of the resonant tank in Figure 1 can be expressed in Fourier series: Equation 1 Rout Vdc Cr Lr Lm n:1 Input source Resonant tank Ideal transformer Uncontrolled rectifier Low-pass filter Load Cout Q1 Q2 Controlled Switch Network D1 D2 Vout Irt vsq t Vdc 2 --------- 2 ---Vdc 1 n --- n 135. = n2 f swt sin + = .… |
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