The static and dynamic characteristics of a zero-voltage-switched half-bridge converter are analyzed quantitatively. This converter is controlled by Pulse-Width Modulation with the asymmetrical drive of a pair of semiconductor switches, and. the zoro-voltage switching is maintained by the partial resonance during the OFF interval of both switches. The effects of circuit parameters such as the input capacitance, the resonant inductance and capacitance, and the transformer leakage inductance are discussed through the comparison of analytical and experimental results.

A voltage-mode resonant forward converter with capacitor-input filter is proposed, and its static and dynamic characteristics for both half-wave type and full-wave type are revealed by analysis and experiment. As a result, this converter has prominent features of simplicity of circuit configuration, isolation between input and output and high stability.

In this paper we clarify for the boost and the buck-boost converter that the ripple effect is not ignorable for the frequency response, and reveal that it causes the unexpected characteristics where either the phase lag or the phase lead appears depending on the shape of waveform of the ramp generator in the PWM circuit. Eventually the phase margin for the stability drastically changes depending on the slope direction (normal or reverse) of the sawtooth waveform of the ramp generator even in the same circuit configuration. For the ripple effects we propose the general analysis model and analyze them of the boost and the buck-boost converters. As the result we identify that the ripple effects are caused mainly by the variation of the slope and the average of the ripple, and reveal that the both converters have the asymmetric characteristics for the slope direction of the sawtooth waveform of the ramp generator and there is more advantage for the stability in case of the reverse slope direction than in case of the normal one. It also clarified that the effect of ESR of the output capacitor of the converter on the frequency response is different according to the shape of the sawtooth waveforms. The proposed analysis method is validated by the experiments and simulations.