Research of fine structure and universal constants of bifurcation in converters
开关变换器倍周期分岔精细层次结构及其普适常数研究

The fine structure and scaling invariability of bifurcation in converters is discussed. Universal constants of converters of one and two dimensions and chaos combination belts have been obtained by numerical simulation. Spectrum structure is used to estimate the system behavior and reveal the structure of solution in the converter. The structure of spectrum also validates the fine structure of bifurcation in the converter. Experiment results illustrate the process of bifurcation to chaos and validate the simulation results.