Browsing by Author "HUANG, JC"
Now showing 1 - 7 of 7
- Results Per Page
- Sort Options
Item type:Item, A COMMENT ON THE CHAOTIC BEHAVIOR OF VANDERPOL EQUATIONS WITH AN EXTERNAL PERIODIC EXCITATION(1989-02-01) ;STEEB, WH ;HUANG, JC ;GOU, YS ;電子物理學系電控工程研究所Item type:Item, BIFURCATION STRUCTURE OF THE DUFFING OSCILLATOR WITH ASYMMETRICAL POTENTIAL WELL(1989-03-27) ;HUANG, JC ;KAO, YH ;WANG, CS ;GOU, YS電子物理學系Item type:Item, CRUCIAL FORMULA FOR DETERMINATION OF THE OCCURRENCE OF THE NONCHAOTIC STATES IN RF-BIASED NONLINEAR OSCILLATORS(1995-06-01) ;YANG, TH ;WANG, CS ;HUANG, JC ;GOU, YS電子物理學系Item type:Item, PERSISTENT PROPERTIES OF CRISES IN A DUFFING OSCILLATOR(1987-06-15) ;KAO, YH ;HUANG, JC ;GOU, YS ;電子物理學系電信工程研究所Item type:Item, PHYSICAL-PROPERTIES OF TRANSITION TO CHAOS IN RF-DRIVEN JOSEPHSON JUNCTION ANALOG(1986-05-01) ;KAO, YH ;HUANG, JC ;GOU, YS ;電子物理學系電控工程研究所Item type:Item, POTENTIAL DEPENDENCE OF THE BIFURCATION STRUCTURE IN GENERALIZED DUFFING OSCILLATORS(1992-03-15) ;WANG, CS ;KAO, YH ;HUANG, JC ;GOU, YS電子物理學系The features of various bifurcations in forced Duffing oscillators are extensively investigated by means of numerical simulation. Some common features in four types of potential well are found. With reference to the transition boundaries in parameter space, the influences of local symmetry properties of the potential well on the bifurcation routes are indicated and definite functional forms of the border line in omega-k space separating the region with simple stable period-1 solutions from the region with complicated solutions are determined. A method combining Floquet theory with harmonic balance is presented to describe the mechanism of the transitions.Item type:Item, ROUTES TO CHAOS IN THE DUFFING OSCILLATOR WITH A SINGLE POTENTIAL WELL(1988-08-08) ;KAO, YH ;HUANG, JC ;GOU, YS ;電子物理學系電控工程研究所