This book develops a general methodological approach to investigate complex physical systems presented by the author in a previous book the nonlinear dynamics of coupled oscillators is investigated numerically and analytically. This paper gives an analysis of equilibria periodic solutions strange attractors of two bvp oscillators coupled by a resister when an oscillator is fixed its parameter values in nonoscillatory region and the others in oscillatory region create the double scroll attractor due to the coupling int j bifurcation and chaos . We investigate bifurcation and chaos observed in coupled bvp neurons with external impul sive forces although the single neuron without the ex ternal force has only one equilibrium point . Bifurcation and chaos in coupled bvp bifurcation and chaos in coupled bvp oscillators the system which have two same oscillators undergoes a hopf bifurcation at the fixed point and an . Bifurcation and chaos in coupled bvp oscillators tetsushi ueta hisayo miyazaki y takuji kousaka z and hiroshi kawakami x abstract bonh ffan der polbvp oscillator is one of classic model exhibiting typical nonlinear phenom
How it works:
1. Register Trial Account.
2. Download The Books as you like ( Personal use )