V. K. Chandrasekar

most citedDynamics of a Completely Integrable

N

-Coupled Liénard Type Nonlinear Oscillator

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

nlin.SI2008★ 1 cited

Dynamics of a Completely Integrable $N$ -Coupled Liénard Type Nonlinear Oscillator

R. Gladwin Pradeep, V. K. Chandrasekar, M. Senthilvelan +1

We present a system of $N$ -coupled Liénard type nonlinear oscillators which is completely integrable and possesses explicit $N$ time-independent and $N$ time-dependent integrals. I…

nlin.SI2008

Non-standard conserved Hamiltonian structures in dissipative/damped systems : Nonlinear generalizations of damped harmonic oscillator

R Gladwin Pradeep, V K Chandrasekar, M Senthilvelan +1

In this paper we point out the existence of a remarkable nonlocal transformation between the damped harmonic oscillator and a modified Emden type nonlinear oscillator equation with…

nlin.SI2006

On the general solution for the modified Emden type equation $x ¨ + α x x ˙ + β x^{3} = 0$

V K Chandrasekar, M Senthilvelan, M Lakshmanan

In this paper, we demonstrate that the modified Emden type equation (MEE), $x ¨ + α x x ˙ + β x^{3} = 0$ , is integrable either explicitly or by quadrature for any value of $α$ and $β…

Dynamics of a Completely Integrable N-Coupled Liénard Type Nonlinear Oscillator

Non-standard conserved Hamiltonian structures in dissipative/damped systems : Nonlinear generalizations of damped harmonic oscillator

On the general solution for the modified Emden type equation x¨+αxx˙+βx3=0

Dynamics of a Completely Integrable $N$ -Coupled Liénard Type Nonlinear Oscillator

On the general solution for the modified Emden type equation $x ¨ + α x x ˙ + β x^{3} = 0$