H. Hu

发表

Solutions of the Duffing-harmonic oscillator by an iteration procedure

H. Hu, H. Hu, 2006 .

A CLASSICAL PERTURBATION TECHNIQUE WHICH IS VALID FOR LARGE PARAMETERS

H. Hu, H. Hu, 2004 .

A classical perturbation technique that works even when the linear part of restoring force is zero

H. Hu, H. Hu, 2004 .

Solutions of nonlinear oscillators with fractional powers by an iteration procedure

H. Hu, H. Hu, 2006 .

Perturbation method for periodic solutions of nonlinear jerk equations

H. Hu, H. Hu, 2008 .

Solution of a mixed parity nonlinear oscillator: Harmonic balance

H. Hu, 2007 .

A convolution integral method for certain strongly nonlinear oscillators

J. H. Tang, H. Hu, J. H. Tang, 2005 .

Solution of a quadratic nonlinear oscillator by the method of harmonic balance

H. Hu, H. Hu, 2006 .

OSCILLATIONS IN AN x(2m+2)/(2n+1) POTENTIAL

H. Hu, Z.-G. Xiong, 2003 .

A classical iteration procedure valid for certain strongly nonlinear oscillators

J. H. Tang, H. Hu, J. H. Tang, 2007 .

Solution of a Duffing-harmonic oscillator by the method of harmonic balance

J. H. Tang, H. Hu, J. H. Tang, 2006 .