Perturbed Motion of a Simple Pendulum

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概要

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• Nonlinear oscillation described by the equation, ,i-F-sin,v-l-(e.-F-e.cos,v),N=0, isconsidered. By applying Hori's general perturbation theory for non-canonicalsystem, a necessary condition for the existence of limit cycles is given in terms of e.and z., and analytical expressions for limit cycles are obtained up to the first order.The analytical approximate solutions arc compared with numerical solutions andsatisfactory agreement between them is observed.

• 社団法人日本物理学会の論文
• 1988-04-15

著者

• INOUE Kenji

  National Aerospace Laboratory

関連論文

• Second Approximation to the Laminar Boundary-Layer Flow over a Parabola
• Motion of Fluid Particles in Perturbed Shear Flows
• Perturbed Motion of a Simple Pendulum

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