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homoclinic orbit in a lienard type system
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نویسنده
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kasbi gharahasanlou tohid ,roomi vahid
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منبع
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هفتمين سمينار آناليز تابعي و كابردهاي آن - 1401 - دوره : 7 - هفتمین سمینار آنالیز تابعی و کابردهای آن - کد همایش: 01220-10879 - صفحه:0 -0
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چکیده
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The object of this paper is to study the existence of an important orbit in a generalized lienard type system. this trajectory is doubly asymptotic to an equilibrium solution, i.e., an orbit which lies in the intersection of the stable and unstable manifolds of a critical point. such an orbit is called a homoclinic orbit.
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کلیدواژه
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lienard system ,homoclinic orbit ,planar system ,dynamical systems.
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آدرس
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, iran, , iran
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Authors
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