Determine the equilibrium points and their type for the differential equation [ ddot{x}+2 zeta dot{x}-x-epsilon x^{3}=0 ]

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Determine the equilibrium points and their type for the differential equation

\[ \ddot{x}+2 \zeta \dot{x}-x-\epsilon x^{3}=0 \]

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Mechanical Vibrations Theory And Applications

ISBN: 120532

1st Edition

Authors: S. GRAHAM KELLY

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Question Posted: Apr 28, 2024 05:02 AM

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Determine the equilibrium points and their type for the differential equation \[ \ddot{x}+2 \zeta \dot{x}+x+\epsilon x^{2}=0 \]
Determine the equilibrium points and their type for the differential equation \[ \ddot{x}+2 \zeta \dot{x}-x+\epsilon x^{3}=0 \]
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Determine the equilibrium points and their type for the differential equation [ ddot{x}+2 zeta dot{x}-x-epsilon x^{3}=0 ]

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Mechanical Vibrations Theory And Applications

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