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Boundary Stabilization of a More General Kirchhoff-Type Beam Equation

Boundary Stabilization of a More General Kirchhoff-Type Beam Equation
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摘要 Simultaneously, considering the viscous effect of material, damping of medium, geometrical nonlinearity, physical nonlinearity, we set up a more general equation of beam subjected to axial force and external load. We prove the existence and uniqueness of global solutions under non-linear boundary conditions which the model is added one damping mechanism at l end. What is more, we also prove the exponential decay property of the energy of above mentioned system. Simultaneously, considering the viscous effect of material, damping of medium, geometrical nonlinearity, physical nonlinearity, we set up a more general equation of beam subjected to axial force and external load. We prove the existence and uniqueness of global solutions under non-linear boundary conditions which the model is added one damping mechanism at l end. What is more, we also prove the exponential decay property of the energy of above mentioned system.
出处 《International Journal of Modern Nonlinear Theory and Application》 2012年第3期97-101,共5页 现代非线性理论与应用(英文)
关键词 Kirchhoff-Type Beam NON-LINEAR Boundary Global Solutions EXPONENTIAL DECAY Kirchhoff-Type Beam Non-Linear Boundary Global Solutions Exponential Decay
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