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Existence and uniform decay for a nonlinear beam equation with nonlinearity of Kirchhoff type in domains with moving boundary

机译：具有运动边界域的具有Kirchhoff型非线性的非线性梁方程的存在性和均匀衰减

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C. A. Raposo; M. L. Santos; J. Ferreira;
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年度 2005
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1. EXISTENCE AND UNIFORM DECAY FOR A NONLINEAR BEAM EQUATION WITH NONLINEARITY OF KIRCHHOFF TYPE IN DOMAINS WITH MOVING BOUNDARY [J] . M. L. SANTOS, J. FERREIRA, C. A. RAPOSO Abstract and applied analysis . 2005,第8期

机译：具运动边界的域中具柯尔霍夫型非线性的非线性梁方程的存在性和一致衰减
2. Existence and uniform decay for a nonlinear beam equation with nonlinearity of Kirchhoff type in domains with moving boundary [J] . M. L.Santos, J.Ferreira, C. A.Raposo Abstract and applied analysis . 2005,第8期

机译：具有运动边界的区域中具有Kirchhoff型非线性的非线性梁方程的存在与一致衰减。
3. Uniform decay for the unilateral problem associated to the Kirchhoff type wave equations with nonlinear boundary damping [J] . Bae JJ Applied mathematics and computation . 2004,第1期

机译：与具有非线性边界阻尼的Kirchhoff型波动方程相关的单边问题的均匀衰减
4. EXISTENCE AND UNIFORM DECAY OF THE WAVE EQUATION WITH NONLINEAR BOUNDARY DAMPING AND BOUNDARY MEMORY SOURCE TERM [C] . Marcelo Moreira Cavalcanti International ISAAC Congress . 2003

机译：非线性边界阻尼和边界存储源术语波方程的存在与均匀衰减
5. AN EXISTENCE ANALYSIS FOR NONLINEAR NON-SELF-ADJOINT BOUNDARY VALUE PROBLEMS OF ORDINARY DIFFERENTIAL EQUATIONS [D] . LOCKER, JOHN STEWART -1

机译：常微分方程的非线性非自伴边值问题的存在性分析
6. Global Existence and Energy Decay Rates for a Kirchhoff-Type Wave Equation with Nonlinear Dissipation [O] . Daewook Kim, Dojin Kim, Keum-Shik Hong, -1

机译：具有非线性耗散的Kirchhoff型波动方程的整体存在和能量衰减率
7. Existence and uniform decay for a nonlinear beam equation with nonlinearity of Kirchhoff type in domains with moving boundary [O] . C. A. Raposo, J. Ferreira, M. L. Santos 2005

机译：具有移动边界域的基尔霍夫非线性非线性梁方程的存在性和均匀衰减

Existence and uniform decay for a nonlinear beam equation with nonlinearity of Kirchhoff type in domains with moving boundary

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