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Nonlinear Internal Damping of Wave Equations with Variable Coefficients 被引量:8

Nonlinear Internal Damping of Wave Equations with Variable Coefficients
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摘要 For wave equations with variable coefficients on regions which are not necessarily smooth, we study the energy decay rate when a nonlinear damping is applied on a suitable subrigion. For wave equations with variable coefficients on regions which are not necessarily smooth, we study the energy decay rate when a nonlinear damping is applied on a suitable subrigion.
出处 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2004年第6期1057-1072,共16页 数学学报(英文版)
基金 Supported by the NSFC(Grant No.6174008)
关键词 Wave equations Energy decay rate Nonlinear internal damping Riemannian manifold Wave equations Energy decay rate Nonlinear internal damping Riemannian manifold
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  • 1John E. Prescott, Jan Herring, Pegi Panfely. Leveraging Information for Action: A Look into the Competitive and Business Intelligence Consortium Benchmarking Study[J]. Competitive Intelligence Review. 1998, (1) : 4 - 12.

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