Application of Hamiltonian system for two-dimensional transversely isotropic piezoelectric media

顾佥; 徐新生; 梁以德

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Application of Hamiltonian system for two-dimensional transversely isotropic piezoelectric media

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This paper presents a symplectic method for two-dimensional transversely isotropic piezoelectric media with the aid of Hamiltonian system. A symplectic system is established directly by introducing dual variables and a complete space of eigensolutions is obtained. The solutions of the problem can be expressed by eigensolutions. Some solutions, which are local and are neglected usually by Saint Venant principle, are shown. Curves of non-zero-eigenvalues and their eigensolutions are given by the numerical results.

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《浙江大学学报（英文版）A辑：应用物理与工程》 |2005年第9期|915-921|共7页
作者
顾佥; 徐新生; 梁以德;
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作者单位

State Key Laboratory of Structure Analysis of Industrial Equipment and Department of Engineering Mechanics;

Dalian University of Technology;

Dalian 116024;

China;

State Key Laboratory of Structure Analysis of Industrial Equipment and Department of Engineering Mechanics;

Dalian University of Technology;

Dalian 116024;

China;

Department of Building and Construction;

City University of Hong Kong;

Hong Kong;

China;

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原文格式 PDF
正文语种 chi
中图分类二维问题（平面问题）;
关键词
Hamiltonian系统; 压电介质; 本征解; 偶对法; 二维等方性;

机译：哈密顿系统压电介质;本征解;

Application of Hamiltonian system for two-dimensional transversely isotropic piezoelectric media

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