Linear approximation for equations of motion of vibrating membrane with one parameter
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概要
- 論文の詳細を見る
This article treats a one parameter family of equations of motion of vibrating membrane whose energy functionals converge to the Dirichlet integral as the parameter $\varepsilon$ tends to zero. It is proved that both weak solutions satisfying energy inequality and generalized minimizing movements converge to a unique solution to the d’Alembert equation.
- Mathematical Society of Japanの論文
- 2008-01-01
著者
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Kikuchi Koji
Department Of Applied Mathematics Faculty Of Engineering Shizuoka University
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Kikuchi Koji
Department of Applied Mathematics at Ohya Faculty of Engineering Shizuoka University
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