The following information was submitted:
Transactions: NUMERICAL SCHEMES AND METHODS IN SCIENCE AND ENGINEERING
Transactions ID Number: 10-197
Full Name: Andrey Kuleshov
Position: Professor
Age: ON
Sex: Male
Address: 4-A, Miusskaya sq., Moscow, 125047
Country: RUSSIA
Tel: +7 499 791 2822
Tel prefix:
Fax: +7 499 972 0723
E-mail address: andrew_kuleshov@mail.ru
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Title of the Paper: Reduction method with finite-difference approximation for the model of small transverse vibrations in thin elastic plates and some applications
Authors as they appear in the Paper:
Email addresses of all the authors: andrew_kuleshov@mail.ru
Number of paper pages: 10
Abstract: The problem of small transverse vibrations in a thin elastic plate of variable thickness with a bending moment and a shearing force on the plate contour is considered. The elaborated numerical method for the problem solution is described. It is based on a reduction of the initial partial differential equation to a system of equations with the first-order time derivatives. The results of numerical simulation for the problem of floating ice vibrations caused by moving loads are discussed.
Keywords: Thin elastic plate, Transverse vibrations, Numerical method and applications
EXTENSION of the file: .doc
Special (Invited) Session: Reduction method with finite-difference approximation for the model of small transverse vibrations in thin elastic plates
Organizer of the Session: 646-135
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