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期刊论文

The construction of wavelet nite element and its application

何正嘉Xuefeng Chen* Shengjun Yang Junxing Ma Zhengjia He

Finite Elements in Analysis and Design 40(2004)541-554,-0001,():

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摘要/描述

The two-dimensional wavelet nite element (WFE) is constructed, in which the scaling functions of Daubechies wavelets are adopted as trial functions. In order to overcome the integral di:culty caused by lack of the explicit Daubechies scaling function expression, a new and e:cient integral method for stiffness and load matrices is presented. Then the bending characters of a thin plate are studied based on WFE. Numerical tests indicate that the WFE is highly accurate and effective. For engineering application, the internal temperature distribution of office paper used in office machines such as printers and copiers is analyzed by WFE. The results show that WFE has desirable calculation precision while dealing with singularity problems

版权说明:以下全部内容由何正嘉上传于   2006年09月21日 02时54分06秒,版权归本人所有。

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