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用摄动—加权残值联合法求解圆板大挠度问题
引用本文:陈一鸣.用摄动—加权残值联合法求解圆板大挠度问题[J].怀化学院学报,2002,21(5):22-26.
作者姓名:陈一鸣
作者单位:江门市广播电视大学,广东,江门,529000
摘    要:先用正则摄动法求得摄动展开中的各阶函数 ,然后以此函数作为试函数 ,采用加权残值法计算待定系数 ,从而得出其近似解 文中给出了均布荷载作用下周边固支圆板的算例 ,结果表明 ,其结果与摄动解相比具有更高的精度

关 键 词:摄动—加权残值联合法  圆板  大挠度
文章编号:1671-9743(2002)02-0022-05
修稿时间:2002年5月2日

Hybrid Methods of Perturbation- weighted Residual for Large Deflection of Circular
CHEN Yi-ming.Hybrid Methods of Perturbation- weighted Residual for Large Deflection of Circular[J].Journal of Huaihua University,2002,21(5):22-26.
Authors:CHEN Yi-ming
Abstract:A hybrid perturbation - weighted residual method is proposed for large deflection of circular in this paper. First, an orthogonal method is used to calculate get the perturbation into a series of functions. Then, a weighted residual method is applied to compute the coefficients of the function series, and thus to obtain the approximate solution. Finally, an example of a round supported circular under uniform load is given in this paper. The example shows that the solution is more accurate than that of the perturbation method.
Keywords:hybrid perturbation - weighted residual method  circular  large deflection
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