无限样条边界元及其在结构—地基耦合中的应用<sup>*</sup>

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无限样条边界元及其在结构—地基耦合中的应用^*

基金项目: * 国家自然科学基金资助课题

摘要: 本文基于三维弹性力学问题的Kelvin解在无穷远处的性态,构造了一种无限样条边界元.用半空间地表圆域受均压下的解析解,验证了这类单元良好的计算精度;以它与三维样条边界元相结合,分析了弹性半空间地基板.结果表明,这种模型在分析结构与地基耦合问题上不仅具有普适性而且自由度少,计算精度高.
- 无限样条边界元 /
- 结构与地基耦合问题
Abstract: In view of the infinity behaviors of 3-D Kelvin solution, we constructed an infinite spline boundary element which has fine precision in the analysis of the half space foundation subjected to uniform pressure on the circular domain. We also analysed a square plate resting on elastic half space foundation. The results indicate that this model not only fits for the coupled analysis of foundation and structures but also has the advantage of fewer degrees of freedom and fine precision.
- infinite spline boundary element /
- structure-foundation interaction

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