基于有限元理论的路基节理非线性分析

L. Yin, M. Kuang
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引用次数: 0

摘要

基于映射无限元原理,提出了一种求解路基接缝材料非线性问题的有限元与映射无限元耦合模型。通过组织庞大的非线性程序,将映射无穷元的应用扩展到节理非线性研究领域。研究表明,与普通有限元相比,有限映射无限单元耦合系统可以有效地减小计算机的规模,提高计算精度和效率。同时也证明了该模型的经济性。
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Nonlinear Analysis of Joint in Roadbed Based on Infinite Element Theory
Based on the mapping infinite element principle,a coupling model of finite element and mapping infinite element is presented to solve materially nonlinear problem of joint in the roadbed.By organizing the huge nonlinear program,the application of mapping infinite element is extended to the field of nonlinear in joints research.The research shows that,in comparison with the common finite element,the finite-mapping infinite element coupling system can effectively reduce the computer's scale,improve the computational accuracy and efficiency.Meanwhile the model is showed to be very economical.
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