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From the finite element analysis to the isogeometric analysis in an object oriented computing environment

机译:面向对象计算环境中的从有限元分析到等几何分析

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摘要

During the last decades, the finite element method has become the most powerful tool for structural analysis massively used in practical engineering. However, recently the isogeometric analysis has been introduced as a viable alternative to the standard, polynomial-based finite element analysis. Moreover, it has been shown that it may outperform the classical finite element method in many aspects. This paper presents how the isogeometric analysis can be integrated within an object oriented finite element environment. The class hierarchy and corresponding methods are designed in such a way, that most of the existing functionality of the finite element code is reused. The missing data and algorithms are developed and implemented in such a way that the object oriented features, such as modularity, extensibility, maintainability, and robustness, are fully retained. The performance of the implemented isogeometric analysis methodology is presented on two- and three-dimensional examples.
机译:在过去的几十年中,有限元方法已成为在实际工程中大量使用的结构分析的最强大工具。但是,最近引入了等几何分析作为标准的基于多项式的有限元分析的可行替代方法。而且,已经显示出它可以在许多方面优于经典的有限元方法。本文介绍了如何将等几何分析集成到面向对象的有限元环境中。以这样一种方式设计类层次结构和相应的方法,即可以重用有限元代码的大多数现有功能。缺少的数据和算法的开发和实施方式可以完全保留面向对象的功能,例如模块化,可扩展性,可维护性和鲁棒性。在二维和三维示例中介绍了已实现的等几何分析方法的性能。

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