Isogeometric Analysis: Toward Integration of CAD and FEA
Isogeometric Analysis: Toward Integration of CAD and FEA
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DOI：
10.1002/9780470749081
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发表时间：
2009-09
期刊：
影响因子：
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通讯作者：
J. Cottrell;Thomas J. R. Hughes;Y. Bazilevs
中科院分区：
文献类型：
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作者：
J. Cottrell;Thomas J. R. Hughes;Y. Bazilevs
作者是等距分析的创始人，是优秀的科学家和优秀的教育家。这是非常原创的。没有其他关于这个主题的书。仁德·博斯特，埃因霍温理工大学，由该领域的领先专家撰写，并始终具有完全集成的颜色，等轴测分析为计算机辅助设计和有限元分析技术的集成提供了一个开创性的解决方案。Tom Hughes和他的研究人员Austin Cottrell和Yuri Bazilevs提出了他们开创性的等距方法，旨在使用精确的NURBS几何在有限元分析应用中集成CAD和FEA两种技术。这项技术允许在一个综合阶段对模型进行设计、测试和调整，从而为汽车、船舶和飞机的设计和分析带来革命性的变化。提供了一个系统的方法的主题，作者从一个教程开始介绍等轴测分析的基础，然后推进到一个全面的覆盖在该技术的最新发展。作者就如何在现有的有限元计算机程序中添加等距功能提供了明确的解释，并演示了如何实现和使用该技术。包括详细的编程示例和数据集，以传授对材料的透彻知识和理解。提供了不同应用程序的示例，向读者展示了如何实现等距模型。介绍了CAD/FEA划分的两侧读者介绍了非均匀有理B-Splines(NURBS)基函数
The authors are the originators of isogeometric analysis, are excellent scientists and good educators. It is very original. There is no other book on this topic. Ren de Borst, Eindhoven University of Technology Written by leading experts in the field and featuring fully integrated colour throughout, Isogeometric Analysis provides a groundbreaking solution for the integration of CAD and FEA technologies. Tom Hughes and his researchers, Austin Cottrell and Yuri Bazilevs, present their pioneering isogeometric approach, which aims to integrate the two techniques of CAD and FEA using precise NURBS geometry in the FEA application. This technology offers the potential to revolutionise automobile, ship and airplane design and analysis by allowing models to be designed, tested and adjusted in one integrative stage. Providing a systematic approach to the topic, the authors begin with a tutorial introducing the foundations of Isogeometric Analysis, before advancing to a comprehensive coverage of the most recent developments in the technique. The authors offer a clear explanation as to how to add isogeometric capabilities to existing finite element computer programs, demonstrating how to implement and use the technology. Detailed programming examples and datasets are included to impart a thorough knowledge and understanding of the material. Provides examples of different applications, showing the reader how to implement isogeometric models Addresses readers on both sides of the CAD/FEA divide Describes Non-Uniform Rational B-Splines (NURBS) basis functions