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Titlebook: Analytical Methods in Anisotropic Elasticity; with Symbolic Comput Omri Rand,Vladimir Rovenski Textbook 2005 Birkhäuser Boston 2005 Analysi

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期刊全称Analytical Methods in Anisotropic Elasticity
期刊简称with Symbolic Comput
影响因子2023Omri Rand,Vladimir Rovenski
视频video
发行地址Comprehensive textbook/reference applies mathematical methods and modern symbolic computational tools to anisotropic elasticity.Presents unified approach to a vast diversity of structural models.State
图书封面Titlebook: Analytical Methods in Anisotropic Elasticity; with Symbolic Comput Omri Rand,Vladimir Rovenski Textbook 2005 Birkhäuser Boston 2005 Analysi
影响因子Prior to the computer era, analytical methods in elasticity had already been developed and - proved up to impressive levels. Relevant mathematical techniques were extensively exploited, contributing signi?cantly to the understanding of physical phenomena. In recent decades, - merical computerized techniques have been re?ned and modernized, and have reached high levels of capabilities, standardization and automation. This trend, accompanied by convenient and high resolution graphical visualization capability, has made analytical methods less attr- tive, and the amount of effort devoted to them has become substantially smaller. Yet, with some tenacity, the tremendous advances in computerized tools have yielded various mature programs for symbolic manipulation. Such tools have revived many abandoned analytical methodologies by easing the tedious effort that was previously required, and by providing additional capab- ities to perform complex derivation processes that were once considered impractical. Generally speaking, it is well recognized that analytical solutions should be applied to re- tively simple problems, while numerical techniques may handle more complex cases. However, it i
Pindex Textbook 2005
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https://doi.org/10.1007/978-3-531-90430-6tions. In particular, these methods will be useful for the anisotropic beam analyses presented in subsequent chapters. Nevertheless, the same methods are beneficial for many other applications such as the analysis of plates, see S.3.5, or the analysis of anisotropic foundations discussed, for example, by (Muravskii, 2001).
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Plane Deformation Analysis,esents them in a uniform mathematical format. The associated . (BVPs) are classified and reduced to certain types, which are commonly expressed using the ., the . and the third-order differential operators.
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Diskursstrategien im RechtspopulismusThis chapter is devoted to fundamental issues in anisotropic elasticity that should be defined and reviewed before specific problems are tackled. Hence, the main purpose of this chapter is to provide a common and general background and terminology that will allow further development of analytical tools.
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