Titlebook: Virtual Element Methods in Engineering Sciences; Peter Wriggers,Fadi Aldakheel,Blaž Hudobivnik Book 2024 The Editor(s) (if applicable) and

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书目名称Virtual Element Methods in Engineering Sciences网络公开度学科排名




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书目名称Virtual Element Methods in Engineering Sciences被引频次学科排名




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书目名称Virtual Element Methods in Engineering Sciences读者反馈学科排名

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arrhythmic

,VEM Ansatz Functions and Projection for the Poisson Equation, of this method, see Beirão da Veiga et al. (.) and Beirão da Veiga et al. (.). Since Laplace, Poisson and the elasticity equations are of elliptical nature, the ansatz functions defined in the previous chapter can be employed for these scalar valued problems as well.

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Vulvodynia

,Virtual Elements for Elasticity Problems,ld be applied to problems involving two-dimensional linear elastic solids under general loading conditions, see Beirão da Veiga et al. (.). After these first developments and formulations of the new method many follow up contributions appeared. An extension to three-dimensional problems was then pro

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,Virtual Element Formulation for Finite Plasticity,lude path dependency and thus history variables. The treatment of such constitutive models needs a special approach with respect to algorithms and the formulation of the virtual element method. The details will be discussed in the following for the case of three-dimensional von Mises plasticity at f

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Virtual Elements for Thermo-mechanical Problems,wo distinct categories. The first category relates to problems in which the physical domains overlap and coupling occurs via the differential equations of the different physical phenomena. In the second category problems are investigated in which coupling occurs only at the domain interfaces, like i

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Virtual Element Formulation for Contact, contact interface has an influence on the performance of machines, looking for example at friction and wear, or on production processes like metal forming. Therefore it is necessary to capture these effects in predictive numerical simulations during the design.

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