[download pdf] Virtual Element Methods in

Virtual Element Methods in Engineering Sciences. Peter Wriggers, Fadi Aldakheel, Blaz Hudobivnik

Virtual-Element-Methods-in.pdf
ISBN: 9783031392542 | 452 pages | 12 Mb

• Virtual Element Methods in Engineering Sciences
• Peter Wriggers, Fadi Aldakheel, Blaz Hudobivnik
• Page: 452
• Format: pdf, ePub, fb2, mobi
• ISBN: 9783031392542
• Publisher: Springer International Publishing

Download Virtual Element Methods in Engineering Sciences

Download of free books online Virtual Element Methods in Engineering Sciences 9783031392542

This book provides a comprehensive treatment of the virtual element method (VEM) for engineering applications, focusing on its application in solid mechanics. Starting with a continuum mechanics background, the book establishes the necessary foundation for understanding the subsequent chapters. It then delves into the VEM's Ansatz functions and projection techniques, both for solids and the Poisson equation, which are fundamental to the method. The book explores the virtual element formulation for elasticity problems, offering insights into its advantages and capabilities. Moving beyond elasticity, the VEM is extended to problems in dynamics, enabling the analysis of dynamic systems with accuracy and efficiency. The book also covers the virtual element formulation for finite plasticity, providing a framework for simulating the behavior of materials undergoing plastic deformation. Furthermore, the VEM is applied to thermo-mechanical problems, where it allows for the investigation of coupled thermal and mechanical effects. The book dedicates a significant portion to the virtual elements for fracture processes, presenting techniques to model and analyze fractures in engineering structures. It also addresses contact problems, showcasing the VEM's effectiveness in dealing with contact phenomena. The virtual element method's versatility is further demonstrated through its application in homogenization, offering a means to understand the effective behavior of composite materials and heterogeneous structures. Finally, the book concludes with the virtual elements for beams and plates, exploring their application in these specific structural elements. Throughout the book, the authors emphasize the advantages of the virtual element method over traditional finite element discretization schemes, highlighting its accuracy, flexibility, and computational efficiency in various engineering contexts.

A mixed virtual element method for nearly incompressible
A new virtual element method is proposed for numerically solving the nearly incompressible linear elasticity problem which involves a Lamé 
[Lecture] Virtual Elements, a Paradigm for Numerical
The Virtual Element Method (VEM) is a recent methodology for the approximation of problems described by partial differential equations. Virtual elements can be 
Virtual Element Formulation for Finite Strain Elastodynamics
It allows meshes with highly irregular shaped elements, including concave shapes. So far the virtual element method has been applied to various engineering 
Virtual Element Methods in Engineering Sciences
This book provides a comprehensive treatment of the virtual element method (VEM) for engineering applications, focusing on its application in solid mechanics.
Virtual Element Methods in Engineering Sciences
This book provides a comprehensive treatment of the virtual element method (VEM) for engineering applications, focusing on its application in solid mechanics.
Virtual Element Methods in Engineering Sciences
This book provides a comprehensive treatment of the virtual element method (VEM) for engineering applications, focusing on its application in solid 

More eBooks:
PDF [Download] Rise Up!: How You Can Join the Fight Against White Supremacy by Crystal Marie Fleming