numerical implementation of voigt and maxwell models for simulation of waves in the ground

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ID: 188416
2014
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Abstract
A lot of papers have been dedicated to simulation of dynamic processes in soil and underground structures. For example, some authors considered wave distribution in underground water pipes for creation of vibration monitoring system, others considered theoretical and algorithm aspects of efficient implementation of realistic seismic wave attenuation due to viscosity development with the help of Finite Difference Method, etc. The paper describes the numerical simulation, designed for simulation of the stress-strain state in the ground subjected to wave processes. We consider the ground with a concrete structure immersed in. The purpose of the work is the description of small vibrations in hard soil, which can nevertheless make undesirable impact on the objects in the ground or on the surface. Explicit Wilkins type scheme is used for time integration. It has proven to be successful, including the use in a well-known LS-DYNA code. As a result we created our own computer code based on the finite element method (FEM). An example of its practical usage is given.
Reference Key
vladimirovich2014vestniknumerical Use this key to autocite in the manuscript while using SciMatic Manuscript Manager or Thesis Manager
Authors ;Sheshenin Sergey Vladimirovich;Zakalyukina Irina Mikhaylovna;Koval’ Sergey Vsevolodovich
Journal PsyCh journal
Year 2014
DOI
DOI not found
URL
http://vestnikmgsu.ru/files/archive/issues/2014/11/ru/8.pdf
Keywords
modeling maxwell model finite elements waves

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