Features of physical distribution processes modeling in continuum-corpuscular computational experiments

Research output

Abstract

The principles of the separation of computational processes in the implementation of direct computational experiments by the direct continuous-corpuscular simulations in continuum mechanics and corpuscular physical spaces. Efficient algorithms for applied problems solving consist when considering a comprehensive architectural features of the computing systems in aggregate with the engineering representation physical entities of simulated processes and phenomena. This studying is devoted to spatial approximation for constructing with numerical algorithms supplement a free polarized interacting corpuscles in simulations processes, which adjacent only with nearest spatial nodes to forming a conjugates cells in the medium of continuous particles.

Original languageEnglish
Pages (from-to)124-129
Number of pages6
JournalCEUR Workshop Proceedings
Volume1787
Publication statusPublished - 1 Jan 2016
Event7th International Conference Distributed Computing and Gridtechnologies in Science and Education, GRID 2016 - Dubna
Duration: 4 Jul 20169 Jul 2016

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Continuum mechanics
Experiments

Scopus subject areas

  • Computer Science(all)

Cite this

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title = "Features of physical distribution processes modeling in continuum-corpuscular computational experiments",
abstract = "The principles of the separation of computational processes in the implementation of direct computational experiments by the direct continuous-corpuscular simulations in continuum mechanics and corpuscular physical spaces. Efficient algorithms for applied problems solving consist when considering a comprehensive architectural features of the computing systems in aggregate with the engineering representation physical entities of simulated processes and phenomena. This studying is devoted to spatial approximation for constructing with numerical algorithms supplement a free polarized interacting corpuscles in simulations processes, which adjacent only with nearest spatial nodes to forming a conjugates cells in the medium of continuous particles.",
keywords = "Algorithm, Computational experiment, Finite volumes, Fluidmechanics, Numerical objects, Polarized corpuscles, Tensor mathematics",
author = "Bogdanov, {A. V.} and Degtyarev, {A. B.} and Khramushin, {V. N.}",
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KW - Finite volumes

KW - Fluidmechanics

KW - Numerical objects

KW - Polarized corpuscles

KW - Tensor mathematics

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