Publication detail
New mathematical model of continuum mechanics
POCHYLÝ, F. FIALOVÁ, S. KRUTIL, J.
Czech title
Nový matematický model mechaniky kontinua
English title
New mathematical model of continuum mechanics
Type
conference paper
Language
en
Original abstract
This paper presents a variant of a mathematical model of continuum mechanics. Adaptation of the model is focused on unsteady term. The solution is based on the assumption of zero value of the divergence vector, which can have a different physical meaning.
Czech abstract
Článek popisuje variantu matematického modelu mechaniky kontinua. Použití je zaměřeno na nestacionární člen. Řešení je založeno na předpokladu nulové hodnoty vektoru divergence, který může mít různou fyzikální podstatu.
English abstract
This paper presents a variant of a mathematical model of continuum mechanics. Adaptation of the model is focused on unsteady term. The solution is based on the assumption of zero value of the divergence vector, which can have a different physical meaning.
Keywords in Czech
mechanika kontinua, Maxwellovy rovnice
Keywords in English
operator equation, momentum equation, continuum mechanics, Maxwell equations
RIV year
2013
Released
13.05.2013
Publisher
IT ASCR
Location
Praha
ISBN
978-80-87012-46-8
Book
Engineering mechanics 2013
Edition number
1
Pages from–to
117–118
Pages count
2
BIBTEX
@inproceedings{BUT101049,
author="František {Pochylý} and Simona {Fialová} and Jaroslav {Krutil},
title="New mathematical model of continuum mechanics",
booktitle="Engineering mechanics 2013",
year="2013",
month="May",
pages="117--118",
publisher="IT ASCR",
address="Praha",
isbn="978-80-87012-46-8"
}