Authors

Citation

V. Kovarik, DISTRIBUTIONAL CONCEPT OF THE ELASTIC VISCOELASTIC CORRESPONDENCE PRINCIPLE, Journal of applied mechanics, 62(4), 1995, pp. 847-852

Citations number

10

Language

INGLESE

art.tipo

Article

Categorie Soggetti

Mechanics

Journal title

ISSN journal

0021-8936

Volume

62

Issue

4

Year of publication

1995

Pages

847 - 852

Database

ISI

SICI code

0021-8936(1995)62:4<847:DCOTEV>2.0.ZU;2-C

Abstract

Distribution concept of physical variables in viscoelasticity theory e
nables to represent the stress-strain relations in the form of convolu
tion equations, that is algebraic equations in the convolution algebra
of right-sided distributions. These equations can be handled in much
the same way that one handles matrix equations. Distributional corresp
ondence principle is formulated as a transition process from the algeb
ra of numbers (elastic solution) to the convolution algebra of distrib
utions (viscoelastic solution). Corresponding elements and operations,
respectively, in both algebras are established. Applications to a wid
e class of problems of the plate and shell theory are shown.