The Fundamental Matrix of the System of Linear Micropolar Elasticity
Jerzy A. Gawinecki
Military University of Technology, Warszawa, PolandGerhard Kirchner
Universität Innsbruck, AustriaJaroslaw Lazuka
Military University of Technology, Warszawa, Poland
Abstract
We construct the fundamental matrix of the system of partial differential operators governing the motion of linear micropolar elastic media in terms of derivatives of distributions which are convolutions of the fundamental solutions to the wave operator, the Klein-Gordon operator and the micropolar operator.
Cite this article
Jerzy A. Gawinecki, Gerhard Kirchner, Jaroslaw Lazuka, The Fundamental Matrix of the System of Linear Micropolar Elasticity. Z. Anal. Anwend. 23 (2004), no. 4, pp. 825–831
DOI 10.4171/ZAA/1226