Wave equation with Dirichlet boundary conditions

Kocaleva, Mirjana and Zlatanovska, Biljana and Stojanova, Aleksandra and Stojkovic, Natasa and Gicev, Vlado (2017) Wave equation with Dirichlet boundary conditions. In: ITRO 2017, 22 June 2017, Zrenjanin, Serbia.

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Partial differential equations derived from relationship between different physical and geometric problems where the function depends on two or more independent variables. Hyperbolic equations are a type of partial differential equations. In this paper, we consider the wave equation as a special form of hyperbolic equations. In addition, we are using computer simulation of the wave propagation on a specific numerical model occurring due to Dirichlet boundary conditions. We used formulation of the wave equation via the velocities, strains, and stresses. For simulation, we are using FORTRAN programming language.

Item Type: Conference or Workshop Item (Speech)
Subjects: Natural sciences > Computer and information sciences
Natural sciences > Matematics
Divisions: Faculty of Computer Science
Depositing User: Mirjana Kocaleva
Date Deposited: 12 Sep 2017 07:09
Last Modified: 12 Sep 2017 07:09
URI: http://eprints.ugd.edu.mk/id/eprint/18208

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