Browsing by Author "Gülle, A"

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Numerical Solution of Linear Wave Equation With Strong Dissipative Term
(Elsevier Science inc, 2004) Gülle, A
In this study, for the periodic problem with respect to time of wave theory, three level difference scheme is presented. The difference scheme is constructed by the method of integral identities with the use of linear basis function and interpolating quadrature rules with the remainder terms in integral form. Error of difference solution is estimated. The theoretical results are controlled on a numerical example. (C) 2003 Elsevier Inc. All rights reserved.
On the Numerical Solution of Quasilinear Wave Equation with Strong Dissipative Term
(Shanghai Univ, 2004) Gülle, A
The numerical solution for a type of quasilinear wave equation is studied. The three-level difference scheme for quasi-linear waver equation with strong dissipative term is constructed and the convergence is proved. The error of the difference solution is estimated. The theoretical results are controlled on a numerical example.
On the Numerical Solution of Quasilinear Wave Equation With Strong Dissipative Term
(Elsevier Science inc, 2004) Gülle, A
In this study, the periodic on time problem for quasilinear wave equation, three level difference scheme is presented. The difference scheme is constructed by the method of integral identities with the use of linear basis function and interpolating quadrature rules with the remainder terms in integral form. Error of difference solution is estimated. The theoretical results are controlled on a numerical example. (C) 2003 Elsevier Inc. All rights reserved.