

Solving Some InitialBoundary Value Problems Including NonClassical CAses of Heat Equation By Spectral and Countour Integral Methods





نویسنده

Jahanshahi M. ,Aliev N. ,Jahanshahi F.

منبع

International Journal Of Industrial Mathematics  2017  دوره : 9  شماره : 4  صفحه:359 364



چکیده

In this paper, we consider some initialboundary value problems which contain onedimensional heat equation in nonclassical case. for this problem, we can not use the classical methods such as fourier, laplace transformation and fourierbirkhoff methods. because the eigenvalues of their spectral problems are not strictly and they are repeated or we have no eigenvalue. the presentation of the solution and also satisfying the solution in the given p.d.e and satisfing the given initial and boundary conditions are established by complex analysis theory and countour integral method.

کلیدواژه

InitialBoundary Value Problem ,Laplace Line ,Countor Integral ,Heat Equation.

آدرس

Azarbaijan Shahid Madani University, Department Of Mathematics, ایران, Bakue State University, Department Of Mathematics, Azarbaijan, Azarbaijan Shahid Madani University, Department Of Mathematics, ایران














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