The methods of solving models of heat conduction are described, namely analytical and numerical methods. In the case of numerical methods regards the finite difference method by using GL definition for the fractional time derivative. Implementation of these individual methods was realized in MATLAB. The two libraries of m-functions for the heat conduction model have been created, namely Heat Conduction Toolbox and Fractional Heat Conduction Toolbox.

Filename	Size	Update
FractionalHeatConductionToolbox\bin_coeff.m	764	2015-05-19
FractionalHeatConductionToolbox\FHC_analytical_h.m	4664	2015-05-19
FractionalHeatConductionToolbox\FHC_CrankNicolson_h.m	6755	2015-05-19
FractionalHeatConductionToolbox\FHC_CrankNicolson_nh.m	7767	2015-05-19
FractionalHeatConductionToolbox\FHC_explicit_h.m	4314	2015-05-19
FractionalHeatConductionToolbox\FHC_explicit_nh.m	4789	2015-05-19
FractionalHeatConductionToolbox\FHC_implicit_h.m	5778	2015-05-19
FractionalHeatConductionToolbox\FHC_implicit_nh.m	6388	2015-05-19
FractionalHeatConductionToolbox\FHC_test_h.m	3535	2015-05-19
FractionalHeatConductionToolbox\FHC_test_nh.m	3424	2015-05-19
FractionalHeatConductionToolbox\requireFEXpackage.m	5811	2015-05-19
FractionalHeatConductionToolbox\sum_GL.m	827	2015-05-19
FractionalHeatConductionToolbox	0	2019-07-09

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