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Theory of fractional order in generalized thermoelectric MHD

机译:广义热电MHD中的分数阶理论

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摘要

A new mathematical model of thermoelectric MHD theory has been constructed in the con text of a new consideration of heat conduction with fractional orders. This model is applied to Stokes' first problem for a conducting fluid with heat sources. Laplace transforms and state-space techniques [1 ] will be used to obtain the general solution for any set of bound ary conditions. According to the numerical results and its graphs, conclusion about the new theory has been constructed. Some comparisons have been shown in figures to estimate the effects of the fractional order parameters on all the studied fields.
机译:在考虑分数阶热传导的前提下,构建了新的热电MHD理论数学模型。该模型适用于斯托克斯关于带热源传导流体的第一个问题。拉普拉斯变换和状态空间技术[1]将用于获得任何一组边界条件的通用解。根据数值结果及其图表,得出了有关新理论的结论。图中显示了一些比较,以估计分数阶参数对所有研究领域的影响。

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