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首页> 外文期刊>American Journal of Mathematical Analysis >Numerical Solution of Fractional Bioheat Equation with Constant and Sinusoidal Heat Flux Condition on Skin Tissue
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Numerical Solution of Fractional Bioheat Equation with Constant and Sinusoidal Heat Flux Condition on Skin Tissue

机译:具有恒定和正弦热通量条件的皮肤组织分数生物热方程的数值解

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Heat transfer in skin tissue is an area of interest for medical sciences. In this paper we intend to study fractional bioheat equation for heat transfer in skin tissue with constant and sinusoidal heat flux condition on skin surface. Numerical solutions are obtained by implicit finite difference method. We study the effect of anomalous diffusion in skin tissue and compare it with normal diffusion, with constant and sinusoidal heat flux. This study intends to find the temperature profiles for different order fractional bioheat equations.
机译:皮肤组织中的热传递是医学界关注的领域。在本文中,我们打算研究在皮肤表面具有恒定和正弦热通量条件的皮肤生物传递分数生物热方程。通过隐式有限差分法获得数值解。我们研究皮肤组织中异常扩散的影响,并将其与正常扩散,恒定和正弦热通量进行比较。这项研究旨在找到不同阶次生物热方程的温度曲线。

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