具有粘性耗散和 MHD 效应的蠕动通道中交叉流体模型的数学建模

H. Sadaf, Z. Asghar, Shagufta Ijaz
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引用次数: 0

摘要

在该分析中,研究了沿壁特性的交叉流体模型。还考虑了磁流体动力对非牛顿模型的影响。采用 MATLAB bvp4c 函数来求解长波长和低雷诺数近似的耦合非线性方程。对粘性耗散现象进行了反思,以讨论流动过程中的能量占有问题。本分析还精确确定了流动的流体速度和流线。通过图表绘制了影响流动物理特性的各种参数,并详细讨论了它们的影响。从结论中可以看出,流动模型参数的影响是巨大的,同时也指出本模型在理解胆囊胆管驱动、胆结石和生物体内血液流动特征方面具有潜在的应用价值,比以前的模型更好。
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Mathematical modeling of Cross‐fluid model in a peristaltic channel with viscous dissipation and MHD effects
In this analysis, Cross‐fluid model along wall properties is investigated. Impact of the magneto‐hydrodynamic on the non‐Newtonian model is also considered. Numerical algorithm MATLAB bvp4c function is adopted for the solution of coupled nonlinear equations along long‐wavelength and low Reynolds number approximations. Viscous dissipation phenomena are counter to discuss the energy possession during flow. Fluid velocity and stream lines for the flow are also precisely determined in this analysis. The various parameters that influence the physical characteristics of flow are plotted through the graph, and their effects are discussed in detail. From the conclusions, the consequence of the flow model parameters is found to be substantial and also noted that the present model has the potential applications to comprehend the bile conduit drive via bladder, gallstones, and blood flow features in living organisms in a much better way than prior.
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