Abstract This study deals with the entropy generation in magnetized blood flow through a channel. The blood is modeled as a non-Newtonian fluid that circulates by a uniform peristaltic wave with slip at the boundaries. An inertia free flow is considered using an approximation of the long-wavelength peristaltic wave. The governing equations of the flow are formulated and numerically solved using computational software to identify the characteristics of this non-uniform and time-dependent flow system. In addition, several closed-form solutions of the problem are explicitly presented.

中文翻译：

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在滑动条件下通过有限波浪通道的磁化血流的熵生成

摘要 本研究涉及流经通道的磁化血流中的熵产生。血液被建模为非牛顿流体，它通过均匀的蠕动波在边界处滑动。使用长波长蠕动波的近似值来考虑惯性自由流。流动的控制方程被制定并使用计算软件进行数值求解，以识别这种非均匀和时间相关的流动系统的特征。此外，明确提出了该问题的几个封闭形式的解决方案。