The interest in improving the industrial and engineering working fluid for optimal productivity inspired studies on various fluid materials. Cauchy stress tensor fluids with suitable non-Newtonian rheological properties will enhance industrial fluids. Thus, Eyring-Powell fluid with applicable properties serves as a platform to promote engineering base fluid materials. As such, this study examines tiny particle thermal radiation and propagation in binary reactive Eyring-Powell with generalized Arrhenius kinetics fluid. A theoretical partial derivative boundary value model is developed and transformed into an applicable invariant model via similarity quantities. A Chebyshev collocation method is adopted to solve the model, and the outcomes quantitatively and qualitatively agree with the existing ones. The impact of fluidic terms on the Newtonian and non-Newtonian fluid cases is investigated, and the tiny particle propagation in the Eyring-Powell binary reactive fluid is enhanced with rising thermal radiation.

中文翻译：

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磁化艾林-鲍威尔二元反应流体中微小粒子的热辐射和传播与广义阿伦尼乌斯动力学

对改进工业和工程工作流体以实现最佳生产率的兴趣激发了对各种流体材料的研究。具有合适的非牛顿流变特性的柯西应力张量流体将增强工业流体。因此，具有适用性能的艾林-鲍威尔流体可以作为推广工程基础流体材料的平台。因此，本研究利用广义阿伦尼乌斯动力学流体研究了二元反应艾林-鲍威尔中微小粒子的热辐射和传播。开发了理论偏导数边值模型，并通过相似量将其转化为适用的不变模型。采用切比雪夫配置法对模型进行求解，结果在数量和质量上与现有结果一致。研究了流体项对牛顿和非牛顿流体情况的影响，并且艾林-鲍威尔二元反应流体中的微小颗粒传播随着热辐射的上升而增强。