The heat transfer through the thermal radiation is very significant in many industrial processes, biomedical engineering, technological devices and thermal therapeutic process. These comprise nuclear power plants, propulsion of rockets, missiles, satellites and space vehicles, photochemical reactors, solar collector performance, heat exchangers. The boundary layer flow and the heat transport of dusty liquid over a stretching cylinder are discussed. The impact of nonlinear thermal radiation is explored. Cattaneo–Christov heat flux model is considered to formulate the energy equation. The resulting equations of the physical system are converted into a system of nonlinear ordinary coupled differential equations with the help of suitable similarity transformations and numerically solved by using Runge–Kutta–Fehlberg’s method along with shooting technique. The influence of nondimensional parameters is analyzed and interpreted graphically. The heat transfer rate and local coefficient of skin friction are also calculated for diverse nondimensional constraints and plotted.

中文翻译：

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非线性辐射对具有 Cattaneo-Christov 热通量的拉伸圆柱体上含尘流体流动和传热的影响

通过热辐射的热传递在许多工业过程、生物医学工程、技术设备和热治疗过程中都非常重要。这些包括核电站、火箭、导弹、卫星和航天器的推进、光化学反应堆、太阳能集热器性能、热交换器。讨论了含尘液体在拉伸圆柱体上的边界层流动和热传输。探讨了非线性热辐射的影响。考虑 Cattaneo-Christov 热通量模型来制定能量方程。在适当的相似变换的帮助下，将得到的物理系统方程转换为非线性常耦合微分方程系统，并使用 Runge-Kutta-Fehlberg 方法和射击技术进行数值求解。以图形方式分析和解释无量纲参数的影响。还计算了各种无量纲约束的传热率和局部表皮摩擦系数并绘制出来。