Optimal control over heat transfer during the manufacturing of various significant cylindrical components is vital to achieving a desirable finished product. Insertion of various-shaped nanoparticles provides a promising solution to the problem at hand due to their greater thermal conductivity and unique features. Keeping in view, the present article is an effort to explore the slip flow of hydrogen-oxide $(H_{2}O)$ infused with lamina- and column-shaped tungsten, tin, and titanium nanometer-sized particles over a nonlinear radially stretching surface. The physical model is presented by utilizing the fundamental laws of mass, momentum, and energy conservation. Magnetohydrodynamics, thermal radiation, and viscous dissipation effects are incorporated to provide physically realistic analysis. Utilizing scaling analysis flow governing problem is converted into a set of higher-order nonlinear Ordinary differential equation’s which afterward are tackled numerically. Quantities of practical significance such as surface friction and heat flux are portrayed through bar graphs and are examined physically in a detailed manner. Column shape tungsten nanoparticles offered minimum surface drag with the highest heat transfer rate compared to the other two particles making them an optimal choice in manufacturing cylindrical components as per our study.

在制造各种重要的圆柱形部件期间对热传递进行最佳控制对于获得理想的成品至关重要。由于具有更高的导热性和独特的特性，各种形状的纳米粒子的插入为解决手头的问题提供了有希望的解决方案。有鉴于此，本文旨在探索氧化氢的滑流$(H_2哦)$在非线性径向拉伸表面上注入层状和柱状钨、锡和钛纳米级粒子。物理模型是利用质量、动量和能量守恒的基本定律来呈现的。结合了磁流体动力学、热辐射和粘性耗散效应，以提供物理现实分析。利用标度分析将流控问题转化为一组高阶非线性常微分方程，然后对其进行数值处理。表面摩擦和热通量等具有实际意义的数量通过条形图进行描绘，并以详细的方式进行物理检查。