This exploration studies the flow of magnetohydrodynamic (MHD) nanofluid amid two extendable rotating disks with carbon nanotubes suspension in the Ethylene glycol ${\left(C{H}_{2}OH\right)}_2$which is taken as base fluid. The flow is affected by Hall current and Cattaneo-Christov (CC) heat flux. The uniqueness of the presented problem is exhibited by the addition of thermal stratification, homogeneous-heterogeneous reactions (HH) and nonlinear thermal radiation. The dimensionless system of differential equations is achieved by engaging the similarity transformations from the envisioned mathematical model in partial differential equations. The solution of the proposed system is obtained by MATLAB software function bvp4c. The articulate discussions accompanied physical scenarios of the graphical illustrations are also given. The validation of the presented model is also considered by comparing with a limiting case of already studied problem. An outclass harmony is achieved here. The results obtained show that escalating thermal stratification will lowers the thermal profile.

这项探索研究了在碳纳米管悬浮在乙二醇中的两个可扩展旋转圆盘中磁流体动力学（MHD）纳米流体的流动 ${（C{H}_2ØH）}_2$作为基础油。流量受霍尔电流和Cattaneo-Christov（CC）热通量的影响。通过添加热分层，均相-非均相反应（HH）和非线性热辐射，可以展示出所提出问题的独特性。微分方程的无量纲系统是通过将预想的数学模型的相似变换引入偏微分方程来实现的。该系统的解决方案是通过MATLAB软件功能bvp4c获得的。还给出了伴随图形说明的物理场景的清晰讨论。通过与已研究问题的极限情况进行比较，还可以考虑对所提出模型的验证。在这里实现了一流的和谐。