The current endeavor scrutinizes the flow of tangent hyperbolic fluid over a moving stretched surface. The characteristics of heat transfer are conferred by utilizing nonlinear radiation. Further features of mass transfer are characterized with activation energy. The problem is modeled in terms boundary layer equations by implementing the relative laws. The independent variables in the governing equations through suitable transformations are reduced which are further tackled numerically via RKF-45 technique. Several physical parameters are varied in order to evaluate the behaviors of velocity, temperature and concentration distributions. It is established that higher values of We parameter increases the velocity profile. Further it is obtained that rate of heat transfer enhances as N_r parameter increases.

当前的努力仔细检查了切线双曲线流体在运动的拉伸表面上的流动。利用非线性辐射赋予传热特性。传质的其他特征以活化能为特征。通过实施相对定律，可以用边界层方程式对问题进行建模。通过适当的变换减少了控制方程中的自变量，并通过RKF-45技术对其进行了数值处理。为了评估速度，温度和浓度分布的行为，需要更改几个物理参数。已经确定，较高的We参数值会增加速度分布。此外，可以得出传热速率随着N _r的增加而提高 参数增加。