Energy Barrier Reduction Inside the Significant Bounded Spinning Motion of Electrically Conducted Nonlinear Shear-Thinning Materials

Abstract

Prediction of reaction outcomes, catalysis design, and optimization process of chemical reactions are the main applications of activation energy and binary chemical reactions. In particular, sufficient energy provision is essential for many practical uses, including food processing, lubrication processes, design optimization in engineering, and medical treatments. Ensuring the maximization of heat and mass flows is the primary challenge in material processing. However, the current study is specifically associated with the exploration of activation energy, Newtonian heating, binary chemical reaction, and magnetic force. Moreover, the swirling motion of the shear-thinning materials like blood and ketchup is significantly affected by the inclusion of the mentioned physical and chemical impacts. The new mathematical equations are formulated by using the low Reynolds concept. An improved version of the collocation method is used to approximate the nonlinear mathematical equations. Every novel conduct is analyzed by plotting the swirling speed of the material, and where an enhancement in the behavior is determined by the higher time duration, and the same is reduced by magnetic forces. An effective decline in the pressure inside the boundary layer for a longer time duration is noted. Eckert number optimized the thermal distribution, and at the same time, the mass distribution declined due to higher activation energy. The limiting test for the method validation is used to justify the method’s applicability.