FLUID MOVEMENT AND THERMAL ENERGY MECHANISMS IN A PLATE HEAT TRANSFER: A MATHEMATICAL MODEL

摘要

The elliptical and hyperbolic mathematical models based on boundary conditions are usually unfamiliar in a closed-form in the experimental measurements of the differential equation that resolve fluid and heat transesterification. To obtain approximate results of an equation system, the boundary condition of equations is needed. When a system of equations is used to estimate two-dimensional stationary problems, the most simple two-dimensional method of estimation is recommended.