Authors : E. Mercado, A.M. Marin and R.D. Ortiz
Abstract: In this study, we study the variation of temperature in a fluid with uniform velocity between two parallel planes located at a constant distance that contains certain boundary layer. We study the region outside of boundary layer considering it in one dimension. After this, we study the inner of the boundary layer using certain transformation and a method called combination of variables and it arises in the main term of the expansion, after this we apply the boundary conditions to find the approximate solution of the temperature.
E. Mercado, A.M. Marin and R.D. Ortiz, 2019. Asymptotic Solution for a Temperature Problem with the Fluid of Poiseuille into the Navier-Stokes Equations Applying the Boundary Layer Method. Journal of Engineering and Applied Sciences, 14: 8812-8816.