Investigating the effect of volume fraction, Reynolds number and dilation rate of permeable wall of vessel on the heat transfer flow of gold/copper nanofluid of blood using the Adomian decomposition method

In this paper, the effects of volume fraction, Reynolds number and dilation rate on the permeable walls of the vessel in the gold-copper-nanofluid heat transfer model in two-dimensional of blood are investigated. For this purpose, we consider blood as the base fluid in which units of gold or copper nanoparticles are injected. The mathematical model of this phenomenon is in the form of nonlinear ordinary differential equation of the fourth order. In this paper, the Adomian decomposition method is used to numerically solve this nonlinear model with boundary conditions. Comparing the numerical solutions obtained from the Adomian decomposition method with the analytical solutions obtained from the homotopy analysis method (HAM), shows that the numerical and analytical solutions are in good agreement. Also, according to the obtained results, it can be understood that with increasing the number of gold-copper nanoparticles in the base fluid, what will be the thermal properties.