Analytical and numerical solution of fluid flow between two parallel flat plates and temperature distribution
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Analytical solution on fluid motion equations according to nonlinear equations of flow is an interesting subject for research. In this paper we have studied laminar flow between two parallel flat plates with different temperatures (Poiseuille flow) by the equation y= ±h .The flow has been considered as two dimensional, incompressible,unsteady and heat transfer is an exponential function of time, assumed as [수식]. It is also assumed that [수식], the rate of heat produced in unit volume and the temperature of the boundary walls is a function of time.
Abstract
Analytical solution on fluid motion equations according to nonlinear equations of flow is an interesting subject for research. In this paper we have studied laminar flow between two parallel flat plates with different temperatures (Poiseuille flow) by the equation y= ±h .The flow has been considered as two dimensional, incompressible,unsteady and heat transfer is an exponential function of time, assumed as [수식]. It is also assumed that [수식], the rate of heat produced in unit volume and the temperature of the boundary walls is a function of time.
참고문헌 (9)
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