Heat transfer in the case of jet flow past an arbitrarily nonisothermal surface

An analysis is made of the general problem of heat transfer in the case of laminar jet flow of an incompressible fluid past a plane solid surface. An exact analytical solution is obtained by using the method of the parametric integration of the energy equation in the boundary layer. The characteristics of heat transfer in the case of jet flow past arbitrarily nonisothermal bodies are investigated over a wide range of Prandtl numbers; heat transfer coefficients are calculated.