The dynamics of heat transfer in a turbulent pipe flow, part 2
Abstract
The general differential equation resulting from the energy equation for temperature distribution in a turbulent pipe flow is solved. The solution is split into several systems, leading to a general solution of heat transfer. The power series coefficient (Cv) functions are determined. The general differential equation is solved for n = 1 and 2. Calculations are made for Ln and Mn (power series coefficients) for n 2. The multiplication of two and three polynomials is discussed as well as the complete determination of the first and second system of the solution.
 Publication:

Unknown
 Pub Date:
 July 1985
 Bibcode:
 1985dhtt.rept.....S
 Keywords:

 Differential Equations;
 Laplace Transformation;
 Pipe Flow;
 Temperature Distribution;
 Heat Transfer;
 Mathematical Models;
 Power Series;
 Thermodynamics;
 Turbulent Flow;
 Fluid Mechanics and Heat Transfer