Abstract

An analysis is presented for the exact solution to the problem of thermal-entry-region heat transfer in a circular tube with an arbitrary circumferential wall heat flux, including the effect of axial fluid conduction. The solution is expressed in a power series form; the first 12 eigenvalues and eigenfunctions were obtained numerically. The least squares method was employed to determine the series expansion coefficients for the non-orthogonal system. A simple result is given for heat flux variation in the form q = q av (1 + cos φ) which illustrates the simultaneous influence of circumferential wall heat flux variation and axial fluid conduction on wall temperature and Nusselt number.

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