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- W2084415727 abstract "Abstract This paper proposes a novel formulation for the analysis of forced convection heat transfer from both a concentrated thermal source and a uniformly distributed thermal source. The illustrative examples are the wedges of various configurations with dual thermal sources; namely, each of the wedges is imposed with uniform‐flux on the surface and embedded with a line source at the leading edge. By introducing a parameter of relative source strength ξ and a dimensionless temperature based on the two characteristic temperature of the sources, a nonsimilar boundary‐layer energy equation is obtained. The nonsimilar energy equation is readily reducible to the self‐similar equations of adiabatic wedge plumes for ξ=0, and to those of uniform‐flux wedges for ξ=1. Numerical solutions are obtained by employing an effective numerical scheme which has been developed for nonsimilar plumes subject to an integral equation of flux conservation condition. Results are presented for the cases of flat plate, right angle..." @default.
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- W2084415727 date "1987-09-01" @default.
- W2084415727 modified "2023-09-27" @default.
- W2084415727 title "Forced convection heat transfer from concentrated and distributed thermal sources" @default.
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- W2084415727 doi "https://doi.org/10.1080/02533839.1987.9677027" @default.
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