Vol 6 - Landau+Lifschitz - Fluid Mechanics · Problem 54.2

THERMAL CONDUCTION IN FLUIDS

Physics — Landau & Lifshitz · heat-transfer-boundary-layer

Problem

Determine the limiting form of the function f(P)f(\mathrm{P}), in the logarithmic temperature distribution (54.4), for large values of P. The logarithmic temperature distribution is T=(βq/κρcpv∗)[log⁡(yv∗/v)+f(P)]T = (\beta q / \kappa \rho c_p v_*)[\log(y v_*/v) + f(\mathrm{P})] (equation 54.4).

Related theory

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