Quarterly of Applied Mathematics, Volume 3Brown University, Division of Applied Mathematics., 1945 - Mathematics |
Contents
See H Poritsky | 38 |
Pressure flow of a turbulent fluid between two infinite parallel | 52 |
The KármánTsien pressurevolume relation in the twodimen | 106 |
7 other sections not shown
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Common terms and phrases
analytic anomaly applied approximation assumed asymptotic boundary conditions boundary layer boundary value problem calculation coefficients consider constant convergence coordinates corresponding cosh curve defined denote derived determined differential equations disturbance dy(w effect of viscosity evaluated expression finite flow fluid function G. I. TAYLOR G. N. Watson given Heisenberg Hence induced drag infinite integral integral equation inviscid Kármán lifting line linear Math mean velocity distribution method motion non-linear obtained paper parameters plane Poiseuille flow polynomial problem quantities R.T.P. Translation R₁ Rayleigh Rayleigh waves region relation Reynolds number roots satisfied sheet theory shown in Fig sinh solution ẞh stability stress symmetrical theorem tion Tollmien transform triple correlation tube turbulent vanish variable viscosity voltage vorticity wave zero ηθ θα ди ду дх