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Novel Power Law of Turbulent Spectrum
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作者 Chusak Osonphasop takeo r. m. nakagawa 《Open Journal of Fluid Dynamics》 2014年第2期140-153,共14页
This paper is concerned with novel power law of turbulent energy spectrum and the relevant experiment in tidal current. The power law in the inertial sub-range has been proposed in such a way that the power of the one... This paper is concerned with novel power law of turbulent energy spectrum and the relevant experiment in tidal current. The power law in the inertial sub-range has been proposed in such a way that the power of the one-dimensional turbulent energy spectrum varies from 0 to -2 approximately, but it is accompanying the small oscillation with increasing the wave number. The well-known Kolmogorov -5/3 power law is merely one facet, to appear within the present proposed novel power law. The turbulent energy spectra (Su, Sv, Sw) in x-, y-and z-directions, respectively oscillate with the wave number. It is found that the turbulent in the tidal currents is three dimensional, and the intermittence of momentum transport is a predominant and characteristic feature in tidal current. 展开更多
关键词 Energy SPECTRUM KINETIC Theory TIDAL Current INERTIAL Sub-Range TURBULENCE Measurement Power Law
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An Iteration Method to Solve the Boundary Layer Flow past a Flat Plate
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作者 Ken-ichi Kusukawa Shigeaki Suwa takeo r. m. nakagawa 《Journal of Applied Mathematics and Physics》 2014年第4期35-40,共6页
An iteration method similar to the thin-wing-expansion method for the compressible flow has been proposed to solve the boundary layer flow past a flat plate. Using such an iteration, the first step of which is Oseen’... An iteration method similar to the thin-wing-expansion method for the compressible flow has been proposed to solve the boundary layer flow past a flat plate. Using such an iteration, the first step of which is Oseen’s approximation, the boundary layer past a flat plate is studied. As proceeding from the first approximation to the second and third approximations, it is realized that our solution approaches to a well known Howarth’s bench mark one gradually. Hence, it is concluded that the usefulness of the present method has been confirmed. 展开更多
关键词 Boundary Layer Flow Mathematical Analysis ITERATION Method APPROXIMATE Solution NAVIER-STOKES Equation
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