Analysis of Velocity Distribution in Pulsating Turbulent Pipe Flow with Time-Dependent Friction Velocity
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概要
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Fundamental equation for pulsating turbulent flow in a circular tube, in which the Reynolds stress is described in terms of eddy viscosity expressed with friction velocity, is approximated by a finite difference equation. Numerical solutions of the cross-sectional velocity distributions are obtained in two cases of time-dependent friction velocity and of time-independent one. It is shown numerically or experimentally that for very low frequencies the flow is in quasi-steady state. At low frequencies, only the results of the analysis with time-dependent friction velocity agree well with the experimental results. At high frequencies, the results of the analysis with time-dependent friction velocity agree with those those with time-independent one, and both of them coincide with the experimental results.
- 一般社団法人日本機械学会の論文
著者
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Usui Tateo
Faculty Of Engineering Osaka University
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Ohmi M
Teikyo Univ. Utsunomiya Jpn
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KYOMEN Susumu
Kure National College of Technology
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OHMI Munekazu
Professor, Faculty of Engineering, Osaka University
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KYOMEN Susumu
Lecturer, Kure Technical College
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USUI Tateo
Assistant, Faculty of Engineering, Osaka University
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