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LARGE EDDY SIMULATION AND SPECTRUM ANALYSIS OF FLOW AROUND TWO SQUARE CYLINDERS ARRANGED SIDE BY SIDE
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作者 魏英杰 朱蒙生 何钟怡 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2004年第8期903-910,共8页
Large eddy simulation cooperated with the second order full extension ETG(Euler-Taylor-Galerkin) finite element method was applied to simulate the flow around two square cylinders arranged side by side at a spacing ra... Large eddy simulation cooperated with the second order full extension ETG(Euler-Taylor-Galerkin) finite element method was applied to simulate the flow around two square cylinders arranged side by side at a spacing ratio of (1.5.) The second order full extension ETG finite element method was developed by Wang and He. By means of Taylor expansion of terms containing time derivative, time derivative is replaced by space derivative. The function of it is equal to introducing an artificial viscosity term. The streamlines of the flow at different moments were obtained. The time history of drag coefficient, lift coefficient and the streamwise velocity on the symmetrical points were presented. Furthermore, the symmetrical problem of the frequency spectrum of flow around two square cylinders arranged side by side were studied by using the spectral analysis technology. The data obtained at the initial stage are excluded in order to avoid the influence of initial condition on the results. The power spectrums of drag coefficient, lift coefficient, the streamwise velocity on the symmetrical points were analyzed respectively. The results show that although the time domain process of dynamic parameters is non-symmetrical, the frequency domain process of them is symmetrical under the symmetrical boundary conditions. 展开更多
关键词 two square cylinders arranged side by side symmetrical flow around body spectrum analysis large eddy simulation ETG finite element drag coefficient lift coefficient
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Effect of Resonance on the Motion of Two Cylindrical Rigid Bodies
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作者 M. R. Hassan Baby Kumari +2 位作者 Md. Aminul Hassan Payal Singh B. K. Sharma 《International Journal of Astronomy and Astrophysics》 2016年第4期555-574,共20页
The effect of resonance on the motion of two cylindrical rigid bodies has been studied in the light of Bhatnagar [1] [2] [3] and under some defined axiomatic restrictions. Here we have calculated variation in Eulerian... The effect of resonance on the motion of two cylindrical rigid bodies has been studied in the light of Bhatnagar [1] [2] [3] and under some defined axiomatic restrictions. Here we have calculated variation in Eulerian angles due to resonance in terms of orbital elements and unperturbed Eulerian angles. 展开更多
关键词 Inertia Ellipsoid Ellipsoids of Revolution symmetrical Bodies Orientation of the Bodies Principal Axes Eulerian Angles Critical Points Perturbations Averaging of Hamiltonian RESONANCE
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