旋转圆盘上全局不稳定区域螺旋涡的生长

Lee Keunseob, N. Yu, Izawa Seiichiro, F. Yu
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摘要

结果:比较了4例2π/10、2π/70、2π/80、2π/90的方位角域大小。在所有情况下,在计算开始时都引入了短时间的墙-法向随机吸力和吹气。在更宽尺寸2π/10域的计算中,发现70、80和90波数分量都在流场中共存,其中80波数分量比其他两个分量强得多。波数80分量的强度与窄域情况等效。对于70和90的其他两个波数分量,宽域情况下的强度比相应的窄域情况要低得多。将相同的波数分量在宽域和窄域计算中进行比较,没有发现差异,说明每个波数分量由于全局不稳定性而增长。
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Growth of Spiral Vortices in a Globally Unstable Region on a Rotating Disk
Results: Four cases with azimuthal domain sizes of 2π/10, 2π/70, 2π/80 and 2π/90 are compared. In all cases, a short-duration wall-normal random suction and blowing is introduced from the wall at the beginning of the computation. In the computation for the wider size 2π/10 domain, wavenumber components of 70, 80 and 90 are all found to co-exist in the flow field, with the wavenumber 80 component being much stronger than the other two components. The strength of the wavenumber 80 component is equivalent to the narrower domain case. For the other two wavenumber components of 70 and 90, the strengths in the wider domain case are much lower compared to the corresponding narrower domain cases. When the same wavenumber components are compared between the wider and narrower domain computations, no difference can be found, indicating that each wavenumber component grows by the global instability.
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