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https://doi.org/10.1007/s10483-014-1811-7
Copy DOIJournal: Applied Mathematics and Mechanics | Publication Date: Apr 12, 2014 |
Citations: 5 |
For the stability problem of homogeneous shear flows in sea straits of arbitrary cross section, a sufficient condition for stability is derived under the condition of inviscid flow. It is shown that there is a critical wave number, and if the wave number of a normal mode is greater than this critical wave number, the mode is stable.
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