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- W2391063243 abstract "The numerical solution of basic flow in a three-dimensional boundary layer was numerically determined using localized ejection and localized suction.On this basis,the nonlinear spatial evolution processes of a twodimensional unstable disturbance T-S wave were studied,and the 0.004-and 0.0006-velocity localized ejection and suction effects on the nonlinear evolution of the two-dimensional T-S wave and on the growth rate are discussed.Numerical results show that the change in the average flow is a key factor that causes fast growth of the disturbance wave,enhances the instability of flow,enlarges the unstable region of the neutral curve,and adds to the growth rate of the unstable two-dimensional T-S wave.In the process of the evolution,because of the gradual increase of nonlinear interactions,the three-dimensional disturbance velocity and high-frequency harmonics are induced,and the stream wave number and frequency of three-dimensional are the same as those of the two-dimensional disturbance wave.Positive and negative staggering stream vortices and an intense shear layer are formed." @default.
- W2391063243 created "2016-06-24" @default.
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- W2391063243 date "2009-01-01" @default.
- W2391063243 modified "2023-09-23" @default.
- W2391063243 title "Study on evolution of 2D T-S wave in boundary layer with localized ejection and suction" @default.
- W2391063243 hasPublicationYear "2009" @default.
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