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- W2082656309 abstract "The nonlinear decay of a disturbance is calculated by an iterative solution to the Navier-Stokes equations. The general expressions obtained for successive approximations are suitable for machine computations, within the limitations of the computer capacity. For the initial condition a three-dimensional cosine distribution with two harmonic terms is assumed. The nonlinear interaction of these harmonic terms then produces new harmonics. As the iteration process proceeds, a large number of harmonics, at wave numbers higher or lower than, or the same as the original ones, are generated. This process appears to be similar to that occurring in the early stages of the development of turbulence by flow through a grid." @default.
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- W2082656309 modified "2023-09-28" @default.
- W2082656309 title "Nonlinear decay of a disturbance in an unbounded viscous fluid" @default.
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- W2082656309 doi "https://doi.org/10.1007/bf00411623" @default.
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