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- W3039409970 abstract "The problem of incompressible Newtonian fluid streams between two parallel plates which approximate orsymmetrically decreases from each other has been analyzed and numerically analyzed. Through a similaritytransformation, the Navier Stokes equations is turned into an ordinary differential equation. The powerful analysismethods known as the Collocation Method (CM), the Homotopy Disorders Method (HPM), and the HAM were used tosolve nonlinear differential equations.In comparison with a form of numerical analysis, Runge-Kutta numericalmethod has been attempted to show the capabilities and specific applications of the methods proposed as the fourthorder solution for this problem. The pressure and velocity dynamic characteristics of instable laminar and turbulentwakes behind a circular cylinder was numerically investigated and physically analyzed. Such guiding equations aresolved by means of a 2-D finite volume system, based on the velocity pressure formula. The initial mechanism forvortex removal is shown and instable forces of the body are assessed. The turbulent flow is simulated using k-ω andSST turbulence models for Re = 1000 & 3900. These turbulence models also check the capability to measureelevator and drag coefficients. The theoretically obtained drag-and-lift frequencies are well aligned with theexperimental findings." @default.
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- W3039409970 date "2020-01-01" @default.
- W3039409970 modified "2023-09-23" @default.
- W3039409970 title "ANALYSIS OF SOME UNSTEADY PROBLEMS IN FLUID MECHANICS" @default.
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