Modeling a mechanism of decreasing the drug of a shell of revolution streamlined by a viscous fluid

The problem of determining the shape and parameters of a running wave on the surface of a body of revolution so as to minimize its drag in the streamlining flow of a viscous fluid is considered. The physical effects involved in this method of flow control are analyzed. The possibility of a numerical experiment on the streamlining of a shell of revolution within the framework of a complete set of hydroelasticity equations, including the Navier-Stokes equation and the equations of motion of a linearly elastic shell, is discussed.

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