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Numerical and Analytical Investigations of a Stationary Flow past a Self-Propelled Body
Pages 329-340

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From page 329...
... L Senn~tskii Lavrentyev Institute of Hydrodynamics Novosibirsk, USSR Abstract A stationary viscous incompressible liquid flow past a body is considered.
From page 330...
... 5) o and called the problem of momentumless flow past a body in the Stokes approximation .
From page 331...
... However, it is hoped that its solution may be positive for low Reynolds numbers. The solution asymptotics for a classical problem of flow past a body ~ ~ - -elf when Be ~ O to]
From page 332...
... the main terms of velocity field asymptotics in the problem of momentumless flow past a body are characterized by 18 parameters, they are the elements of tensors R and ~ . In an axisymmetrical case the number of these parameters decreases to eight.
From page 333...
... Liquid flows at great distances from self-propelled and non-self-propelled bodies can be significantly different. Let us consider the problems of a stationary flow of a viscous incompressible liquid past self-propelled bodies [21,223.
From page 334...
... . Let us consider the problem of a stationary flow of viscous incompressible liquid past a pair of rotating cylinders (a pair of identical parallel circular cylinders rotating around their axes with opposite angular velocities)
From page 335...
... :253. In accordance with these data, the most energy profitable propelling is realized at u % 1.3.The power which is necessary for this propelling of the cylinders is approximately, 80% of the power required for the propelling of the non-rotating cylinders.
From page 336...
... is the modulus of inflowing flow velocity, ~ is the characteristic value of swirling by the propeller model. Equations (3.1)
From page 337...
... 3.4. The problem of stationary motion of an arbitrary body with a constant velocity is tightly connected with the estimate of the consumption of energy necessary for providing the motion regime under consideration.
From page 338...
... "On stationary solutions of the problem of viscous incompressible liquid flow past a body", Matematicheskii sbornik.
From page 339...
... "Viscous flow in an angular cylindrical tube with flowing through an inner boundary", Problemy dinamiki vyazkoi zhidkosti:Trudy X Vsesoyuznoi konferensii, Novosibirsk, pp.188-191 (1985) , (in Russian)


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