Results 171 to 180 of about 173,061 (233)
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Unsteady viscometric flow

The Canadian Journal of Chemical Engineering, 1973
AbstractPoncin's Navier‐Stokes solution for the falling head viscometer is obtained more directly by a Laplace transform method. Approximations which facilitate numerical evaluation are derived and Grumbach's result for an infinite capillary is obtained as a limiting case.
J. R. Smith, E. M. Tory
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Unsteady Flow

2009
Abstract This chapter focuses on one-dimensional flows and is concerned with changes in the downstream direction only. In general, the average downstream velocity, U, is a function of space (downstream location, X) and time, t, that is,
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Unsteady Couette granular flows

Physics of Fluids, 1997
Unsteady Couette granular flows are investigated both theoretically and by the means of the discrete element method (DEM). Theoretical formulation of the problem is based on the kinetic theory for smooth, nearly elastic particles. The resulting boundary value problem is solved numerically for two particular types of flows: (a) transient Couette flows ...
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Unsteady flow volumes

Proceedings Visualization '95, 2002
Flow volumes are extended for use in unsteady (time-dependent) flows. The resulting unsteady flow volumes are the 3 dimensional analog of streamlines. There are few examples where methods other than particle tracing have been used to visualize time varying flows.
Becker, B.G., Lane, D.A., Max, N.L.
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Steady and unsteady transonic flow

16th Aerospace Sciences Meeting, 1978
An investigation of the transonic flow over a circular arc airfoil was conducted to obtain basic information for turbulence modeling of shock-induced separated flows and to verify numerical computer codes which are being developed to simulate such flows. The investigation included the employment of a laser velocimeter to obtain data concerning the mean
H. L. Seegmiller   +2 more
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Unsteady Flows in an Unsteady Environment

The Physics of Fluids, 1965
This theoretical study treats flows behind a shock or sound wavefront propagating into an environment which is itself allowed to be undergoing some generally unsteady (i.e., nonstationary, nonuniform, and thus nonisentropic) motion. Interest is with centrally symmetric geometries. Considerations regarding self-similarity are investigated and conditions
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Unsteady Supercavitating Flow Past Cones

Journal of Hydrodynamics, 2006
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Hu, Chao   +3 more
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