Laboratorium voor Aëro- en Hydrodynamica (Delft)
Gids 1959-1960, 1960-1961
| schema:name | "Laboratorium voor Aëro- en Hydrodynamica (Delft)" |
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"Laboratory for Aero- and Hydrodynamics (Delft)" |
| schema:description | "Gids 1959-1960, 1960-1961" |
| "Ezelsveldlaan 40" | |
| "Gids 1970-1971, 1985-1986, 1987/88" | |
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<https:/ |
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| schema:location |
<https:/ |
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Technische Hogeschool (Delft). Afdeling der Werktuigbouwkunde |
| Technische Universiteit (Delft). Faculteit der Werktuigbouwkunde |
Inverse relations
[ .. ] → schema:contributor → Laboratorium voor Aëro- en Hydrodynamica (Delft)
[ .. ] → schema:author → Laboratorium voor Aëro- en Hydrodynamica (Delft)
A numerical method for solving steady 2D and axisymmetrical viscoelastic flow problems with an application to inertia effects in contraction flows / Martien A. Hulsenschema:ProductModel
A theoretical mofel for core-annular flow of a very viscous oil core and a water annulus through a horizontal pipe / by G. Ooms ... [et al.]schema:ProductModel
Analysis of the equations for viscoelastic flow: type, boundary conditions, and discontinuities / M.A. Hulsenschema:ProductModel
Computations of turbulent flows for industrial and environmental applications / J.C.R. Huntschema:ProductModel
Memory effects in turbulent flows / by P.J.H. Builtjes ; Department of Mechanical Engineering, Delft University of Technologyschema:ProductModel
Modes of bubble growth in the slow-formation regime of nucleate pool boiling / by A.K. Chester ; Department of Mechanical Engineering, Delft University of Technologyschema:ProductModel
On the influence of the exit conditions on the entrainment rate in the development region of a free, round, turbulent jet / by H. Fondse, H. Leijdens and G. Oomsschema:ProductModel
On the suspension mechanism of small heavy particles in a horizontal turbulent boundary layer flow, pipe flow or channel flow / by G. Ooms, F.G.J. Absil ; Laboratory for Aero- and Hydrodynamicsschema:ProductModel
Stromingsleer : voortgezette cursus / door J. O. Hinzeschema:ProductModel
The discontinuous Galerkin method with explicit Runge-Kutta time integration for hyperbolic and parabolic systems with source terms / by Martien A. Hulsenschema:ProductModel
Third-order volterra modeling of ship responses based on regular wave results / by L.J.M. Adegeestschema:ProductModel
Wave propagation in compliant tubes containing a heat-conducting viscous fluid / G.D.C. Kuiken ; Laboratory for Aero- and Hydrodynamicsschema:ProductModel
Wave propagation in initially stressed orthotropic compliant tubes containing a compressible, viscous and heat-conducting fluid / G.D.C. Kuiken ; Laboratory for Aero- and Hydrodynamicsschema:ProductModel
Wave propagation, collapse, velocity and shear stress distribution in an orthotropic viscoelastic tube of finite length / [publ. of the] Laboratory for Aero- and Hydrodynamicsschema:ProductModel