Search Results - "ZANDBERGEN, P. J"

The Application of Domain Decomposition to Time-Domain Computations of Nonlinear Water Waves with a Panel Method by De Haas, P.C.A., Zandbergen, P.J.

“…In this paper an iterative domain decomposition method for the solution of Laplace's equation is described and its effectiveness in time-domain computations of…”
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The stability of Falkner-Skan flows with several inflection points by Heeg, R. S., Dijkstra, D., Zandbergen, P. J.

“…Nonunique solutions to the Falkner-Skan equation with multiple inflection points have been investigated with respect to stability properties. A temporal…”
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New analytical results for the electromagnetic response of a composite superconducting wire in parallel fields by Niessen, E.M.J., Zandbergen, P.J.

“…Analytical results are presented concerning the electromagnetic response of a composite superconducting wire in fields parallel to the wire axis, using the…”
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Electromagnetic response of composite superconducting wires by VAN DE KLUNDERT, L. J. M, NIESSEN, E. M. J, ZANDBERGEN, P. J

“…A review of numerical and analytical calculations on the electromagnetic properties of composite superconducting wires is presented. The basic elements of the…”
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Multigrid and Runge-Kutta time stepping applied to the uniformly non-oscillatory scheme for conservation laws by VAN DER BURG, J. W, KUERTEN, J. G. M, ZANDBERGEN, P. J

“…It is known that Harten's uniformly nonoscillatory scheme is a second-order accurate scheme for discretizing conservation laws. In this paper a multigrid…”
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Non-unique solutions of the Navier-Stokes equations for the Karman swirling flow by Zandbergen, P. J., Dijkstra, D.

“…It is shown numerically that axially-symmetric solutions of the Navier-Stokes equations, which describe rotating flow above a disk which is itself rotating,…”
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Coupling losses in superconducting, torus-shaped wires due to applied magnetic field changes by NIESSEN, E. M. J, VAN DE KLUNDERT, L. J. M, VAN DAMME, R. M. J, VAN BECKUM, F. P. H, ZANDBERGEN, P. J

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A finite volume approach to compressible Large Eddy Simulations by Geurts, B. J., Kuerten, J. G. M., Vreman, A. W., Theofilis, V., Zandbergen, P. J.

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Boundary integral equation formulations for free-surface flow problems in two and three dimensions by ROMATE, J. E, ZANDBERGEN, P. J

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Von Karman Swirling Flows by Zandbergen, P J, Dijkstra, D

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Axisymmetric non-Newtonian drops treated with a boundary integral method by Toose, E. M., Van Den Ende, D., Geurts, B. J., Kuerten, J. G. M., Zandbergen, P. J.

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On the application of a new version of lifting surface theory to nonslender and kinked wings by Labrujere, TH. E., Zandbergen, P. J.

“…Results of a determination of the characteristics of thin wings in subsonic flow by a new elaborate method. Attention is paid to the rate of convergence of the…”
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Large-scale numerical modelling of problems involving the Navier-Stokes equations by GEURTS, B. J, KUERTEN, J. G. M, ZANDBERGEN, P. J

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A three-dimensional panel method for nonlinear free surface waves on vector computers by BROEZE, J, VAN DAALEN, E. F. G, ZANDBERGEN, P. J

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Axisymmetric non-Newtonian drops treated with a boundary integral method: The centenary of a paper on slow viscous flow by the physicist H. A. Lorentz by TOOSE, E. M, VAN DEN ENDE, D, GEURTS, B. J, KUERTEN, J. G. M, ZANDBERGEN, P. J

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Book review by Zandbergen, P. J.

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An application of theN-strip method of integral relations for analyzing the flow around a circular cone by Zandbergen, P. J., Baurdoux, H. I.

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Book reviews by Van Wijngaarden, L., Zandbergen, P. J., Slachmuylders, E., De Graaff, W., Vandenkerckhove, J., Van Herk, G., De Jager, C.

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