D. Dijkstra

Prolonged pro-inflammatory effects of ultrafine particles in the lung of allergic asthmatics (2009)

Schaumann, F., Dijkstra, D., Froemke, C., Windt, H., Karg, E., Mueller, M., ...

Doubling the degree of precision without doubling the grid when solving a differential equation with a pseudo-spectral collocation method (2002)

Dijkstra, D.

T.R. - European journal of mechanics, B/fluids (2001)

Dijkstra, D.

T.R. - Zeitschrift fur angewandte Mathematik und Physik (2001)

Dijkstra, D.

T.R. - Journal of engineering mathematics (2001)

Dijkstra, D.

The stability of Falkner-Skan flows with several inflection points (1999)

Heeg, R., Dijkstra, D., Zandbergen, P.J.

Computing flows on general two-dimensional nonsmooth staggered grids. A celebration of the sixty-fifth anniversary of Pieter J. Zandbergen: teacher and research leader in applied mathematics (1998)

Wesseling, P., Segal, A., Kassels, C.G.M., Bijl, H., Dijkstra, D., Kuerten, J.G.M., ...

The classical staggered scheme for the incompressible Navier-Stokes equations is generalized from Cartesian grids to general boundary-fitted structured grids. The resulting discretization is...

Floating, Flowing, Flying (1998)

Dijkstra, D., Geurts, B.J., Kuerten, J.G.M., Kuiken, H.K.

Journal of Engineering Mathematics, Vol. 34, nrs. 1-2 (special issue) (1998)

Dijkstra, D., Kuerten, J.G.M., Kuiken, H.K.

Numerical aspects of flow stability in the Veldman boundary layers (1995)

Theofilis, V., Dijkstra, D., Zandbergen, P.J.

An easy test-case for a Navier-Stokes solver (1992)

Dijkstra, D., Kuerten, J.G.M.

Asymptotics and Numerics for laminar flow over a finite flat plate (1992)

Dijkstra, D., Kuerten, J.G.M.

Numerical definition document for the ISNaS time-implicit flow solver (1991)

Dijkstra, D., Kuerten, J.G.M.

Numerical definition document for the implicit flow solver (1990)

Dijkstra, D., Kuerten, J.G.M.

The selection of an implicit Navier-Stokes solver for compressible flows (1990)

Dijkstra, D.

Numerical solution of the transverse resistivity of superconducting cables under AC conditions (1989)

Hartmann, R.A., Dijkstra, D.

The authors develop a numerical method for calculating the transverse resistivity of superconducting cables. A superconducting cable consists of a twisted bundle of strands with a nonconducting inner...

Numerical solution of the transverse resistivity of superconducting cables under AC conditions (1989)

Hartmann, Ir. R.A., Dijkstra, Dr. D.

The authors develop a numerical method for calculating the transverse resistivity of superconducting cables. A superconducting cable consists of a twisted bundle of strands with a nonconducting inner...

Numerical solution of the transverse resistivity of superconducting cables under AC conditions (1989)

Hartmann, R.A., Dijkstra, D.

The authors develop a numerical method for calculating the transverse resistivity of superconducting cables. A superconducting cable consists of a twisted bundle of strands with a nonconducting inner...

Calculations of strand coupling losses in rectangular cables. (1987)

Hartmann, R.A., Dijkstra, D.

A CONTRIBUTION TO THE UNDERSTANDING OF A.C. LOSSES IN MULTIFILAMENTARY WIRES (1984)

Rem, P., Van Beckum, F., Dijkstra, D.

We present a numerical model, based on Maxwell's equations, for calculating transverse field losses in multifilamentary wires.

A CONTRIBUTION TO THE UNDERSTANDING OF A.C. LOSSES IN MULTIFILAMENTARY WIRES (1984)

Rem, P., Van Beckum, F., Dijkstra, D.

We present a numerical model, based on Maxwell's equations, for calculating transverse field losses in multifilamentary wires.

A CONTRIBUTION TO THE UNDERSTANDING OF A.C. LOSSES IN MULTIFILAMENTARY WIRES (1984)

Rem, P., Van Beckum, F., Dijkstra, D.

We present a numerical model, based on Maxwell's equations, for calculating transverse field losses in multifilamentary wires.