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H W Hoogstraten

Showing results (1-10 of 12) with videos related to

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Journal of Biomechanics|January 1, 1982
A mathematical model of the flow in the posterior communicating arteriesB Hillen, T Gaasbeek, H W Hoogstraten
Journal of Biomechanics|January 1, 1986
A mathematical model of the flow in the circle of WillisB Hillen, H W Hoogstraten, L Post
Journal of Biomechanics|January 1, 1989
Mathematical models of the flow in the basilar arteryJ K Krijger, B Hillen, H W Hoogstraten
Journal of Biomechanics|March 1, 1996
The influence of the angle of confluence on the flow in a vertebro-basilar junction modelJ Ravensbergen, J K Krijger, B Hillen, et al.
Journal of Biomechanics|January 1, 1988
Analysis of flow and vascular resistance in a model of the circle of WillisB Hillen, B A Drinkenburg, H W Hoogstraten, et al.
The Journal of the Acoustical Society of America|November 1, 1987
Numerical methods for solving one-dimensional cochlear models in the time domainR J Diependaal, H Duifhuis, H W Hoogstraten, et al.
Journal of Biomechanics|January 1, 1989
Linear and nonlinear one-dimensional models of pulse wave transmission at high Womersley numbersP J Reuderink, H W Hoogstraten, P Sipkema, et al.
Arteriosclerosis, Thrombosis, and Vascular Biology|May 23, 1998
Localizing role of hemodynamics in atherosclerosis in several human vertebrobasilar junction geometriesJ Ravensbergen, J W Ravensbergen, J K Krijger, et al.
Journal of Biomechanics|December 1, 1992
Computation of steady three-dimensional flow in a model of the basilar arteryJ K Krijger, R M Heethaar, B Hillen, et al.
Bulletin De L'Association Des Anatomistes|June 1, 1991
Functional anatomy of the circulus arteriosus cerebri (WillisII)B Hillen, H W Hoogstraten, J J Van Overbeeke, et al.
Pageof 2

Showing results (1-10 of 12) with videos related to

Sort By:
Pageof 2
Journal of Biomechanics|January 1, 1982
A mathematical model of the flow in the posterior communicating arteriesB Hillen, T Gaasbeek, H W Hoogstraten
Journal of Biomechanics|January 1, 1986
A mathematical model of the flow in the circle of WillisB Hillen, H W Hoogstraten, L Post
Journal of Biomechanics|January 1, 1989
Mathematical models of the flow in the basilar arteryJ K Krijger, B Hillen, H W Hoogstraten
Journal of Biomechanics|March 1, 1996
The influence of the angle of confluence on the flow in a vertebro-basilar junction modelJ Ravensbergen, J K Krijger, B Hillen, et al.
Journal of Biomechanics|January 1, 1988
Analysis of flow and vascular resistance in a model of the circle of WillisB Hillen, B A Drinkenburg, H W Hoogstraten, et al.
The Journal of the Acoustical Society of America|November 1, 1987
Numerical methods for solving one-dimensional cochlear models in the time domainR J Diependaal, H Duifhuis, H W Hoogstraten, et al.
Journal of Biomechanics|January 1, 1989
Linear and nonlinear one-dimensional models of pulse wave transmission at high Womersley numbersP J Reuderink, H W Hoogstraten, P Sipkema, et al.
Arteriosclerosis, Thrombosis, and Vascular Biology|May 23, 1998
Localizing role of hemodynamics in atherosclerosis in several human vertebrobasilar junction geometriesJ Ravensbergen, J W Ravensbergen, J K Krijger, et al.
Journal of Biomechanics|December 1, 1992
Computation of steady three-dimensional flow in a model of the basilar arteryJ K Krijger, R M Heethaar, B Hillen, et al.
Bulletin De L'Association Des Anatomistes|June 1, 1991
Functional anatomy of the circulus arteriosus cerebri (WillisII)B Hillen, H W Hoogstraten, J J Van Overbeeke, et al.
Pageof 2