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Development of a platelet adhesion transport equation for a computational thrombosis model
by
Manning, Keefe B.
, Yang, Ling
, Deutsch, Steven
, Taylor, Joshua O.
in
Adenosine diphosphate
/ Adhesion
/ Adhesion tests
/ Algorithms
/ Biomaterials
/ Biomedical materials
/ Blood
/ Blood clots
/ Blood platelets
/ Blood Platelets - physiology
/ Cell Adhesion
/ Computations
/ Computer applications
/ Computer Simulation
/ Continuum modeling
/ Humans
/ Kinematics
/ Laser doppler velocimeters
/ Laser Doppler velocimetry
/ Laser-Doppler Flowmetry
/ Medical equipment
/ Modeling
/ Models, Cardiovascular
/ Physical Medicine and Rehabilitation
/ Platelet Adhesiveness
/ Platelets
/ Polyurethane
/ Polyurethaneureas
/ Pulsatile Flow
/ Reynolds number
/ Rotating disks
/ Rotation
/ Shear stress
/ Thrombosis
/ Thrombosis - pathology
/ Transport equations
/ Urea
/ Velocimetry
2017
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Development of a platelet adhesion transport equation for a computational thrombosis model
by
Manning, Keefe B.
, Yang, Ling
, Deutsch, Steven
, Taylor, Joshua O.
in
Adenosine diphosphate
/ Adhesion
/ Adhesion tests
/ Algorithms
/ Biomaterials
/ Biomedical materials
/ Blood
/ Blood clots
/ Blood platelets
/ Blood Platelets - physiology
/ Cell Adhesion
/ Computations
/ Computer applications
/ Computer Simulation
/ Continuum modeling
/ Humans
/ Kinematics
/ Laser doppler velocimeters
/ Laser Doppler velocimetry
/ Laser-Doppler Flowmetry
/ Medical equipment
/ Modeling
/ Models, Cardiovascular
/ Physical Medicine and Rehabilitation
/ Platelet Adhesiveness
/ Platelets
/ Polyurethane
/ Polyurethaneureas
/ Pulsatile Flow
/ Reynolds number
/ Rotating disks
/ Rotation
/ Shear stress
/ Thrombosis
/ Thrombosis - pathology
/ Transport equations
/ Urea
/ Velocimetry
2017
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Development of a platelet adhesion transport equation for a computational thrombosis model
by
Manning, Keefe B.
, Yang, Ling
, Deutsch, Steven
, Taylor, Joshua O.
in
Adenosine diphosphate
/ Adhesion
/ Adhesion tests
/ Algorithms
/ Biomaterials
/ Biomedical materials
/ Blood
/ Blood clots
/ Blood platelets
/ Blood Platelets - physiology
/ Cell Adhesion
/ Computations
/ Computer applications
/ Computer Simulation
/ Continuum modeling
/ Humans
/ Kinematics
/ Laser doppler velocimeters
/ Laser Doppler velocimetry
/ Laser-Doppler Flowmetry
/ Medical equipment
/ Modeling
/ Models, Cardiovascular
/ Physical Medicine and Rehabilitation
/ Platelet Adhesiveness
/ Platelets
/ Polyurethane
/ Polyurethaneureas
/ Pulsatile Flow
/ Reynolds number
/ Rotating disks
/ Rotation
/ Shear stress
/ Thrombosis
/ Thrombosis - pathology
/ Transport equations
/ Urea
/ Velocimetry
2017
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Development of a platelet adhesion transport equation for a computational thrombosis model
Journal Article
Development of a platelet adhesion transport equation for a computational thrombosis model
2017
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Overview
Thrombosis is a significant issue for cardiovascular device development and use. While thrombosis models are available, very few are device-related and none have been thoroughly validated experimentally. Here, we introduce a surface adherent platelet transport equation into a continuum model to account for the biomaterial interface/blood interaction. Using a rotating disc system and polyurethane-urea material, we characterize steady and pulsatile flow fields using laser Doppler velocimetry. In vitro measurements of platelet adhesion are used in combination with the LDV data to provide further experimental validation. The rotating disc system is computationally studied using the device-induced thrombosis model with the surface platelet adherent transport equation. The results indicate that the flow field is in excellent agreement to the experimental LDV data and that the platelet adhesion simulations are in good agreement with the in vitro platelet data. These results provide good evidence that this transport equation can be used to express the relationship between blood and a biomaterial if the correct platelet adhesion characteristics are known for the biomaterial. Further validation is necessary with other materials.
Publisher
Elsevier Ltd,Elsevier Limited
Subject
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