2014
DOI: 10.3233/bir-130648
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Analysis of early thrombus dynamics in a humanized mouse laser injury model

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Cited by 10 publications
(15 citation statements)
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“…The mechanism of platelet deposition and removal represented in our model by the empirical function S g is shown to be in general agreement with the results of Wang et al [32,33], since simulations demonstrated platelet attachment to the upstream portions of the surface of a clot and detachment from its downstream surface. Wang et al [33] also found that platelets were rolling mostly on the upstream side of the clot surface while tethering/detaching platelets were primarily found on the downstream side, leading to clot continuously changing its shape.…”
Section: Discussion Of Model Limitations and Future Extensions Of The Modelsupporting
confidence: 89%
See 1 more Smart Citation
“…The mechanism of platelet deposition and removal represented in our model by the empirical function S g is shown to be in general agreement with the results of Wang et al [32,33], since simulations demonstrated platelet attachment to the upstream portions of the surface of a clot and detachment from its downstream surface. Wang et al [33] also found that platelets were rolling mostly on the upstream side of the clot surface while tethering/detaching platelets were primarily found on the downstream side, leading to clot continuously changing its shape.…”
Section: Discussion Of Model Limitations and Future Extensions Of The Modelsupporting
confidence: 89%
“…Additionally, the results of [32] suggested that flow disturbances generated by RBCs were capable of enhancing attachment of platelets to the blood clot surface. A similar approach was used in [33] to graphically represent in real time in vivo physiological shear stress environment revealing that clot continuous shape changes were mostly due to its local growth. At the same time, growth or decay dominated in the high shear stress region.…”
Section: Introductionmentioning
confidence: 99%
“…These studies demonstrated that the deformation of a thrombus and its propensity to generate emboli depend strongly on thrombus mechanical properties and the hemodynamics. Whereas, there is a lack of quantitative information for thrombus deformation and embolization from in vivo studies [31], computational modeling can complement experimental studies by simulating thrombus formation while including sub-processes such as platelet aggregation and coagulation kinetics [32][33][34][35], as well as thrombus biomechanics in flow [31,[36][37][38]; see also reviews [39][40][41][42]. There are, however, few studies dedicated to quantifying the integrated process of thrombus initiation and development as well as its deformation and possible embolization under different hemodynamic conditions due to two primary computational challenges: first, thrombus formation is a slow biological process, with the time scale of platelet aggregation on the order of seconds while that of clot remodeling is on the order of days to weeks; second, a constitutive equation describing poro-viscoelastic properties of blood clots with different fibrin concentrations is lacking.…”
Section: Introductionmentioning
confidence: 99%
“…and local concentration of activated platelets and pro-thrombotic factors 5 6 . Despite the development of several theoretical models that describe the many contributors to thrombus formation and growth 7 , with special emphasis on the platelet aggregation process 3 8 9 10 11 12 as well as the spatial and temporal aspects of early stage thrombus dynamics 13 , the role of each of the aforementioned variables on thrombus formation is still not clear thus hindering the development of comprehensive and computationally fast multiscale models 14 15 16 .…”
mentioning
confidence: 99%
“…To cover this gap, we analyze the ability of different computational approaches to predict platelet deposition values for a large variety of empirical conditions. Note that as a first step, we focus on total platelet deposition counts and do not take into account the spatial dimension of thrombus formation 13 . Specifically, we consider the following approaches: a) a mechanistic modeling approach, b) a machine learning approach; and c) a phenomenological approach.…”
mentioning
confidence: 99%