Curved Artery Model
Curved Artery Model - Related Videos
11:00
Experimental Investigation of Secondary Flow Structures Downstream of a Model Type IV Stent Failure in a 180° Curved Artery Test Section
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Cited by 4 •
2016
Stent implants in stenosed arterial curvatures are prone to "Type IV" failures involving the complete transverse fracture of stents and linear displacement of the fractured parts. We present a protocol for detection of secondary flow (vortical) structures in a curved artery model, downstream of clinically relevant "Type IV" stent failures.
04:28
Cannulation of the Carotid Artery in a Rat Model
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2025
In this video, we demonstrate a surgical procedure to cannulate the left carotid artery in a rat model.
10:54
A Cell Culture Model of Resistance Arteries
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Cited by 5 •
2017
A cell culture model of resistance arteries is described, allowing for the dissection of signaling pathways in endothelium, smooth muscle, or between endothelium and smooth muscle (the myoendothelial junction). The selective application of agonists or protein isolation, electron microscopy, or immunofluorescence can be utilized using this cell culture model.
09:43
Mouse Model of Middle Cerebral Artery Occlusion
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Cited by 168 •
2011
We demonstrate in the video a method for producing a middle cerebral artery occlusion in adult mice using an intraluminal monofilament. We also show how to evaluate the extent of cerebral infarction by 2,3,5-triphenyltetrazolium chloride (TTC) staining.
06:28
Modeling Stroke in Mice - Middle Cerebral Artery Occlusion with the Filament Model
0 Views •
Cited by 194 •
2011
Filamentous occlusion of the Middle cerebral artery is a common model for studying ischemic stroke in mice.
FAQs
Curvature changes the distribution of velocity and pressure across the channel. These variations can produce secondary swirling motion, meaning flow moves in patterns beyond the primary downstream direction. The resulting flow field is not uniform across the vessel, allowing researchers to examine how arterial bends create spatially different hemodynamic conditions.
Wall shear stress describes the force exerted by moving blood along the vessel wall. In a curved geometry, this force can become uneven because flow velocity and pressure vary around the bend. Mapping those differences helps researchers investigate how hemodynamic conditions interact with the vessel wall and may relate to vascular behavior or remodeling.
A curved model isolates the influence of vessel geometry on blood flow and wall conditions. Compared with a simpler channel, it can reveal effects associated with bending, including secondary swirling motion and nonuniform wall shear stress. This comparison helps distinguish responses linked to curvature from those produced by flow through a less complex geometry.
The model type depends on the question being investigated. Physical, computational, and bioengineered representations can each reproduce arterial curvature for controlled analysis. Researchers select an approach that can represent the relevant geometry and support examination of flow patterns, vessel-wall interactions, disease-related remodeling, device performance, or vascular tissue design.
A study begins by reproducing an arterial bend in a physical, computational, or bioengineered format. Researchers then examine blood-flow behavior through the curved geometry, focusing on velocity, pressure, secondary swirling motion, and wall shear stress. These observations can be related to vascular behavior and used to evaluate the effects of clinically relevant geometry.
These models are useful when arterial geometry may influence a biological or engineering outcome. Applications include studying disease-related vascular remodeling, examining medical device performance, and investigating vascular tissue design. Because the geometry and flow environment can be controlled, the models help connect specific hemodynamic conditions with cardiovascular function and vessel-wall responses.
A curved artery model provides a controlled setting for examining how arterial curvature shapes flow and vessel-wall conditions. It does not replace experimental investigation, but it can complement it by reproducing clinically relevant geometry and organizing the analysis of velocity, pressure, swirling motion, and wall shear stress. This supports more focused interpretation of cardiovascular behavior.