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Blood flow curvature

The behavior of liquids in narrow tubes is one of the most common examples in which capillary forces are involved. It will be shown later how important this phenomenon is in many different parts of everyday life and technology. In fact, liquid curvature is one of the most important physical surface properties that requires attention in most of the application areas of this science. The range of these applications is from blood flow in the veins to oil recovery in the reservoir. Properties of fabrics are also governed by capillary forces (i.e., wetting, etc.). The sponge absorbs water or other fluids where the capillary forces push the fluid into the many pores of the sponge. This is also called wicking process (as in candlewicks). [Pg.18]

During the detailed study of blood flow, it was revealed experimentally and theoretically that movement is laminar both in thin vessels and in areas of large curvature. Due to such character of movement, one can assume that movement of the carrier is virtually stopped in a free section of the vessel, when reaching the vessel wall. Note that the particles can slide on the walls of blood vessels, but in this case the speed of their movement is much less than in the middle part. [Pg.298]

Once venous access is obtained, the pacing catheter must be placed into the appropriate intracardiac position to begin pacing. A variety of leads that range from 3 to 6Fr in diameter can be nsed for transvenous temporary pacing. Balloon-tipped flotation electrode catheters nse vascular and intracardiac blood flow to direct them into the right ventricle. Balloon-tipped pacing catheters are very pliable and are also available with preformed curvature to facilitate placement from the femoral vein. Traditional temporary electrode catheters are relatively stiff, and must be placed in the ventricle with the aid of fluoroscopy. Traditional electrode catheters come in a variety of shapes... [Pg.325]

Interferon alpha-2b has also been given as an intralesional injection. Uncontrolled studies have had mixed results, but at least one controlled trial showed improvement in curvature, plaque size, pain, and blood flow (Dang et al. 2004 Hellstrom et al. 2006). Unfortunately, the injections are expensive and can cause flu-like symptoms. [Pg.57]

The emerging role of micro- and nanoscale hot-wire anemometry would likely accelerate the translation of in vitro devices to in vivo applications, thereby bridging the lab-to-patient gap. Real-time measurements of intravascular physical parameters, specifically shear stress, temperature, pressure, and flow rate, provide a basis to link hemodynamics with biochemical events in blood vessels. The complex curvature of the vascular system requires small, minimally invasive sensors to discretely measure in real time intravascular physical parameters with minimal blood flow disturbance. To achieve this, flexible micro-and nanoscale sensors would allow for steering in the complicated anatomy in biological systems (Fig. 11). In summary, the utilization of micro- or nanoscale sensors provides a quantitative assessment of vascular hemodynamics. This approach lends itself to applications in broad areas of medicine and physiology and is particularly relevant to quantitative studies of cancer biology as well as... [Pg.1280]

The flow of many red blood cells in wider capillaries has also been investigated by several simulation techniques. Discrete fluid-particle simulations - an extension of DPD - in combination with bulk-elastic discocyte cells (in contrast to the membrane elasticity of real red blood cells) have been employed to investigate the dynamical clustering of red blood cells in capillary vessels [223,224], An immersed finite-element model - a combination of the immersed boundary method for the solvent hydrodynamics [225] and a finite-element method to describe the membrane elasticity - has been developed to study red blood cell aggregation [226]. Finally, it has been demonstrated that the LB method for the solvent in combination with a triangulated mesh model with curvature and shear elasticity for the membrane can be used efficiently to simulate RBC suspensions in wider capillaries [189]. [Pg.79]


See other pages where Blood flow curvature is mentioned: [Pg.224]    [Pg.98]    [Pg.1787]    [Pg.85]    [Pg.87]    [Pg.87]    [Pg.224]    [Pg.261]    [Pg.403]    [Pg.405]    [Pg.199]    [Pg.188]    [Pg.161]    [Pg.292]   
See also in sourсe #XX -- [ Pg.3 , Pg.12 ]




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