Laser Doppler anemometry experiments and finite element simulations of steady flow in a three dimensional model of the carotid bifurcation were performed to investigate the influence of non-Newtonian properties of blood on the velocity distribution. The axial velocity distribution was measured for two fluids: a non-Newtonian blood analog fluid and a Newtonian reference fluid. Striking differences between the measured flow fields were found. The axial velocity field of the non-Newtonian fluid was flattened, had lower velocity gradients at the divider wall, and higher velocity gradients at the non-divider wall. The flow separation, as found with the Newtonian fluid, was absent. In the computations, the shear thinning behavior of the analog bl...
This work focuses on the comparison between Newtonian and non-Newtonian blood flows through a bileaf...
To obtain more insight into the complex blood flow patterns in the carotid artery bifurcation numeri...
Blood flow rheology is a complex phenomenon. Presently there is no universally agreed upon model to ...
Laser Doppler anemometry experiments and finite element simulations of steady flow in a three dimens...
Laser Doppler anemometry experiments and "nite element simulations of steady #ow in a three dim...
numerical and experimental investigation of unsteady entry flow in a 90° curved tube is presented to...
A numerical and experimental investigation of unsteady entry #ow in a 903 curved tube is presented t...
Mathematical modeling of blood flows in the arteries is an important and challenging problem. This s...
The geometry of the arteries at or near arterial bifurcation influences the blood flow field, which ...
The stationary flow of blood in a two-dimensional model of the bifurcation of the human carotid arte...
Objectives: The atherosclerotic process in arteries is correlated with the local wall shear stress (...
A two-dimensional numerical model was developed to determine the effect of the non-Newtonian behavio...
The behavior of blood during its flow in human arteries has always been a subject of keen interest. ...
The blood is a complex fluid that contains, in addition to water, cells, macro-molecules and a large...
Although blood is known to have shear-thinning and viscoelastic properties, the effects of such prop...
This work focuses on the comparison between Newtonian and non-Newtonian blood flows through a bileaf...
To obtain more insight into the complex blood flow patterns in the carotid artery bifurcation numeri...
Blood flow rheology is a complex phenomenon. Presently there is no universally agreed upon model to ...
Laser Doppler anemometry experiments and finite element simulations of steady flow in a three dimens...
Laser Doppler anemometry experiments and "nite element simulations of steady #ow in a three dim...
numerical and experimental investigation of unsteady entry flow in a 90° curved tube is presented to...
A numerical and experimental investigation of unsteady entry #ow in a 903 curved tube is presented t...
Mathematical modeling of blood flows in the arteries is an important and challenging problem. This s...
The geometry of the arteries at or near arterial bifurcation influences the blood flow field, which ...
The stationary flow of blood in a two-dimensional model of the bifurcation of the human carotid arte...
Objectives: The atherosclerotic process in arteries is correlated with the local wall shear stress (...
A two-dimensional numerical model was developed to determine the effect of the non-Newtonian behavio...
The behavior of blood during its flow in human arteries has always been a subject of keen interest. ...
The blood is a complex fluid that contains, in addition to water, cells, macro-molecules and a large...
Although blood is known to have shear-thinning and viscoelastic properties, the effects of such prop...
This work focuses on the comparison between Newtonian and non-Newtonian blood flows through a bileaf...
To obtain more insight into the complex blood flow patterns in the carotid artery bifurcation numeri...
Blood flow rheology is a complex phenomenon. Presently there is no universally agreed upon model to ...