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However, a negligible change in mixing performance was observed using the Carreau Yasuda model for blood.
Based on the prediction model for blood brain barrier (BBB) permeation, herein a potential brain-targeting analog ginkgolide B cinnamate (GBC) was successfully synthesized and characterized.
Varshney et al. [10] considered the generalized power law fluid model for blood flow in the artery considering multiple stenosis.
A power law fluid model for blood flow through a tapered artery with stenosis is recently developed by Nadeem et al. [11].
Table 6 Multivariate regression model for blood loss Independent variables Regression coefficient 95% Confidence interval P value Age (years) 0.162 0.0111) 0.003 0.046 0.027* Preoperative hemoglobin concentration (g/dl) 0.540 0.0866) 0.470 0.808 <0.001* * Statistically significant.
Functional differential equations include many mathematical ecological and population models, such as the Lasota-Wazewska model [1 6], Nicholson's blowflies model [1, 4, 7 10], the model for blood cell production [1, 4, 9, 11]etc.
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Non-additive genetic effects could not be left out of the model for blood-injury and agoraphobic fear.
This observation, very clearly detectable in these relatively large cells, is again consistent with the 'inside-out' model for blood-stage egress described above.
In the following section different models for blood as a non-Newtonian fluid are presented.
Here, we outline the progress to date and the requirements for the development of ideal in vitro 3D models for blood vessels, heart valves, and myocardial tissue.
The comparison of five non-Newtonian models for blood viscosity as well as a Newtonian model in the flow simulation were considered by Johnson and colleagues [29].
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