标题：A Non-Newtonian Mathematical Model For Two Phase Hepatic Mean Blood Flow Using Herschel Bulkley Law In Hepatic Arterioles With Special Reference To Hepatitis B
期刊名称：International Journal of Innovative Research in Science, Engineering and Technology
印刷版ISSN：2347-6710
电子版ISSN：2319-8753
出版年度：2015
卷号：4
期号：8
页码：7476
DOI：10.15680/IJIRSET.2015.0408143
出版社：S&S Publications
摘要：In this investigation, we are considering the two phased Mean Hepatic blood flow in arterioles, keepingin view the nature of Hepatic circulatory system in human being. P.N. Pandey and V. Upadhyay have considered thatthe blood flow has two phased, one of which that of red blood cells and other is plasma. They have also applied theHerschel Bulkley Non-Newtonian model in Bio- fluid mechanical setup. We have collected a clinical data in case ofHepatitis B for Hematocrit versus blood pressure. The graphical presentation for a particular parametric value is veryclose to the clinical observation. Using experimental values of the parameters, the flow rate for normal and diseasedblood arterioles has been computed and compared with corresponding values obtained from a well knownexperimentally tested model in the literature. The role of Hematocrit is explicit in the determination of blood pressurein the case of Hepatic disease special reference to Hepatitis B. The graphical presentation for particular parametricvalue is much close to the clinical observ
关键词：Liver microcirculation; Hepatic Blood Flow; Hematocrit; rouleaux-structure; ; Herschel Bulkley Non-;Newtonian model
