QON- TOMIR TIZIMI UCHUN KVAZI-BIR O’LCHAMLI GEMODINAMIKA TENGLAMALARINING QO’LLANILISHI
Keywords:
Equations of hemodynamics in the quasi-one-dimensional approximation, science, common vascular zone, self-regulation, effect on the upper and working heart, medical parameters.Abstract
This article describes an overview of the mathematical model of the circulatory system for the cardiovascular system and provides a basis for the mathematical representation of aggregate medical parameters, such as the, objects and research methods, goals, and objectives of the thesis, blood volume, scientific novelty, practical significance, self-regulation and influence on the upper and inner parts of the heart.
References
Hydrodynamics of blood circulation. Sat. ed. S.A.Regirera. - M.: Mir, 1971. - 270 p.
Karo K., Pedley., Shtoter., Sid W. Mechanics of blood circulation. - M.: Mir, 1981. - 624 p.
Lishchuk V.A. Mathematical theory of blood circulation. - M.: Medicine, 1991. - 256 p.
Pedley T. Hydrodynamics of large blood vessels. - M.: Mir, 1983. - 400 p.
Gromeko I.S. On the propagation velocity of the undulating motion of a fluid in elastic pipes. Collected Op. - M .: from the Academy of Sciences of the USSR, 1952. - p. 149-171.
Regier S.A. On the motion of a viscous fluid in a tube in a porous tube with a deforming wall. and gas. - 1968. No. 4. - c. 202-204.
Regier S.A., Skobeleva I.M. The flow of a viscous fluid in a tube with a deformable wall // Mekhanika zhidk. and gas. - 1971. No. 3.
Pavlovsky Yu.N., Regirer S.A., Skobeleva I.M. Hydrodynamics of the blood. Sat. The results of science. Hydromechanics, 1968. M.: VINITI. - 1970. - p. 7-96.
Popel A.S., Regier A.S. On the basic equations of blood hydrodynamics. / Scientific. tr. Institute of Mechanics, Moscow State University. - 1970. No. 1. - With. 3-20.
Young D.F., Shih C.C. Some experiments on the effect of isolated proturbberances on flow through tubes // Experimental Mechanics. - 1969. Vol. 9, No.5. - P. 225-229.
Forrester J. H., Young D. F. Flow through a converging-diverging tube and its implications in occlusive vascular disease - Theoretical development // Journal of Biomechanicy. - 1970. Vol.3. - P.297-305.
Morgan B., Young D. An integral method for the analysis of flow in arterial stenoses // Bulletin of Mathematical Biology. - 1974. Vol. 36. - P. 39-53.
Johnston P. R., Kilpatrick D. Mathematical modeling of paired arteltial stenoses // Computers in Cardiology, Proceedings. - 1990. - P.229-232.
Dilafruz Shukrullaevna Nurjabova, Ravshan Narzullaevich Abdullaev, JournalNX ,ISSN (E): 2581-4230 Journal Impact Factor: 7.232 Editor In- Chief Dr. Rajinder Singh Sodhi ,Volume 7, Issue 9 | September, 2021, USING NUMERICAL SOLUTION OF THE NAVIER-STOKES EQUATIONS AND LINEARIZED NAVIER-STOKES EQUATIONS VISCOUS NEWTONIAN FLUID MODEL FOR BLOOD VESSEL WALLS, 175-179 p
Dilafruz Shukrullaevna Nurjabova, JournalNX ,ISSN (E): 2581-4230 Journal Impact Factor: 7.232 Editor In- Chief Dr. Rajinder Singh Sodhi ,Volume 7, Issue 9 | September, 2021, USING AND MODELIZATION OF THE LAW THREE-DIMENSIONAL MODEL OF THE FLOW OF AN INCOMPRESSIBLE VISCOUS NEWTONIAN FLUID MODEL FOR BLOOD VESSEL WALLS , 172-174 p
Dilafruz Shukrullaevna Nurjabova, Har. Edu.a.sci.rev. 0362-8027 Vol.1. Issue 1 Pages 96-106.10.5281/zenodo.5670030, Using numerical solution of nonlinear navier-stokes equations fluid model for blood vessel walls.
Dilafruz Shukrullaevna Nurjabova, Sojida Rayimberdi qizi Ochilova 197-201, USING AND MODELIZATION OF THE LAW OF EHERGY UNDER THE PATHOLOGY OF BLOOD FLOW IN THE CONSTRUCTION OF ELASTIC VARIABLE MODELS FOR BLOOD VESSEL WALLS, A Multidisciplinary Peer Reviewed Journal Volume 7, Issue 5, May, 2021ISSN: 2581-4230 Impact Factor: 7.232.
Dilafruz Shukrullaevna Nurjabova , 217-221 MODELING THE INFLUENCE OF PATHOLOGIES ON BLOOD FLOW BY MODIFYING THE ELASTIC MODEL FORVASCULAR WALLS A Multidisciplinary Peer Reviewed Journal Volume 7, Issue , May, 2021 ISSN: 2581-4230 Impact Factor: 7.23.
