Literature DB >> 12900185

The myogenic response in isolated rat cerebrovascular arteries: vessel model.

Jin Yang1, John W Clark, Robert M Bryan, Claudia S Robertson.   

Abstract

We develop an integrated model of isolated rat arterial resistance vessel (RV), which can simulate its major property of myogenic response. The vascular smooth muscle cell is an important component of the wall of this vessel, and serves as a vasomotor organ providing the active tension generation that underlies the myogenic response of the wall to stretch. In the previous study, we focused on the development of a smooth muscle cell model that can mimic the strain-sensing and force-generating features of the myogenic mechanism. In the current model, we embed this cell model in a larger vessel wall configuration, and couple the time course of cellular contractile activation to macroscopic changes in vessel diameter. The integrated model is used to mimic published pressure-vessel diameter data obtained from isolated RVs that are mounted in a hydraulic test apparatus. The model provides biophysically based insights into the myogenic mechanism as it responds to changes in transmural pressure, in the presence and absence of Ca2+ blockers applied to the bathing fluid.It mimics measured data very well and provides a model that is able to link events at subcellular level to macroscopic changes in vessel diameter. The model initiates a mechanistic approach to investigate myogenic response, which has not been taken previously by any other models.

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Year:  2003        PMID: 12900185     DOI: 10.1016/s1350-4533(03)00101-2

Source DB:  PubMed          Journal:  Med Eng Phys        ISSN: 1350-4533            Impact factor:   2.242


  10 in total

1.  Biaxial vasoactivity of porcine coronary artery.

Authors:  Yunlong Huo; Yana Cheng; Xuefeng Zhao; Xiao Lu; Ghassan S Kassab
Journal:  Am J Physiol Heart Circ Physiol       Date:  2012-03-16       Impact factor: 4.733

Review 2.  Theoretical models for coronary vascular biomechanics: progress & challenges.

Authors:  Sarah L Waters; Jordi Alastruey; Daniel A Beard; Peter H M Bovendeerd; Peter F Davies; Girija Jayaraman; Oliver E Jensen; Jack Lee; Kim H Parker; Aleksander S Popel; Timothy W Secomb; Maria Siebes; Spencer J Sherwin; Rebecca J Shipley; Nicolas P Smith; Frans N van de Vosse
Journal:  Prog Biophys Mol Biol       Date:  2010-10-30       Impact factor: 3.667

3.  A steady-state electrochemical model of vascular smooth muscle cells.

Authors:  Masood A Machingal; S V Ramanan
Journal:  Biophys J       Date:  2006-06-09       Impact factor: 4.033

4.  Mechanical control of cation channels in the myogenic response.

Authors:  Brian E Carlson; Daniel A Beard
Journal:  Am J Physiol Heart Circ Physiol       Date:  2011-05-13       Impact factor: 4.733

5.  Cross-bridge apparent rate constants of human gallbladder smooth muscle.

Authors:  W G Li; X Y Luo; N A Hill; R W Ogden; T H Tian; A Smythe; A W Majeed; N Bird
Journal:  J Muscle Res Cell Motil       Date:  2011-09-27       Impact factor: 2.698

Review 6.  Modeling Ca2+ signaling in the microcirculation: intercellular communication and vasoreactivity.

Authors:  Adam Kapela; Sridevi Nagaraja; Jaimit Parikh; Nikolaos M Tsoukias
Journal:  Crit Rev Biomed Eng       Date:  2011

Review 7.  Bio-Chemo-Mechanical Models of Vascular Mechanics.

Authors:  Jungsil Kim; Jessica E Wagenseil
Journal:  Ann Biomed Eng       Date:  2014-12-03       Impact factor: 3.934

Review 8.  Calcium dynamics and signaling in vascular regulation: computational models.

Authors:  Nikolaos Michael Tsoukias
Journal:  Wiley Interdiscip Rev Syst Biol Med       Date:  2011 Jan-Feb

Review 9.  Theoretical models for regulation of blood flow.

Authors:  Timothy W Secomb
Journal:  Microcirculation       Date:  2008-11       Impact factor: 2.628

Review 10.  Overview of mathematical modeling of myocardial blood flow regulation.

Authors:  Ravi Namani; Yoram Lanir; Lik Chuan Lee; Ghassan S Kassab
Journal:  Am J Physiol Heart Circ Physiol       Date:  2020-03-06       Impact factor: 4.733

  10 in total

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