Literature DB >> 5779773

A mathematical model for the axial migration of suspended particles in tube flow.

M M Lih.   

Abstract

Mesh:

Year:  1969        PMID: 5779773     DOI: 10.1007/BF02478214

Source DB:  PubMed          Journal:  Bull Math Biophys        ISSN: 0007-4985


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  1 in total

1.  Viscosity of solutions and suspensions; theoretical interpretation of viscosity of sucrose solutions.

Authors:  V VAND
Journal:  J Phys Colloid Chem       Date:  1948-02
  1 in total
  7 in total

1.  A semi-empirical model for flow or blood and other particulate suspensions through narrow tubes.

Authors:  R N Das; V Seshadri
Journal:  Bull Math Biol       Date:  1975-10       Impact factor: 1.758

2.  Blood flow: theory, effective viscosity and effects of particle distribution.

Authors:  J C Chow
Journal:  Bull Math Biol       Date:  1975-10       Impact factor: 1.758

Review 3.  Simulation of intraluminal gas transport processes in the microcirculation.

Authors:  J D Hellums; P K Nair; N S Huang; N Ohshima
Journal:  Ann Biomed Eng       Date:  1996 Jan-Feb       Impact factor: 3.934

4.  Particle distribution for dilute suspension in flow.

Authors:  A Tesfagaber; M M Lih
Journal:  Bull Math Biol       Date:  1973 Nov-Dec       Impact factor: 1.758

5.  Effects of peripheral layer viscosity on blood flow through the artery with mild stenosis.

Authors:  J B Shukla; R S Parihar; S P Gupta
Journal:  Bull Math Biol       Date:  1980       Impact factor: 1.758

6.  Modeling and numerical simulation of blood flow using the Theory of Interacting Continua.

Authors:  Mehrdad Massoudi; Jeongho Kim; James F Antaki
Journal:  Int J Non Linear Mech       Date:  2011-09-22       Impact factor: 2.985

7.  A numerical study of blood flow using mixture theory.

Authors:  Wei-Tao Wu; Nadine Aubry; Mehrdad Massoudi; Jeongho Kim; James F Antaki
Journal:  Int J Eng Sci       Date:  2014-03-01       Impact factor: 8.843

  7 in total

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