Literature DB >> 2928089

Perturbation of red blood cell flow in small tubes by white blood cells.

T N Thompson1, P L La Celle, G R Cokelet.   

Abstract

The flow of blood in the microcirculation is facilitated by the dynamic reduction in viscosity (Fahraeus-Lindquist effect) resulting from the axial flow of deforming erythrocytes (RBCs) and from the decrease in the ratio of cell to vessel diameter. RBC velocity exceeds that of average fluid velocity; however the slower moving white blood cells (WBC) perturb flow velocity and the ratio of cell to vessel diameter by obstructing red cell flow through formation of "trains" of red cells collecting behind the white cell. This effect of white cells was studied quantitatively in a model in vitro tubes less than 10 microns in diameter with the demonstration that flow resistance increases linearly with white cell numbers up to 1,000 WBC/mm3 at tube hematocrit of 17.7%. The increase in resistance exceeds the flow resistance of WBC and appears to relate directly to train formation. A mechanical model of train formation developed to predict WBC influence in flow resistance over the range of WBC studied reasonably fits observed WBC effects.

Mesh:

Year:  1989        PMID: 2928089     DOI: 10.1007/BF00584486

Source DB:  PubMed          Journal:  Pflugers Arch        ISSN: 0031-6768            Impact factor:   3.657


  10 in total

1.  Effect of hematocrit and rouleaux on apparent viscosity in capillaries.

Authors:  R Skalak; P H Chen; S Chien
Journal:  Biorheology       Date:  1972-06       Impact factor: 1.875

2.  Deformation of red blood cells in capillaries.

Authors:  R Skalak; P I Branemark
Journal:  Science       Date:  1969-05-09       Impact factor: 47.728

3.  Statistical constraints on microvascular measurements using fluorescent erythrocytes.

Authors:  I H Sarelius; S M McKinlay
Journal:  Am J Physiol       Date:  1985-04

4.  Morphometry of human leukocytes.

Authors:  G W Schmid-Schönbein; Y Y Shih; S Chien
Journal:  Blood       Date:  1980-11       Impact factor: 22.113

5.  Theoretical models of capillary flow.

Authors:  R Skalak
Journal:  Blood Cells       Date:  1982

6.  Model studies on phase separation at a capillary orifice.

Authors:  A R Pries; K H Albrecht; P Gaehtgens
Journal:  Biorheology       Date:  1981       Impact factor: 1.875

7.  Cell distribution in capillary networks.

Authors:  G W Schmid-Schönbein; R Skalak; S Usami; S Chien
Journal:  Microvasc Res       Date:  1980-01       Impact factor: 3.514

8.  Direct measurement of microvessel hematocrit, red cell flux, velocity, and transit time.

Authors:  I H Sarelius; B R Duling
Journal:  Am J Physiol       Date:  1982-12

9.  Erythrocyte velocity measurement in microvessels by a two-slit photometric method.

Authors:  H Wayland; P C Johnson
Journal:  J Appl Physiol       Date:  1967-02       Impact factor: 3.531

10.  Hematocrit fluctuations within capillary tubes and estimation of Fåhraeus effect.

Authors:  T W Secomb; A R Pries; P Gaehtgens
Journal:  Int J Microcirc Clin Exp       Date:  1987
  10 in total
  2 in total

1.  Flow resistance and drag forces due to multiple adherent leukocytes in postcapillary vessels.

Authors:  G B Chapman; G R Cokelet
Journal:  Biophys J       Date:  1998-06       Impact factor: 4.033

2.  The autodigestion hypothesis: Proteolytic receptor cleavage in rheological and cardiovascular cell dysfunction1.

Authors:  Geert W Schmid-Schönbein
Journal:  Biorheology       Date:  2016       Impact factor: 1.875

  2 in total

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