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Mathematical model for pressure losses in the hemodialysis graft vascular circuit

  • Steven A. Jones(corresponding author)
    ,
  • Song Jin
    ,
  • Ameya Kantak
    ,
  • David A. Bell
    ,
  • William D. Paulson
*Corresponding author for this work
  • Louisiana Tech University
    ,
  • Johns Hopkins University
    ,
  • University of Utah
    ,
  • Hema Metrics
    ,
Scholary Output:
Contribution to journal
Article
Peer-review

Abstract

Stenosis-induced thrombosis and abandonment of the hemodialysis synthetic graft is an important cause of morbidity and mortality. The graft vascular circuit is a unique low-resistance shunt that has not yet been systematically evaluated. In this study, we developed a mathematical model of this circuit. Pressure losses (ΔPs) were measured in an in vitro experimental apparatus and compared with losses predicted by equations from the engineering literature. We considered the inflow artery, arterial and venous anastomoses, graft, stenosis, and outflow vein. We found significant differences between equations and experimental results, and attributed these differences to the transitional nature of the flow. Adjustment of the equations led to good agreement with experimental data. The resulting mathematical model predicts relations between stenosis, blood flow, intragraft pressure, and important clinical variables such as mean arterial blood pressure and hematocrit. Application of the model should improve understanding of the hemodynamics of the stenotic graft vascular circuit.

Publication Information

Output type

Scholary Output:
Contribution to journal
Article
Peer-review

Original language

English (US)

Pages from-to (Number of pages)

Pages 60-66 (7 pages)

Journal (Volume, Issue Number)

Journal of Biomechanical Engineering (Volume 127, Issue 1)

Publication milestones

  • Published - 02/2005

Publication status

Published - 02/2005

ISSN

0148-0731

Publication IDs

  • Scopus: 16244389620
  • PubMed: 15868789

Publication metrics

Metrics

SciVal
FWCI
1.05
SciVal
Author count
5
SciVal
citations
18
SciVal
Paper percentile
71
Fractional count
1
Fractional count
0.20
Fractional count
4
Fractional count
0.80
Fractional count
1
Fractional count
1
Scopus
citations

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Captures
24
Citation count
19