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Oxygen regulates the effective diffusion distance of nitric oxide in the aortic wall

  • Xiaoping Lu
  • , Partha Srinivasan
  • , Eric Collard
  • , Paula Grajdeanu
  • , Kevin Lok
  • , Sarah E Boyle
  • , Avner Friedman
  • , Jay L Zweier

    Research output: Contribution to journalArticlepeer-review

    Abstract

    Endothelium-derived nitric oxide (NO) is critical in maintaining vascular tone. Accumulating evidence shows that NO bioavailability is regulated by oxygen concentration. However, it is unclear to what extent the oxygen concentration regulates NO bioavailability in the vascular wall. In this study, a recently developed experimental setup was used to measure the NO diffusion flux across the aortic wall at various oxygen concentrations. It was observed that for a constant NO concentration at the endothelial surface, the measured NO diffusion flux out of the adventitial surface at [O2] = 0 μM is around fivefold greater than at [O2] = 150 μM, indicating that NO is consumed in the aortic wall in an oxygen-dependent manner. Analysis of experimental data shows that the rate of NO consumption in the aortic wall is first order with respect to [NO] and first order with respect to [O2], and the rate constant k 1 was determined as (4.0 ± 0.3) × 10^3 /M/s. Computer simulations demonstrate that NO concentration distribution significantly changes with oxygen concentration and the effective NO diffusion distance at low oxygen level ([O2] ≤ 25 μM) is significantly longer than that at high oxygen level ([O2] = 200 μM). These results suggest that oxygen-dependent NO consumption may play an important role in dilating blood vessels during hypoxia by increasing the effective NO diffusion distance.
    Original languageAmerican English
    JournalFree Radical Biology and Medicine
    StatePublished - Feb 15 2010

    Keywords

    • Nitric oxide
    • Oxygen
    • Free radicals
    • Mathematical modeling
    • Aorta
    • Rate constant
    • Diffusion

    Disciplines

    • Chemical Actions and Uses
    • Partial Differential Equations

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