Distinguishing the effects of convective and diffusive O 2 delivery on V̇ o 2 on-kinetics in skeletal muscle contracting at moderate intensity
With current techniques, experimental measurements alone cannot characterize the effects of oxygen blood-tissue diffusion on muscle oxygen uptake (V̇o 2 ) kinetics in contracting skeletal muscle. To complement experimental studies, a computational model is used to quantitatively distinguish the cont...
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Veröffentlicht in: | American journal of physiology. Regulatory, integrative and comparative physiology integrative and comparative physiology, 2013-09, Vol.305 (5), p.R512-R521 |
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Hauptverfasser: | , , , , , |
Format: | Artikel |
Sprache: | eng |
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Zusammenfassung: | With current techniques, experimental measurements alone cannot characterize the effects of oxygen blood-tissue diffusion on muscle oxygen uptake (V̇o
2
) kinetics in contracting skeletal muscle. To complement experimental studies, a computational model is used to quantitatively distinguish the contributions of convective oxygen delivery, diffusion into cells, and oxygen utilization to V̇o
2
kinetics. The model is validated using previously published experimental V̇o
2
kinetics in response to slowed blood flow (Q) on-kinetics in canine muscle (τ
Q
= 20 s, 46 s, and 64 s) [Goodwin ML, Hernández A, Lai N, Cabrera ME, Gladden LB. J Appl Physiol. 112:9–19, 2012]. Distinctive effects of permeability-surface area or diffusive conductance ( PS) and Q on V̇o
2
kinetics are investigated. Model simulations quantify the relationship between PS and Q, as well as the effects of diffusion associated with PS and Q dynamics on the mean response time of V̇o
2
. The model indicates that PS and Q are linearly related and that PS increases more with Q when convective delivery is limited by slower Q dynamics. Simulations predict that neither oxygen convective nor diffusive delivery are limiting V̇o
2
kinetics in the isolated canine gastrocnemius preparation under normal spontaneous conditions during transitions from rest to moderate (submaximal) energy demand, although both operate close to the tipping point. |
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ISSN: | 0363-6119 1522-1490 |
DOI: | 10.1152/ajpregu.00136.2013 |