1985
DOI: 10.1113/jphysiol.1985.sp015619
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Effect of fluid pressure on the hydraulic conductance of interstitium and fenestrated endothelium in the rabbit knee.

Abstract: SUMMARY1. A synovial cavity is separated from plasma by synovial intima in series with capillary endothelium. Because 20 % of the intimal surface is bare interstitium, the system is a convenient model for the study of passive transport through serial endothelial and interstitial layers. Here hydraulic flow across the composite barrier was investigated in forty-seven knees of isolated, blood-perfused rabbit hindquarters, at intra-articular pressures between 4 and 30 cmH2O.2. In order to measure barrier conducta… Show more

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Cited by 39 publications
(46 citation statements)
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“…A monotonic relation between conductance and intra-articular pressure above -9 cmH2O has been confirmed by measurements of blood-to-joint cavity conductance, i.e. the conductance of the capillary wall and synovial lining in series (Knight & Levick, 1985;Knight, Levick & McDonald, 1988). The trans-synovial movement of fluid takes place through wide interstitium-filled spaces between the lining cells, which stem from fibroblasts and macrophages, not epi-or mesothelium.…”
mentioning
confidence: 73%
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“…A monotonic relation between conductance and intra-articular pressure above -9 cmH2O has been confirmed by measurements of blood-to-joint cavity conductance, i.e. the conductance of the capillary wall and synovial lining in series (Knight & Levick, 1985;Knight, Levick & McDonald, 1988). The trans-synovial movement of fluid takes place through wide interstitium-filled spaces between the lining cells, which stem from fibroblasts and macrophages, not epi-or mesothelium.…”
mentioning
confidence: 73%
“…1), whereas the observed slope dQ8/dPj above yield pressure depends on the rate of increase of conductance with pressure and is not itself the conductance of the lining (eqn (4A) of Knight & Levick, 1985). The conductance of the lining at 25 cmH2O (K25) was estimated as the slope of a straight isoconductive line constructed between the flow at 25 cmH2O and zero flow (see Fig.…”
Section: Resultsmentioning
confidence: 99%
“…PO and hence AP, could vary directly with Jv/A, however, and this could be a consequence of Knight & Levick's (1985) conclusion that in many tissues the hydraulic resistance of the interstitial space is comparable with that of the capillary wall. If Ri represents the hydraulic resistance between a point in the pericapillary space where P = PO and a distant point in the system which is always at atmospheric pressure, then PO = Ri (Jv/A).…”
Section: Discussionmentioning
confidence: 96%
“…(i) Extravascular albumin reduces interstitial fluidity, causing viscous damping of fluid exchange. Substitution of conductivity x fluidity for interstitial conductance in the heuristic model of Knight & Levick (1985; eqn (1A)) confirms that (dQs/dirT)p=o contains an interstitial fluidity term and decreases as fluidity decreases: but numerical substitution indicates that fluidities of 0X8-0X5 reduce (dQ1/d1)p~o by at most 5-18 % relative to dQ/dnp, when pericapillary albumin dilution is not considered. (ii) A rise in mean capillary Up as plasma filtration fraction rises (haemoconcentration) may also buffer (dQ1/d7rT)P=0.…”
mentioning
confidence: 92%
“…The reason relates to the fact that slope dQ8/dPj above yield pressure is a compound parameter; it does not represent a simple hydraulic conductance, because conductance increases as a continuous function of joint pressure above yield point (Knight & Levick, 1985). Even with a minimalistic one-dimensional model (a variable intimal interstitial resistance in series with two parallel resistances, one across the capillary wall and one through deeper interstitium into subsynovium), the expression for dQ/dPj above yield pressure is a composite term involving oncotic pressure gradients as well as conductances, as expressed by eqn (4A) of Knight & Levick (1985). Re-expressing interstitial conductance as conductivity x fluidity, the one-dimensional model predicts that the relation between fractional slope and fluidity is steeper above yield pressure than below it, in keeping with the experimental observations in Fig.…”
mentioning
confidence: 99%