1978
DOI: 10.1085/jgp.71.3.301
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Intestinal transport of weak electrolytes: Determinants of influx at the luminal surface.

Abstract: A B S T R A C T The determinants of weak electrolyte influx into everted segments of rat small intestine have been studied. Preliminary experiments showed that the observed influxes could be described as unidirectional, diffusional fluxes of the nonionized compound uncomplicated by a parallel ionic component. It is shown that the determinants of weak electrolyte influx in this situation may be described in terms of the resistance of the unstirred layer to movement from the bulk phase to the cell surface, the d… Show more

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Cited by 32 publications
(16 citation statements)
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“…To determine whether the inhibitory effect of these compounds on Cl self-exchange is specific for organic acids, we first examined the effect of naloxone on Kcj. Naloxone is an organic base, but its KIhloro is reasonably close to that of iso-butyrate (about 2.0 X 10-1) (20). As shown in Table IV, 1 mM naloxone had no effect on Ka2.…”
Section: MMMmentioning
confidence: 78%
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“…To determine whether the inhibitory effect of these compounds on Cl self-exchange is specific for organic acids, we first examined the effect of naloxone on Kcj. Naloxone is an organic base, but its KIhloro is reasonably close to that of iso-butyrate (about 2.0 X 10-1) (20). As shown in Table IV, 1 mM naloxone had no effect on Ka2.…”
Section: MMMmentioning
confidence: 78%
“…Partition coefficients in chloroform/aqueous phase systems (KhorO) were determined for nonionic forms of several organic acids, and in olive oil/aqueous and ether/aqueous for iso-butyrate using a modified radiotracer method previously described (20). In general, I ml of aqueous solution, pH 1.5 containing 0.03-0.07 ACi of '4C-labeled organic acids was mechanically shaken with 3 ml of nonaqueous phase solution for 1 h at room temperature.…”
Section: MMMmentioning
confidence: 99%
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“…Application of an unstirred layer correction to the experimental data A proposed (Jackson et al, 1978) equation for flow of charged and uncharged forms across an unstirred layer followed by uptake of the uncharged form only is:-(= P.; +D (1) where J" , the flux of neutral species past the membrane from compartment 2 (the unstirred layer) into compartment 3 (the mucosa), is related to the bulk phase concentration C1 and an empirical permeability coefficient; this consisting of an unstirred layer term where D is the diffusion coefficient of both neutral and ionised forms and is the unstirred layer thickness, and a membrane permeability term Pi for the neutral form adjusted for the degree of dissociation (1 + 102) where a2 = pKa-pH2, the dissociation constant of the weak base minus pH2, the pH within the unstirred layer i.e. the microclimate immediately next to the mucosal membrane.…”
Section: Resultsmentioning
confidence: 99%