Abstract
The dynamics of the plasma concentration of substances diffusing interstitially and cleared by the kidney have been studied in terms of the differential equations for multi-compartment systems. The equations resolve into a series of exponential terms, with constants related to the physical data. In the case of a single interstitial compartment with a single diffusion rate, the constants can be derived without difficulty. A simple hydraulic analogue was constructed for the investigation of more complex cases, and a series of qualitative observations is reported. The "virtual interstitial concentration, reaches a peak before it is equal to the plasma concentration and the apparent equilibrium is only momentary and, therefore, of doubtful value in estimating interstitial fluid volume.

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