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   <subfield code="a">Mathemathical model of Ca2+ diffusion and buffering in extracellular solution after Ca2+ extrusion from a spherical cell</subfield>
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   <subfield code="a">A mathematical model evaluating the changes in the concentration of free extracellular calcium ([Ca2+]) as a function of time and radial distance from a spherical cell following uniform calcium release across its external membrane was developed. The space of extracellular solution was represented as concentric shells of uniform thickness. Two simplified approaches were used, which allowed us to describe calcium diffusion and buffering in each extracellular shell by only a single differential equation. The possibility of simulating the spatio-temporal [Ca2+] distribution in the case of uniformly located calcium pumps was demonstrated. Developed for pancreatic acinar cells, our model can be also used for studying ion release from other cells under similar experimental conditions and for reconstruction of ion fluxes in the presence of different fluorescent dyes.</subfield>
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