We studied the quantitative characteristics of the negative inotropic response of an isolated heart of the edible snail Helix pomatia with the use of modern methods of mathematical analysis of the results. The experiments were performed with an isolated heart ventricle of the snail washed by means of a cannula. The ventricle contracted in its own rhythm under the influence of the pressure of the solution used for perfusion. The solution contained 110 mM NaCl, 2 mM KCl, 1.8 mM CaCl 2 , and 5 mM N‡cee A (pH 7.2‐7.4). The contractions of the heart muscle converted by means of a 6M-X1B isotonic mechanotransducer were recorded by an H-3021-1 recorder. The mathematical analysis of the data was performed with the use of the MathCad 7.0 pro software. In most cases, the ACh dose‐effect curves had a complex biphasic sigmoid shape (in semilogarithmic coordinates), which complicated data analysis by usual methods. A search for the most adequate mathematical model to fit the data obtained was performed with the use of the MathCad 7.0 pro software. We found that the experimental data best fit the model that included two independent pools of receptors with cooperative properties. The physiological response is described by the following equation: where C is the physiological effect (in percent) calculated as ( H – h / H ) × 100 %; c is the initial amplitude of the spontaneous contractions of the myocardium of the snail perfused with Ringer’s solution; h is the amplitude of ACh-induced myocardium contractions; is the percentage of the high-affinity receptor pool in the total receptor population; (100 ‐ ) or is the per
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