Abstract
The article is devoted to the contour regulation of human arterial blood pressure, as well as other interrelated parameters. A system of algebro-differential equations is proposed for contour modeling. The system of equations has an odd symmetry group which leads to self-regulation and maintaining the contour parameters within a normal values. To calculate the dynamics of the system, original author software was used to solve structural equations. The finite difference scheme of two states was used to bring the equation system to a structural form. As a result, the calculated graphs of the contour parameters dynamics of blood pressure regulation are given. The innovation of the work is in the numerical solution and modeling of the mechanism of blood pressure regulation on the basis of a new approach to solving basic structural equations. Also novelty in the new software is the solver of basic structural equations, including nonlinear or differential equations, tested on this model.
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