Entropic approach in assessment of seasonal dynamics of neuromuscular system’s parameters in human under exposure to local cooling

Abstract

The paper presents an experimental verification of Prigogine-Glansdorff’s theorem for evolution of complex biological systems and verification of Prigogine´s theorem for an open nonequilibrium thermodynamic (biological) systems. Entropy can be represented as a value that indicates how many different states are in the system, but it does not represent if they are stable, i.e. it is not linked to the concept of chaos, order and disorder act as deterministic and non-deterministic state of the system. Thus, we found that the conditions of Prigogine-Glansdorff’s theorem for studying the biosystems don’t suite because it is common (except for tremorogramm’s parameters of the spring period) that the entropy of parameters of tremorogramms and myograms statistically doesn’t change.