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Energy evolution model in natural-engineering systems
DOI: 10.21443/1560-9278-2016-1/1-35-39
Abstract. Interrelation of two leading parameters of a dynamic system in evolution has been considered. The homogeneous system of first-order differential equations with two unknown functions has been solved for some special cases of time-varying equation coefficients. Physical interpretation of the examples considered has been presented. It has been determined that a character of change for the leading parameters of the dynamic system depends on the type of functions-coefficients composing the differential equation system
Keywords: system of differential equations, dynamic system parameters, geological environment, strain energy
Printed reference: Savchenko S. N. Energy evolution model in natural-engineering systems // Vestnik of MSTU. 2016. V. 19, No 1. P. 35-39.
Electronic reference: Savchenko S. N. Energy evolution model in natural-engineering systems // Vestnik of MSTU. 2016. V. 19, No 1. P. 35-39. URL: http://vestnik.mstu.edu.ru/v19_1_1n64/5_Savchenko_35_39.pdf.
