On the Control of Numerical Results in the Problems of Identification of Dynamic Energy Objects

Abstract

The article proposes an approach to solving actual problem of the obtained results’ control in the construction and implementation of algorithms for identifying energy objects based on integral dynamic models. The considered method based on the use of quadrature algorithms and splines for approximation of the kernel, with the transition to solving equations with a degenerate kernel using recurrent formulas, showed sufficiently high efficiency in solving the problems of obtaining high performance at provided control over the accuracy of the integral dynamic model parameters’ calculation, as well as providing resistance to the experimental data errors. The proposed method makes it possible to solve the problem of accumulating calculations, which, in turn, leads the numerical implementation algorithm to a form in which it is feasible to obtain solutions in real-time. The obtained integrated models have a sufficient level of adequacy and can be used in integrated computing control systems for energy objects.

On the Control of Numerical Results in the Problems of Identification of Dynamic Energy Objects