Application of S.A. Chaplygin's theorem to the estimation of electromodeling error
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Abstract
In electromodeling of nonlinear systems, there arises a problem of estimating the methodological error of the model connected with the approximate implementation of given functional dependencies and perturbing forces. This error, called the dynamic approximation error, is inevitable when using series-produced electromodeling devices and in magnitude can exceed other components of the error.
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References
- Chaplygin S. A. Works. Vol I. GTI, 1948.
- Azbelev N. V. On the limits of applicability of S. A. Chaplygin's theorem on differential inequalities. Matem. sb. AN SSSR, 1956, vol. 39, No. 2.
- Azbelev N. V. On the limits of applicability of S. A. Chaplygin's theorem. DAN SSSR, 1953, vol. 89, No. 4.
- Fikhtenholtz G. M. Course of Differential and Integral Calculus. Vol. I GITTL, 1951.
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