In this paper we present a new method of numerical evaluation of unknown coefficients of a dynamical system having available information about unknown phase trajectories at some time values. The method consists in the direct integration of given dynamical system with posterior application of a quadrature rules. Using the least square method and possible Constraints we obtain a linear system for determining an unknown coefficient. A numerical example illustrates the method
The ability of a multibody dynamic model to accurately predict the response of a physical system rel...
A real time computational method is presented for the identification of linear discrete dynamic syst...
The Total least squares error criterion is considered for estimation problems. Exact nec-essary cond...
In this paper we present a new method of numerical evaluation of unknown coefficients of a dynamica...
In this paper we present a new method of numerical evaluation\ud of unknown coefficients of a dynami...
Parameter identification and estimation from experimental data is an important problem in mathematic...
Parameter identification and estimation from experimental data is an important problem in mathematic...
A real time computational method is presented for the identification of linear discrete dynamic syst...
Parameter estimation is a vital component of model development. Making use of data, one aims to dete...
An on-line least squares algorithm has previously been successfully applied to linear vibration syst...
An on-line least squares algorithm has previously been successfully applied to linear vibration syst...
AbstractThe analysis of existing methods of nonparametric identification of dynamic systems is shown...
The problem of nonlinear dynamical systems of Wiener type identification is considered. The linear...
The problem of nonlinear dynamical systems of Wiener type identification is considered. The linear...
A method based on a modified Newton-Raphson scheme is presented to estimate parameters of a nonlinea...
The ability of a multibody dynamic model to accurately predict the response of a physical system rel...
A real time computational method is presented for the identification of linear discrete dynamic syst...
The Total least squares error criterion is considered for estimation problems. Exact nec-essary cond...
In this paper we present a new method of numerical evaluation of unknown coefficients of a dynamica...
In this paper we present a new method of numerical evaluation\ud of unknown coefficients of a dynami...
Parameter identification and estimation from experimental data is an important problem in mathematic...
Parameter identification and estimation from experimental data is an important problem in mathematic...
A real time computational method is presented for the identification of linear discrete dynamic syst...
Parameter estimation is a vital component of model development. Making use of data, one aims to dete...
An on-line least squares algorithm has previously been successfully applied to linear vibration syst...
An on-line least squares algorithm has previously been successfully applied to linear vibration syst...
AbstractThe analysis of existing methods of nonparametric identification of dynamic systems is shown...
The problem of nonlinear dynamical systems of Wiener type identification is considered. The linear...
The problem of nonlinear dynamical systems of Wiener type identification is considered. The linear...
A method based on a modified Newton-Raphson scheme is presented to estimate parameters of a nonlinea...
The ability of a multibody dynamic model to accurately predict the response of a physical system rel...
A real time computational method is presented for the identification of linear discrete dynamic syst...
The Total least squares error criterion is considered for estimation problems. Exact nec-essary cond...