论文信息 - On state equation descriptions of linear differential systems

On state equation descriptions of linear differential systems

A completely general algebraic method for converting a set of linear differential equations that describe a multivariable system to the standard state equation model is considered. The entire procedure is developed in a straight forward manner so that each aspect of the algorithm is simplistic in nature as well as efficient when implemented on a digital computer. An example is presented to illustrate all phases of the method. A PL/I program has been developed by the authors for use on the IBM 360 computer.

David Jordan | Louis F. Godbout | L. Godbout | D. Jordan

[1] F. Fairman,et al. Derivation of the Ho algorithm , 1974 .

[2] R. Rosenberg. State-Space Formulation for Bond Graph Models of Multiport Systems , 1971 .

[3] Elijah Polak,et al. An algorithm for reducing a linear, time-invariant differential system to state form , 1966 .

[4] R. Kálmán. On the general theory of control systems , 1959 .

[5] W. Wolovich. The determination of state-space representations for linear multivariable systems , 1973 .

[6] Chi-Tsong Chen,et al. Introduction to linear system theory , 1970 .

[7] H. Rosenbrock,et al. State-space and multivariable theory, , 1970 .