The process of assessing the compartmental nature of a system under analysis involves a number of different professional skills. The first basic question is: given an experiment, i.e. an input-output sequence, and suppose there is no error in the data, is the result compatible with the compartmental assumption? In this paper, a step toward the solution of this fundamental problem is reported by proving necessary and sufficient conditions for a given transfer function to be the one of a finite dimensional deterministic, linear and open compartmental system with constant fractional transfer coefficients.
Is a system representable as a compartmental system? / Farina, Lorenzo. - (1997). (Intervento presentato al convegno 4th European Control Conference, ECC 1997 tenutosi a Brussels; Belgium).
Is a system representable as a compartmental system?
FARINA, Lorenzo
1997
Abstract
The process of assessing the compartmental nature of a system under analysis involves a number of different professional skills. The first basic question is: given an experiment, i.e. an input-output sequence, and suppose there is no error in the data, is the result compatible with the compartmental assumption? In this paper, a step toward the solution of this fundamental problem is reported by proving necessary and sufficient conditions for a given transfer function to be the one of a finite dimensional deterministic, linear and open compartmental system with constant fractional transfer coefficients.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.