Global least squares for time-domain system identification of state-space models

Author(s):  
Matthew Harker ◽  
Gerhard Rath
Author(s):  
Rachid Malti ◽  
Stephane Victor ◽  
Alain Oustaloup

This paper presents an up to date advances in time-domain system identification using fractional models. Both equation-error- and output-error-based models are detailed. In the former models, prior knowledge is generally used to fix differentiation orders; model coefficients are estimated using least squares. The latter models allow simultaneous estimation of model coefficients and differentiation orders using nonlinear programing. As an example, a thermal system is identified using a fractional model and is compared to a rational one.


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