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Generalization of the FOPDT Model for Identification and Control Purposes
2020
Processes
This paper proposes a theoretical framework for generalization of the well established first order plus dead time (FOPDT) model for linear systems. The FOPDT model has been broadly used in practice to capture essential dynamic response of real life processes for the purpose of control design systems. Recently, the model has been revisited towards a generalization of its orders, i.e., non-integer Laplace order and fractional order delay. This paper investigates the stability margins as they vary
doi:10.3390/pr8060682
fatcat:rbeqox7ygzbm5ah7w7rphyfjv4