ÅströmKJ (1970) Introduction to Stochastic Control Theory. New York: Academic Press Inc.
2.
ÅströmKJHägglundT (1995) PID Controllers: Theory, Design and Tuning. Research Triangle Park, NC: Instrument Society of America.
3.
DarwishNM (2018) PID controller design in the frequency domain for time-delay systems using direct method. Transactions of the Institute of Measurement and Control40(3): 940–950.
4.
Ghousiya BegumKSeshagiri RaoARadhakrishnanTK (2017) Enhanced IMC based PID controller design for non-minimum phase (NMP) integrating processes with time delays. ISA Transactions68: 223–234.
5.
GuD, et al. (2006) Relay feedback autotuning method for integrating processes with inverse response and time delay. Industrial and Engineering Chemistry Research45(9): 3119–3132.
6.
IrshadMAliA (2018) Optimal tuning rules for PI/PID controllers for inverse response processes. IFAC-PapersOnLine51(1): 413–418.
7.
JengJCLinSW (2012) Robust proportional-integral-derivative controller design for stable/integrating processes with inverse response and time delay. Industrial and Engineering Chemistry Research51(6): 2652–2665.
8.
KayaI (2018) Controller design for integrating processes with inverse response and dead time based on standard forms. Electrical Engineering100(3): 2011–2022.
9.
KayaICengizH (2017) Optimal tuning of PI/PID controllers for integrating processes with inverse response. In: 21st International Conference on System Theory, Control and Computing (ICSTCC), Sinaia, Romania, 19–21 October 2017, pp. 722–727. IEEE.
10.
KayaITanNAthertonDP (2006) A refinement procedure for PID controllers. Electrical Engineering88(3): 215–221.
11.
KumarMPManimozhiM (2018) A new control scheme for integrating processes with inverse response and time delay. Chemical Product and Process Modeling13(4).
12.
LuybenWL (2003) Identification and tuning of integrating processes with deadtime and inverse response. Industrial & Engineering Chemistry Research42(13): 3030–3035.
13.
OzyetkinMMOnatCTanN (2018) PID Tuning method for integrating processes having time delay and inverse response. IFAC-PapersOnLine51(4): 274–279.
14.
PaiNSChangSCHuangCT (2010) Tuning PI/PID controllers for integrating processes with deadtime and inverse response by simple calculations. Journal of Process Control20(6): 726–733.
15.
RahimianMATavazoeiMS (2012) Application of stability region centroids in robust PI stabilization of a class of second-order systems. Transactions of the Institute of Measurement and Control34(4): 487–498.
16.
SeborgDE, et al. (2011) Process Dynamics and Control. 3rd edn. River Street, Hoboken, NJ: John Wiley & Sons, Inc.
17.
SkogestadS (2003) Simple analytic rules for model reduction and PID controller tuning. Journal of Process Control13(4): 291–309.
18.
SrivastavaAVermaAK (2007) Identification of integrating processes with deadtime and inverse response. Industrial and Engineering Chemistry Research46(24): 8270–8272.
19.
SungSWLeeIB (1996) Limitations and countermeasures of PID controllers. Industrial and Engineering Chemistry Research35(8): 2596–2610.
20.
UmaSChidambaramMRaoAS (2010) Set point weighted modified Smith predictor with PID filter controllers for non-minimum-phase (NMP) integrating processes. Chemical Engineering Research and Design88(5–6): 592–601.