On the Dynamic Resiliency of Constrained Processes

An overview on controllability analysis of chemical processes

“…Morari et al 19 RHP Zeros LD Russell and Perkins 20 Time delay NLD Skogestad and Morari 21,22 CN LD Bogle and Rashid 23 CN LD Psarris and Floudas 24,25 Time delay LD Narraway and Perkins 26 Economic back-off LD Skogestad and Hovd 27 RGA, CLDG LD Weitz and Lewin 28 Disturbance cost LD Soroush 29 Time delay LD Zafiriou E, Chiou 30 Process zeros LD Cao and Perkins 31 Output deviation NLD Lewin and Bogle 32 RGA LD Young and Swart 33 Economic back-off LD Ross and Swartz 34 Closed-loop performance LD Havre and Skogestad 35 NMP performance NLD Gal and Varga 36 Structural controllability LD Chenery and Walsh 37 Output deviation LD Zheng and Mahajanam 38 Dynamic controllability LD Kim and Yoon 39 Structural controllability NLD Byungwoo et al 40 Structural controllability NLD Kuhlman and Bogle 41 NMP performance NLD Karafyllis and Kokossis 42 Disturbance resiliency NLD Meeuse and Tousain 43 Closed-loop performance LD Maya-Yescas and Aguilar 44 RGA NLD Kuhlman and Bogle 45 NMP performance NLD Cao and Yang 46 Singular value, zeros LD Engell et al 47 RPN LD Meel and Seider 48 NMP performance NLD Santoso et al 49 Passivity NLD Srinivasan and Bonvin 50 Output controllability NLD Kaymak and Luyben 51 Dynamic controllability NLD Santoso et al 52 Passivity LD Papadopoulos and Seferlis 53 Sensitivity analysis NLD Kaistha et al 54 Closed-loop performance NLD increasing proximity of the zeros to the imaginary axis. Studies 58 have shown that RHP zeroes cannot be shifted to different locations by ou...…”