Smith predictor regulators operating under conditions where the dynamics generated by the process model differ from those of the process are considered. Analysis procedures are proposed and illustrative results are presented.
Bose, N.K.1982. Applied Multidimensional Systems Theory, Van Nostrand Reinhold, New York.
2.
DeCarlo, R.A., Saeks, R., and Murray, J.1977. 'Multivariable Nyquist Theory', Int J Control, 25(5), 657-675.
3.
Doebelin, E.O.1985. Control Systems Principles and Design, J. Wiley and Sons, New York.
4.
Dudgeon, D.E., and Mersereau, R.M.1974. Multidimensional Digital Signal Processing, Prentice Hall, New Jersey.
5.
Goodman, D.1977. 'Some stability properties of two-dimensional linear shift invariant digital filters', IEEE Trans Circuits and Systems , CAS24.
6.
Huang, T.S.1972. 'Stability of two-dimensional recursive filters, IEEE Trans Audio and Electro-acoustic, AU20, 158-163.
7.
Huang, T.S.1981. Two-dimensional Digital Signal Processing 1, Springer Verlag, Berlin.
8.
Kaczorek, T.1985. Two-Dimensional Linear Systems, Springer-Verlag , Berlin.
9.
Malek-Zavari, M., and Jamshidi, M.1987. Time Delay Systems, North Holland, Amsterdam.
10.
Marshall, J.E.1979. Control of Time Delay Systems, Peter Perigrinius Ltd, Stevenage.
11.
Ross, C.W.1977. 'Evaluation of controllers for deadtime processes', ISA Trans, 16(3).
12.
Shanks, J.L., Treitel, S., and Justice, J.H.1972. 'Stability and synthesis of two-dimensional recursive filters', IEEE Trans Audio and Electroacoustics, AU20, 115-128.
13.
Shinskey, F.G.1979. Process Control Systems, McGraw Hill , New York.
14.
Smith, O.J.M.1959. 'A controller to overcome dead time', ISA Journal, 6(2).
15.
Whalley, R., and Zeng, Z.1992. 'Two-dimensional computer control systems analysis', IMechE Proc I, 206, 45-62.
