REFERENCES
- H.T. Banks , A.J. Kurdila , and G. Webb ( 1997 ). Identification of hysteretic control influence operators representing smart actuators, part (I): formulation . Math. Prob. Eng. 3 : 287 – 328 .
- H.T. Banks , A.J. Kurdila , and G. Webb ( 1997 ). Identification and hysteretic control influence operators representing smart actuators, part (II): convergent approximations . J. Int. Mat. Syst. Struct. 8 : 536 – 550 .
- M. Brokate ( 1990 ). On a characterization of the Preisach model for hysteresis . Rend. Semin. Mat. Univ. Padova 83 : 153 – 163 .
- M. Brokate and J. Sprekels ( 1996 ). Hysteresis and Phase Transitions . Springer , New York .
- K.-H. Hoffmann , J. Sprekels , and A. Visintin ( 1988 ). Identification of hysteretic loops . J. Comp. Physics 78 : 215 – 230 .
- J. Kopfová ( 2007 ). A homogenization result for a parabolic equation with Preisach hysteresis . Zeit. Angew. Math. Phys. 58 : 350 – 356 .
- M.A. Krasnoselsk[ibreve] and A.V. Pokrovsk[ibreve] ( 1993 ). System with Hysteresis . Nauka, Moskva. (Engl. transl.: Springer, Berlin, 1989) .
- P. Krejčí ( 1991 ). Hysteresis memory preserving operators . Appl. Math. 36 : 305 – 326 .
- P. Krejčí (1996). Hysteresis, Convexity, and Dissipation in Hyperbolic Equations . Gakkatosho , Tokyo.
- P. Krejčí and K. Kuhnen ( 2001 ). Inverse control systems with hysteresis and creep . IEE Proc. Control Th. Appl. 148 : 185 – 192 .
- P. Krejčí, P. and K. Kuhnen ( 2003 ). Error estimates for the discrete inversion of hysteresis and creep operators . Math. Comp. Simulation 61 : 537 – 548 .
- A.J. Kurdila and G. Webb ( 1997 ). Compensation for distributed hysteresis operators in active structural systems . J. Guid. Control Dyn. 20 ( 6 ): 1133 – 1140 .
- I.D. Mayergoyz ( 1991 ). Mathematical Models for Hysteresis . Springer , New York .
- F. Preisach ( 1935 ). Über die magnetische Nachwirkung . Zeit. für Physik 94 : 277 – 302 .
- X. Tan and J.S. Baras ( 2005 ). Adaptive identification and control of hysteresis in smart materials . IEEE Trans. Automatic Control 50 : 827 – 839 .
- A. Visintin ( 1994 ). Differential Models of Hysteresis . Springer , Berlin .
- G. Webb , A.J. Kurdila , and D.L. Lagoudas ( 1998 ). Hysteresis modeling of SMA actuators for control actuations . J. Int. Mat. Syst. Struct. 9 : 432 – 448 .
- G. Webb , D. Lagoudas , and A.J. Kurdila ( 2000 ). Adaptive hysteresis compensation for SMA actuators with stress-induced variations in hysteresis . J. Int. Mat. Syst. Struct. 10 : 845 – 854 .
- G. Webb , A.J. Kurdila , and D.L. Lagoudas ( 2000 ). Adaptive hysteresis model for model reference control with actuator hysteresis . J. Guidance Control Dynamics 23 : 459 – 465 .