SIMULTANEOUS DESIGN OF CONTROL AND STRUCTURAL SYSTEMS

References

• Arora , J. S. ( 1989 ) Introduction to Optimum Design . McGraw-Hill Book Co ., NY , Chapter 8 .
   Google Scholar
• Arora , J. S. , Chahande , A. I. and Paeng , J. K. ( 1991 ) Multiplier Methods for Engineering Optimization A Review . International Journal for Numerical Methods in Engineering , 32 , 1485 – 1525 .
   Web of Science ®Google Scholar
• Athiri, S. N, and lura , M. ( 1988 ) Nonlinearities in the Dynamics and Control of Space Structures Some Issues for Computational Mechanics . Large Space Structures Dynamics and Control , S. N. Atluri and A. K. Amos (Eds) , Springer-Verlag , Berlin-Heidelberg-New York , 35 – 70 .
   Google Scholar
• Belegundu , A. D. and Arora , J. S. ( 1981 ) Potential of Transformation Methods in Optimal Design . AlAA Journal , 19 , 1372 – 1374 .
   Google Scholar
• Belegundu , A. D. and Arora , J. S. ( 1984 ) A Computational Study of Transformation Methods for Optimal Design . AlAA Journal , 22 , 535 – 542 .
   Google Scholar
• Belegundu , A. D. and Arora , J. S. ( 1985 ) A Study of Mathematical Programming Methods for Structural Optimization , Part I Theory, Part II Numerical Aspects . International Journal for Numerical Methods in Engineering , 21 , ( 9 ), 1583 – 1624 .
   Web of Science ®Google Scholar
• Bellman , R. ( 1957 ) Dynamic Programming . Princeton University Press , N.J .
   Google Scholar
• Bodden , D. S. and Junkins , J. L. ( 1985 ) Eigenvalue Optimization Algorithms for Structure/ Controller Design Iterations . Journal of Guidance, Control and Dynamics , 8 , ( 6 ), 697 – 706 .
   Web of Science ®Google Scholar
• Canon , M. D. , Cullum, Jr., CD. and Polak , E. ( 1970 ) Theory of Optimal Control and Mathematical Programming . McGraw Hill Co ., N.Y .
   Google Scholar
• Chahande , A. I. and Arora , J.S. ( 1991 ) Investigation of Multiplier Methods for Optimal Design of Large Scale Mechanical and Structural Systems Subjected to Dynamic Loads , Technical Report No. ODL-91.21, Optimal Design Laboratory, College of Engineering , The University of Iowa , Iowa City, Iowa 52242.
   Google Scholar
• Haug , E. J. , and Arora , J. S. ( 1979 ) Applied Optimal Design Mechanical and Structural Systems . Wiley Interscience , John Wiley and Sons , N.Y .
   Google Scholar
• Jacobson , D. H. and Mayne , D. Q. ( 1970 ) Differential Dynamic Programming . American Elsevier , N.Y .
   Google Scholar
• Junkins , J. L. , Bodden , D. S. and Turner , J. D. ( 1984 ) A Unified Approach to Structure and Control System Design Using Iterations . 4th International Conference on Applied Numerical Modelling , Tainan, Taiwan , R.O.C .
   Google Scholar
• Kamat , M. P. ( 1988 ) Active Control of Structures in Nonlinear Response . Journal of Aerospace Engineering, ASCE , 1 , ( 1 ), 52 – 62 .
   Google Scholar
• Khot , N. S. and Venkayya , V. B. ( 1985 ) The Effects of Structural Optimization on the Design of Controls in Large Space Structures . Proceedings of the Session on Optimization Issues in the Design and Control of Large Space Structures , ASCE Convention , Denver , Co ., 31 – 45 .
   Google Scholar
• Khot , N. S. , Venkayya , V. B. and Eastep , F. E. ( 1986 ) Optimal Structural Modifications to Enhance the Active Vibration Control of Flexible Structures . AlAA Journal , 24 , ( 8 ), 1368 – 1374 .
   Google Scholar
• Khot , N.S. ( 1988 ) Structure/Control Optimization to Improve the Dynamic Response of Space Structures . Computational Mechanics , 3 , 179 – 186 .
   Google Scholar
• Khot , N. S. ( 1988 ) An Integrated Approach to the Minimum Weight and Optimum Control Design of Space Structures . Large Space Structures Dynamics and Control , S. N. Atluri, A. K. Amos (Eds.) , Springer-Verlag , Berlin-Heidelberg .
   Google Scholar
• Kirk , D. E. ( 1970 ) Optimal Control Theory An Introduction . Prentice-Hall , N. J .
   Google Scholar
• Kraft , D. ( 1985 ) On Converting Optimal Control Problems into Nonlinear Programming Problems . NATO ASI Series, Vol. F15 , Computational Mathematical Programming , Schittkowski, K. (Ed.) , Springer-Verlag , Berlin-Heidelberg , 261 – 280 .
   Google Scholar
• Lin , T. C. and Arora , J.S. ( 1990 ) Differential Dynamic Programming Technique for Optimal Control . Technical Report No. ODL-90.22, Optimal Design Laboratory, College of Engineering , The University of Iowa , Iowa City, Iowa .
   Google Scholar
• Lin , T. C. and Arora , J. S. ( 1991 ) Differential Dynamic Programming Technique for Constrained Optimal Control . Computational Mechanics , 9 , 27 – 53 .
   Google Scholar
• Lust , R. V. , [a-z]chmit, L, A. ( 1986 ) Control Augmented Structural Synthesis . AlAA/ASME/ ASCE/AHS 27th Structures, Structural Dynamics and Material Conference .
   Google Scholar
• Meirovich , L. ( 1990 ) Dynamics and Control of Structures . Wiley Interscience , New York, N.Y .
   Google Scholar
• Miller , D. F. , Venkayya , V. B. and Tishler , V. A. ( 1985 ) Integration of Structures and Controls-Some Computational Issues . Proceedings of 24th Conference on Decision and Control , Ft. Lauderdale, FL , 924 – 931 .
   Google Scholar
• Donoghue , P. E. ( 1985 ) Boundary Integral Equation Approach to Nonlinear Response Control of Large Space Structures Alternating Technique Applied to Multiple Flaws in Three-Dimensional Bodies . Ph.D. Thesis , Georgia Tech .
   Google Scholar
• Paeng , J. K. and Arora , J. S. ( 1989 ) Dynamic Response Optimization of Mechanical Systems with Multiplier Methods . Journal of Mechanisms, Transmissions, and Automation in Design , 111 , 73 – 80 .
   Web of Science ®Google Scholar
• Powell , M. J. D. ( 1969 ) A method for Nonlinear Constraints in Minimization Problems . In Optimization , R. Fletcher (ed.) , Academic Press , New York .
   Google Scholar
• Rao, S. S" Pan , T. S. and Venkayya , V. B. ( 1990 ) Modeling, Control, and Design of Flexible Structures , A Survey. Applied Mechanics Reviews , 43 , ( 5 ), 99 – 117 .
   Google Scholar
• Salama , M. , Garba , J. , Demsetz , L. and Udwadia , F. ( 1988 ) Simultaneous Optimization of Controlled Structures . Computational Mechanics , 3 , 275 – 282 .
   Google Scholar
• SaJama , M. , Hamidi , M. and Demsetz , L. ( 1984 ) Optimization of Controlled Structures . Paper presented at Jet Propulsion Workshop on Identification and Control of Flexible Space Structures , San Diego , CA 311 – 327 .
   Google Scholar
• Shampine , L. F. and Watts , H. A. ( 1979 ) DEPAC Design of A User Oriented Package of ODE Solvers . SAND 79-2347 , Sandia Laboratory .
   Google Scholar
• Shoemaker , C. A. , Liao , L. Z. , Aubert , B. N. and Abel , J. F. ( 1988 ) Optimal Nonlinear Control with Geometrically Nonlinear Finite Element Analysis for Flexible Structures Some Preliminary Results . Proceedings of the International Conference on Computational Engineering Science , Atlanta , GA , Springer-Verlag , Berlin-Heidelberg .
   Google Scholar
• Tabak , D. and Kuo , B. C. ( 1971 ) Optimal Control by Mathematical Programming . Prentice-Hall , N.J .
   Google Scholar
• Tseng , C.H. and Arora , J.S. ( 1989 ) Optimum Design of Systems for Dynamics and Controls using Sequential Quadratic Programming . AIAA Journal , 27 , ( 12 ) 1793 – 1800 .
   Web of Science ®Google Scholar
• Yang , J. N. , Long , F. X. and Wong , D. ( 1988 ) Optimal Control of Nonlinear Structures . Journal of Applied Mechanics , 55 , 931 – 938 .
   Google Scholar
• Zhang , J. D. ( 1987 ) Nonlinear Dynamic Analysis and Optimal Control of Shallow Shells by the Field-Boundary-Element Approach . Ph.D. Thesis , Georgia Tech .
   Google Scholar