[1] Hughes P C,Skelton R E.Controllability and observability of linear matrix-second order system[J].ASME J Appl Mech,1980,47(2):415-420.
[2] Damaren C T,D&Eleuterio G M T.Controllability and observability of gyroelastic vehicles[J].J Guidance Control Dynam,1991,14(5):886-894.
[3] Yong B,M ote C D J.Controllability and observability of distributed gyroscopic system[J].ASME J Dynam Sys Meas Contr,1991,113(1):11-16.
[4] WANG Zhao-lin.Motion Stability and Its Application[M].Beijing:Advanced Education Press,1992.(in Chinese)
[5] Goodstein H.Classical Mechanics[M].2nd ed.Reading,MA:Addison Vesley,1980.
[6] Curtain R,Prichard A.Infinite Dimensional System Theory[M].New York:Springer-Verlag,1978.
[7] Chen G,Fulling S A,Narcowich F J,et al.Exponential decay of energy of evolution equations with locally distributed damping[J].SIAM J Appl Math,1991,51(1):266-301.
[8] Taylor A E.Introdu ction to Fun ctional Analysis[M].2nd ed.New York:John Wiley and Sons,1980.
[9] Pazy A.Semigroups of Linear Operators and Applications to Partial Differential Equations[M].Berlin:Springer-Verlag,1983.
[10] Banks S P.State Space and Frequency Methods in the Control of Distributed Parameter Systems[M].London:Peter Peregrints Ltd,1983.
[11] Huang F L.Some problems for linear elastic systems with damping[J].Acta Math Sci,1990,10(3):319-326.
[12] Kato T.Perturbation Theory for Linear Operators[M].2nd ed.Berlin:Springer-Verlag,1980.
[13] YU Jing-yuan,ZHU Guang-tian.Asympototic property of flying posture of long and thin f lyer[J].Science in China,Series A,1984,27(9):990-1002.
[14] Balakrishann A V.Damping operators on continum models of flexible structure:Explicity models for proportional damping in beam bending with end-bodies[J].Appl Math Optimiz,1990,21(3):315-334.
[15] QIAN Xue-shen,SONG Jian.En gineering Cybernetics[M].Beijing:Science Press,1980.(in Chinese)
[16] GUAN Zhao-zhi.Fun ctional Analysis Lecture[M].Beijing:Advanced Education Press,1958.(in Chinese) |
Email Alert
RSS