Abstract
This chapter discusses modeling of crane systems as distributed parameter systems .
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References
Alli H, Singh T (1999) Passive control of overhead cranes. J Vib Control 5(3):443–459
d’Andrea-Novel B, Boustany F, Conrad F et al (1994) Feedback stabilization of a hybrid PDE-ODE system: application to an overhead crane. Math Control Signal Syst 7(1):1–22
Hannan MA, Bai W (2016) Analysis of nonlinear dynamics of fully submerged payload hanging from offshore crane vessel. Ocean Eng 128:132–146
He W, Zhang S, Ge SS (2014) Adaptive control of a flexible crane system with the boundary output constraint. IEEE Trans Ind Electron 61(8):4126–4133
How BVE, Ge SS, Choo YS (2009) Active control of flexible marine risers. J Sound Vibr 320(4–5):758–776
How BVE, Ge SS, Choo YS (2011) Control of coupled vessel, crane, cable, and payload dynamics for subsea installation operations. IEEE Trans Control Syst Technol 19(1):208–220
Kim CS, Hong K-S (2009) Boundary control of container cranes from the perspective of controlling an axially moving string system. Int J Control Autom Syst 7(3):437–445
Marzouk O, Nayfeh AH, Akhtar I et al (2007) Modeling steady-state and transient forces on a cylinder. J Vib Control 13(7):1065–1091
Morison JR, O’Brien MP, Johnson JW et al (1950) The force exerted by surface waves on piles. Pet Trans 189:149–157
Ngo QH, Hong K-S (2009) Skew control of a quay container crane. J Mech Sci Technol 23(12):3332–3339
O’Connor WJ (2003) A gantry crane problem solved. J Dyn Syst Meas Control-Trans ASME 125(4):569–576
Sano H (2008) Boundary stabilization of hyperbolic systems related to overhead cranes. IMA J Math Control Inf 25(3):353–366
Shah UH, Hong K-S (2018) Active vibration control of a flexible rod moving in water: application to nuclear refueling machines. Automatica 93:231–243
Shah UH, Hong K-S, Choi S-H (2017) Open-loop vibration control of an underwater system: application to refueling machine. IEEE-ASME Trans Mechatron 22(4):622–1632
Williamson CHK, Govardhan R (2004) Vortex-induced vibrations. Annu Rev Fluid Mech 36:413–455
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Hong, KS., Shah, U.H. (2019). Distributed Parameter Models. In: Dynamics and Control of Industrial Cranes. Advances in Industrial Control. Springer, Singapore. https://doi.org/10.1007/978-981-13-5770-1_5
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DOI: https://doi.org/10.1007/978-981-13-5770-1_5
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