NGHIÊN CỨU GIẢM DAO ĐỘNG XOẮN CHO TRỤC MÁY BẰNG BỘ HẤP THỤ DAO ĐỘNG LUẬN ÁN TIẾN SĨ KỸ THUẬT CƠ KHÍ & CƠ KỸ THUẬT

rcraft Engines, SAE paper 360105, 1936 58 Thomson W T (1995), Theory of Vibration with Applications, George Allen and 138 Unwin, London and Sydney, Second Edition 59 Truong V.X, Chinh N.D, Dien K.D and Canh T.V (2017), Closed-form solutions to the optimization of dynamic vibration absorber attached to multi degree-of-freedom damped linear systems under torsional excitation using the fixed-point theory, Journal of Mutibody Dynamics (ISI), IF1.242, DOI: 10.1177/1464419317725216 60 Truong V.X, Dien K.D, Chinh N.D and Toan N.D (2017), Optimal Parameters of Linear Dynamic Vibration Absorber for reduction of torsional vibration, Journal of Science and Technology (Technical Universities), Vol 119, pp.37-42 61 Truong V.X, Dien K.D and Chinh N.D (2015), Research on specify optimal parameters of the TMD to reduce torsional vibration for shaft, UTEHY Journal of Science and Technology, ISSN 2354-0575, Vol 8, pp.15-20 62 Truong V.X, Dien K.D and Chinh N.D (2014), Research to reduce vibration for shaft of machines using tuned mass dampers, Proceedings of The Regional Conference on Mechanical and Manufacturing Engineering, ISBN 978-604-911942-2, pp 132-136 63 Truhar Ninoslav, Veselic Kresimir (2004), On some properties of the Lyapunov equation for damper systems, Mathematical Communications, pp 189-197 64 Truhar Ninoslav (2004), An efficient algorithm for damper optimization for linear vibrating systems using Lyapunov equation, J.Comput Appl Math 172(2004), pp169 -182 65 Vitaliani E., Di Rocco D and Sopouch M (2015), Modelling and simulation of general path centrifugal pendulum vibration absorbers, SAE paper 2015-24-2387 66 Wilson W.K (1968), Practical solution of torsional vibration problems: with examples from marine, electrical, and automobile engineering practice, Vol 4, Devices for controlling vibration, 3rd ed London: Chapman and Hall 67 Warbuton G B (1982), Optimum absorber parameters for various combinations of response and excitation parameters, Earthquake Engineering and Structural Dynamics, pp 381-401 68 Anh N.D., and N.C Sang (2003), "Design of an Optimal Tuned Mass Dampers For Muliti-Dgree-Of-Freedom-Systems", Advances in Natural Sciences, Volume 4, No 139 1, pp 1-14 69 Anh N.D, and Sang N.C (2004), "On the Optimal Control Force Applied to Tuned Mass Dampers for Muliti-Degree-Of-Freedom System", Vietnam Journal of Mechanics, Vol 26, No 1, pp.1-14 70 Vakakis A.F (1985), "A method of analysis for unidirectional vibration isolators with many degrees of freedom", Journal of Sound and Vibration 98(1), pp.13-23 71 Vakakis A.F (1986), "The effect of a viscously damped dynamic absorber on a linear multi-degrees of freedom system", Journal of Sound and Vibration 105(1), pp.49-60