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Subject : "Vibration"
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Optimal control theory for the Damping of vibrations of simple elastic systems
Author(s) : Komkov, Vadim -
Edition :
Call Number : 531.32 KOM
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The physics of vibrations and waves
Author(s) : Pain, H. J. -
Edition : 6th ed.
Call Number : 531.1133 PAI/2005
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Vibrations
Author(s) : Magrab, Edward B. - Balachandran, Balakumar -
Edition : 2nd ed.
Call Number : 620.11248 BAL/2009
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Vibrational spectroscopy of solids
Author(s) : Sherwood, P.M.A. -
Edition :
Call Number : 541.3 CMA
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Vibration analysis
Author(s) : Ziemba, Stefan -
Edition :
Call Number : 534 VIB
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The matrix analysis of vibration
Author(s) : Bishop, R. E. D. - Gladwell, G. M. L. - Michaelson, S. -
Edition :
Call Number : 512.896 BIM
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Mathematical models
Author(s) : Haberman, Richard -
Edition :
Call Number : 517.6 HAM
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Differential equations of the second order with retarded arguments some problems of the theory of vibrations of systems with retardation
Author(s) : Norkin, S. B. -
Edition :
Call Number : 517.38 NOD
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Elements of the applied theory of elastic vibration
Author(s) : Panovko, Ya. -
Edition :
Call Number : 531.383 PAE
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Crystal acoustics
Author(s) : Musgrave, M. J. P. -
Edition :
Call Number : 531.3813 MUC
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