By Tadaharu Adachi, Masahiro Higuchi (auth.), Hans Irschik, Michael Krommer, Alexander K. Belyaev (eds.)

ISBN-10: 3709107962

ISBN-13: 9783709107966

ISBN-10: 3709107970

ISBN-13: 9783709107973

The publication includes 26 clinical contributions by way of major specialists from Russia, Austria, Italy, Japan and Taiwan. It offers an outline on fresh advancements in complex Dynamics and version dependent regulate of buildings and Machines. major subject matters are nonlinear regulate of constructions and platforms, sensing and actuation, lively and passive damping, nano- and micromechanics, vibrations and waves.

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Extra resources for Advanced Dynamics and Model-Based Control of Structures and Machines

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Ultrasonic Processes and Machines. Springer, Berlin (2007) 8. : Experimental investigation of ultrasonic machine dynamics. Machinovedenie (Machine Science) 4. (in Russian) (1967) 9. : Application of ultrasonically vibrating tool to metal cutting. Vestnik Machinostroenia (News in Machine Building) 5. (in Russian) (1961) 10. : Effects of superimposed ultrasonic vibration during compressive deformation of metals. Trans. Jpn. Inst. Metals 7(3) (1966) 11. : Ultrasonic Machining of Intractable Materials.

Dyn. (accepted for publication) 11. : Correlation of deformation demands with ground motion intensity. J. Struct. Eng. 134, 1818–1828 (2008) 12. : Incremental dynamic analysis. Earthquake Eng. Struct. Dyn. 31, 491–514 (2002) 13. ATC63: Quantification of Building Seismic Performance Factors. Applied Technology Council ATC 63 Project Report – 90% Draft. FEMA P695, April 2008 14. : Seismic induced global collapse of non-deteriorating frame structures. , Fragiadakis, M. ) Computational Methods in Earthquake Engineering, vol.

Impact Eng. 24, 545–560 (2000) 4. : Some topics in finite elasticity. J. ) Proceedings of the 1st First Symposium Naval Structural Mechanics, pp. 169–198. Pergamon Press, NY, USA (1960) 5. : Thermoviscohyperelastic behaviour of elastomeric materials filled with nano-particles. Mech. K. Belyaev Abstract Stability of rotation of a drillstring in curved oil wellbores is studied. The drillstring is considered as a Cosserat rod and the equations for a spatially curved drillstring and hole are derived and studied in detail for circular cross sections.

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Advanced Dynamics and Model-Based Control of Structures and Machines by Tadaharu Adachi, Masahiro Higuchi (auth.), Hans Irschik, Michael Krommer, Alexander K. Belyaev (eds.)


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