Titlebook: Classical Mechanics; Applied Mechanics an Jan Awrejcewicz,Zbigniew Koruba Book 2012 Springer Science+Business Media, LLC 2012 applied mecha

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Equations of Motion of a Rigid Spherical Body,In this chapter, we introduce basic equations of dynamics of a rigid body during motion about a fixed pivot point. On the basis of these equations, later in this work, we will describe gyroscopic phenomena.

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Dynamics in Mechatronic Systems,electric circuits (capacitors, inductors) and describes current and voltage sources and Kirchhoff’s law. Section 1.2 deals with dynamical processes in mechatronic systems (transducers) and the electromagnetomechanical circuit. In Sect. 1.3, the dynamics and control of a mass levitating in magnetic a

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Dynamics and Control of a Gyroscope,y of realization of the required motion of a controlled gyroscope axis: 1 Compliance of initial conditions of the gyroscope motion with imposed initial conditions. In order to guide the gyroscope axis to the appropriate initial position one can apply additional time-independent control. 2. Values of

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Gyroscopic Control in Self-Guidance Systems of Flying Objects,icle is studied. First, the navigational kinematics of an unmanned aerial vehicle (UAV) is analyzed, and then the control of a gyroscope fixed on its board as well as its full control are discussed. Furthermore, a gyroscope in a guided aerial bomb is studied. It includes analysis of kinematics of a

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Dynamics in Mechatronic Systems,bration speed. An averaged set of equations is derived and numerically studied. Finally, in Sect.1.5, a 2-DOF nonlinear dynamics of a rotor supported by a magnetohydrodynamic bearing is investigated using perturbation analysis. Two modes corresponding to the vertical and horizontal vibrations of the

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Dynamics and Control of a Gyroscope,pension and, additionally, to apply optimally selected dampers. 3. Influence of non-linearities in the model of gyroscope motion, which manifests especially at large angular deviations of the gyroscope axis. 4. Additional deviations of gyroscope—which, independently of the numerous technological tri

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1571-8689 cations. This volume provides practicing mechanical/mechatronic engineers and designers, researchers, graduate and postgraduate students with a knowledge of mechanics focused directly on advanced applications.978-1-4939-4321-0978-1-4614-3978-3Series ISSN 1571-8689 Series E-ISSN 1876-9896

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Septate Uterus: Diagnosis and Management,bration speed. An averaged set of equations is derived and numerically studied. Finally, in Sect.1.5, a 2-DOF nonlinear dynamics of a rotor supported by a magnetohydrodynamic bearing is investigated using perturbation analysis. Two modes corresponding to the vertical and horizontal vibrations of the

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Ovarian Tissue Cryopreservationpension and, additionally, to apply optimally selected dampers. 3. Influence of non-linearities in the model of gyroscope motion, which manifests especially at large angular deviations of the gyroscope axis. 4. Additional deviations of gyroscope—which, independently of the numerous technological tri