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Titlebook: Dynamics of Machinery; Theory and Applicati Hans Dresig,Franz Holzweißig Book 20101st edition Springer-Verlag Berlin Heidelberg 2010 Balanc

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Simple Nonlinear and Self-Excited Oscillators, do for forced nonlinear vibrations. Time-dependent excitation may occur, for example, in the form of motion excitation force excitation when starting, braking, during transitional processes or even during steady-state processes (periodic excitation).
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Model Generation and Parameter Identification, products by dynamic computer simulations instead of expensive test stations (or measurements at real machines, whose operation would have to be interrupted)..2. They help in clarifying physical causes for interfering phenomena (e.g. resonant oscillations, fracture, noise) or desired effects (e.g. a
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Dynamics of Rigid Machines,h is uniquely determined for a given drive motion due to holonomic constraints. This calculation model can be used if the deformations that always exist in reality due to the acting forces are so minor that they have little influence on the motions. It is also assumed that the joints and bearings ar
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Foundation and Vibration Isolation,es that are caused or suspected to be caused by vibrations frequently spawn negotiations on compensation or legal disputes. If the complete system were modeled and its vibration potential was assessed in due time, and the various project participants from various companies (or divisions) coordinated
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Torsional Oscillators and Longitudinal Oscillators,d were calculated and measured by O. . as early as 1902. That type of research received a major boost by the demand for lightweight designs for airships and airplanes. In particular, the review of the causes of engine damage, which resulted in enormous subsequent damage in the crash of the Zeppelin
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Bending Oscillators,ion of critical speeds of shafts with variable cross sections. Critical speeds are such speeds at which a machine may not be operated for extended periods of time for reasons of operating safety because dangerous resonance conditions will occur..The first studies of special issues of bending oscilla
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Simple Nonlinear and Self-Excited Oscillators,motion of selfexcited oscillators contain, from a physical point of view, a “stimulating” expression so that free vibrations do not always subside like it is the case with “common” nonlinear oscillators. While the equations of motion of self-excited oscillators do not explicitly depend on time, they
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Relations to System Dynamics and Mechatronics,om all fields of physics, chemistry, biology, medicine, sociology and economics..In system dynamics, a system is defined as a set of elements (characterized by their parameter values) that are coupled to each other and may interact with each other (interaction). It is characterized by its topology a
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