Abstract
The paper deals with new problems related to the excitation of oscillations in the drives of cyclic machines, taking into account the spatial distribution of the characteristics of the working elements and the force closure of systems. Dynamic models based on aggregation and general representations of systems with complex structure are proposed. An original method for studying systems with variable parameters is presented, in which the method of the conditional oscillator is applied to variable spatial and temporal arguments. The paper deals with new problems related to the excitation of oscillations in the drives of cyclic machines, taking into account the spatial distribution of the characteristics of the working elements and the force closure of systems with gaps. Dynamic models based on aggregation and general display of systems with complex structure are proposed. The original method of studying systems with variable parameters is presented, in which the conditional oscillator method is applied to the joint consideration of the variability of spatial and temporal characteristics.
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References
Brillouin L, Parodi M (1959) Propagation of waves in periodic structures. M Izd Inostr lit
Mandelstam LI (1972) Lectures on the theory of oscillations. Nauka, Moscow (in Russian)
Vul’fson II (1990) Oscillations of machines with the mechanisms of a cycle action. Mashinostroenie, Leningrad (in Russian)
Vul’fson II (2013) Dynamics of cyclic machines. St. Petersburg: Polytechnics (in Russian)
Dresig H, Vulfson II (1989) Dynamik der mechanismen. Springer, New York
Vulfson I (2015) Dynamics of cyclic machines. Springer, New York, p 2013 (Trans. From Russian, Politechnika, 2013)
Palmov VA (1976) Oscillations of elastic-plastic bodies. Moscow. Science (in Russian)
Pervozvansky AA (1979) Gaitsgory VG Decomposition, aggregation and approximate optimization. Nauka, Moscow (in Russian)
Banakh L, Kempner M (2010) Vibrations of mechanical systems with regular structure. Springer, New York
Vul’fson II, Levit VL (1988) Distribution of dynamic loads in closed drives with allowance for gaps and phase mismatches. Machinovedenie 1:75–81
Vul’fson II On oscillations of systems with parameters that depend on the time. Appl Math Mech T 33(2): 331–337
Freman N, Freman P (1967) JWKB-approximation. North Holland Publ. Com, Amsterdam
Veits VL, Kolovsky MZ, Kochura AE (1984) Dynamics of controlled machine aggregates. Nauka, Moscow (in Russian)
Kolovsky MZ (1989) The dynamics of machines.—L, Mechanical Engineering
Vulfson II (2016) To the problem of the dynamic interdependence of an electric motor and the mechanical drive of a cyclic machine. Theory Mech Mach 32(4):173–182
Vulfson I (2017) J Mach Manuf Reliatibility 46(4):322–329
Vulfson II (2008) Some peculiarities of the electric drive influence on cyclic dynamics in Mechanical Engineering. In: Selected Contributions from the Conference Modern Engineering: Science and Education, Springer, Saint Pe-tersburg, Russia, Berlin-Heidelberg, 2017, pp 2–14
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Vulfson, I.I. (2019). Vibractivity of Cycle Machinery Drives in the Accounting of the Space Distribution of Working Bodies Characteristics. In: Evgrafov, A. (eds) Advances in Mechanical Engineering. Lecture Notes in Mechanical Engineering. Springer, Cham. https://doi.org/10.1007/978-3-030-11981-2_17
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DOI: https://doi.org/10.1007/978-3-030-11981-2_17
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