2012
DOI: 10.1007/978-1-4614-2422-2_2
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Experimental–Analytical Substructure Model Sensitivity Analysis for Cutting Machine Chatter Prediction

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Cited by 6 publications
(7 citation statements)
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“…However, the absolute value of the error for the first mode in the receptance FRF (used for coupling) is larger than for the other modes due to larger displacements. The rather high error in the substructuring results for the first mode might be explained by this error since Liljerehn and Abrahamsson [18] found that the peak height of the identified FRF has a large influence on the substructuring results. The high damping errors could be a sign of an inappropriate damping model.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…However, the absolute value of the error for the first mode in the receptance FRF (used for coupling) is larger than for the other modes due to larger displacements. The rather high error in the substructuring results for the first mode might be explained by this error since Liljerehn and Abrahamsson [18] found that the peak height of the identified FRF has a large influence on the substructuring results. The high damping errors could be a sign of an inappropriate damping model.…”
Section: Discussionmentioning
confidence: 99%
“…Su and Juang [41] introduced a different approach using first-order statespace systems. A similar approach was also taken by Sjövall and Abrahamsson [39], later used and elaborated by Liljerehn, see [18].…”
Section: Introductionmentioning
confidence: 96%
“…To compute the coupled state-space model, one must start by adding the first block row of the state equations of the state-space models representative of the dynamics of substructures α and β. Then, by imposing both compatibility and equilibrium conditions (see equations (44a) and (44b)), the first block row of the coupled state-space model is computed (see [23]). Lastly, by correctly placing the remaining state-space matrix elements of the state-space models to be coupled, the coupled state-space model can be obtained as follows…”
Section: Comparison Of Lm-sss With Others Sss Techniquesmentioning
confidence: 99%
“…The level of intensity of self-oscillations significantly affects the tool life and machining productivity. In [23] it is indicated that for certain design and technological processing conditions, there is a certain optimal (according to the stability criterion) amplitude of self-oscillations, at which the greatest tool life takes place. When machining corrosion-resistant, heat-resistant, high-strength steels, as well as titanium and heat-resistant alloys by the hard-alloy insert of the tool, the zone of self-oscillation amplitudes optimal in terms of resistance criterion is in the range of 8-18 μm.…”
Section: Analysis Of Recent Research and Publicationsmentioning
confidence: 99%
“…To effectively influence the occurrence and nature of oscillatory processes during the titanium alloys machining, it is necessary to analyze the priority of factors affecting the real pattern of the physical processes of the elastic dynamic system "Machine-Fixture-Tool-Workpiece". This system, on the one hand, is described by the known equations of mechanical dynamics [5,23]. However, in the analytical description of the system of dynamic equations in the classical form, it is impossible to take into account the features of physical phenomena in the processing of titanium alloys (adiabatic shear conditions, specific dynamics of thermodynamic cutting processes, etc.).…”
Section: Analysis Of Recent Research and Publicationsmentioning
confidence: 99%