1. Estimation of the Frequency Response Function of the Rotational Degree of Freedom
- Author
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Kun-Woo Kim, Dong-yul Kim, Min-Seok Yang, Ji-Heon Kang, Ji-Wook Kim, Seung-yeop Lee, Jaewook Lee, and Jin-Seok Jang
- Subjects
Technology ,Frequency response ,QH301-705.5 ,QC1-999 ,Modal analysis ,Displacement (vector) ,Machining ,Computer Science::Networking and Internet Architecture ,General Materials Science ,Biology (General) ,QD1-999 ,Instrumentation ,Mathematics ,Fluid Flow and Transfer Processes ,Quantitative Biology::Neurons and Cognition ,Cutting tool ,business.industry ,Physics ,Process Chemistry and Technology ,General Engineering ,Finite difference method ,finite difference technique ,Structural engineering ,Engineering (General). Civil engineering (General) ,receptance coupling substructure analysis ,modal analysis ,Computer Science Applications ,rotational FRF ,Moment (mathematics) ,Chemistry ,TA1-2040 ,business ,Rotation (mathematics) - Abstract
One of the factors that influence the dynamic characteristics of machining systems is the cutting tool. Cutting tools are very diverse, and receptance coupling substructure analysis (RCSA) is essential for analyzing the dynamic characteristics of each tool. For RCSA, a full receptance matrix of the equipment and tools is essential. In this study, rotational degree-of-freedom receptance was estimated and analyzed using translational receptance. Displacement/moment receptance was analyzed according to the distance of the response point using the first-and second-order finite difference methods. The rotation/moment receptance was estimated according to the distance of the response point. Rotation/moment receptance was analyzed using Schmitz’s method and compensation strategies. The limitations of these strategies were analyzed, and the rotation/moment receptance for the beam under free-free boundary conditions was predicted using the second compensation strategy.
- Published
- 2021
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