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The Advanced Convergence Method in the Problem on Torsional Oscillations of a Circular Disc Inhomogeneous in Thickness
Moscow University Mechanics Bulletin ( IF 0.3 ) Pub Date : 2021-04-06 , DOI: 10.3103/s0027133020060023 L. D. Akulenko , D. V. Georgievskii , S. V. Nesterov
中文翻译:
厚度不均匀的圆盘扭转振动问题中的高级收敛方法
更新日期:2021-04-08
Moscow University Mechanics Bulletin ( IF 0.3 ) Pub Date : 2021-04-06 , DOI: 10.3103/s0027133020060023 L. D. Akulenko , D. V. Georgievskii , S. V. Nesterov
Abstract
Based on the advanced convergence method developed by the authors, torsional oscillations of a circular disc that is fixed on a shaft are investigated numerically and analytically. The thickness of the disc depends on the radius. The internal boundary of the disc is fixed on a shaft while the external one is load-free. The first few eigenfrequencies of torsional oscillations are obtained for various ratios of the external disc radius and the internal one as well as for various mass distributions.
中文翻译:
厚度不均匀的圆盘扭转振动问题中的高级收敛方法
摘要
基于作者开发的高级收敛方法,对固定在轴上的圆盘的扭转振动进行了数值和分析研究。光盘的厚度取决于半径。圆盘的内部边界固定在一根轴上,而外部的则无负载。对于外圆盘半径与内圆盘半径的各种比率以及各种质量分布,可以获得扭振的前几个本征频率。