An Analysis of a Multi-Degree-of-Freedom System by a Dividing Method

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概要

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• Regarding a multi-degree-of-freedom linear system, it has become possible to obtain the solution of the forced vibration and the natural frequencies of the system by using computers. It is still necessary to introduce the equations of motion and analize them, in order to study the relations between the system constants and their solutions. For this purpose, the author proposed a dividing method in this paper. As for the dividing method concerning forced vibration, the overall system is divided into several partial systems and by the successive appoxiomation the solution is obtained. This successive computation converges towards the exact solution, in general, within a wide range of the forcing frequency. As to the dividing method concerning natural frequencies, the overall system is divided into two partial systems and the graphical or computer calculations are utilized.

• 一般社団法人日本機械学会の論文

著者

• Kuroda Michio

  College Of Technology Seikei University

関連論文

• A Study of the Numerical Solution of an Equation
• Periodic Solutions of the Free Vibration of a Two Degree-of-Freedom Nonlinear Spring-Mass System
• An Analysis of a Multi-Degree-of-Freedom System by a Dividing Method
• A Dividing Analysis of the Principal Vibrations of Multi-Degree-of-Freedom Linear Vibrating Systems

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