等時性をもつころがり振子に関する研究

概要

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Abstract　The period of a simple pendulum of length 1 is known as 2π√1/g. However it is not exact-saying, for the period depends on its amplitude. In simple pendulums, so callcd cycloid pendulum is one that can hold its period constant irrespectively of its amplitude. Following the example of this cycloid pendulum, the author tried to get roll pendulums which can have constant period regardless of their amplitude. This paper deals with the equations of them and shows some examples got by calculation.
山形大学の論文
1987-01-20