日本航海学会誌
Online ISSN : 2433-0116
ISSN-L : 0466-6607
相対運動の考察(日本航海学会第8回講演会)
並川 能正
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ジャーナル フリー

1953 年 8 巻 p. 15-20

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Usually we have considered the relative motions in the case that both motions are rectilinear or one is rectilinear and the other is circular. And the method taken so far has been Vector Calculation or the analysis using the time variable as the parametric representation. In this paper, relative motions against general curvilinear motions are universally considered dy using Cesaro's Natural Geometry. It is manifested that the relative motion which the circular motion works out against the rectilinear motion is Trochoidal motion and other several results are obtained. In the last part, we take up several exsamples indicating that the above method is very valid and uniform.

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© 1953 公益社団法人 日本航海学会
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