著者

四十木 拓朗 飯田 和正 下関 正義

出版者

日本ばね学会

雑誌

ばね論文集 (ISSN:03856917)

巻号頁・発行日

vol.2014, no.59, pp.37-46, 2014 (Released:2014-12-01)

参考文献数

8

被引用文献数

2

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The Votta’s equation is usually used for constant-force spiral spring. But the calculated result is not consistent with experiment. One of the main factor comes from the value of Young’s modulus. Generally, Young’s modulus measured by tensile test, does not quite correspond to the value by bending test. We measure the Young’s modulus by bending once more to verify the validity of equations. Furthermore, we point out some logical mistakes in Votta’s equation.We formulate the rigorous equation considering variable load, and then simplify this assuming constant load for practical design.

著者

下関 正義 村井 忠史 藤沼 平一

出版者

Japan Society of Spring Engineers

雑誌

ばね論文集 (ISSN:03856917)

巻号頁・発行日

vol.1979, no.24, pp.46-58, 1979-03-25 (Released:2010-02-26)

参考文献数

8

被引用文献数

2

著者

松本 拓朗 飯田 和正 下関 正義

出版者

日本ばね学会

雑誌

ばね論文集 (ISSN:03856917)

巻号頁・発行日

vol.2016, no.61, pp.19-24, 2016-05-31 (Released:2016-12-01)

参考文献数

6

被引用文献数

1 2

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For the purpose of analyzing the characteristic of spiral spring, knowing the free shape of spring is indispensable. And to get the free shape of spring needs to analyze on elasticplastic method with geometric non-linearity. But the practical importance for the spring characteristic is the liner zone without both side-ends. If extrapolating liner field to both non-linear zones asuming affine linearity,we are able to analize the spring charactristic only by elasticplastic analysis at both-ends without the necessity of considering geometric nonlinerlity . So we can analyze by easy procedure as compared with traditional integral formulation. This calculation results agree with experimental one in two kind sample springs.