ヒステリシスを考慮した折り畳み構造からなる防振器の性能評価
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| Published in | ばね論文集 Vol. 2022; no. 67; pp. 35 - 42 |
|---|---|
| Main Authors | , |
| Format | Journal Article |
| Language | Japanese |
| Published |
日本ばね学会
31.03.2022
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| Online Access | Get full text |
| ISSN | 0385-6917 1348-1479 |
| DOI | 10.5346/trbane.2022.35 |
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| Author | 山口, 航矢 石田, 祥子 |
|---|---|
| Author_xml | – sequence: 1 fullname: 石田, 祥子 organization: 明治大学理工学部 – sequence: 1 fullname: 山口, 航矢 organization: 明治大学大学院理工学研究科 |
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| DOI | 10.5346/trbane.2022.35 |
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| References | 9) Ishida, S., Uchida, H., Shimosaka, H., and Hagiwara, I., Design and Numerical Analysis of Vibration Isolators With Quasi-Zero-Stif fness Characteristics Using Bistable Foldable Structures, ASME J. Vib. Acoustics., 139-3 (2017), 031015. 14) Kresling, B., Natural Twist Buckling in Shells: From the Hawkmoth's Bellows to the Deployable Kresling pattern and Cylindrical Miura-ori, Proceedings of the 6th International Conference on Computation of Shell and Spatial Structure (s IASS-IACM 2008) : Spanning Nano to Mega, (2008). 1) Carrella, A.,“Passive Vibration Isolators with High-Static-Low-Dynamic-Stiffness”, (2010), VDM Verlag. 2) Carrella, A., Brennan, M. J., and Waters, T. P., Static Analysis of a Passive Vibration Isolator with Quasi-Zero Stiffness Characteristic, J. Sound Vib., 301-3-5 (2007), 678-689. 5) Robertson, W. S., Kidner, M. R. F., Cazzolato, B. S., and Zander, A. C., Theoretical Design Parameters for a Quasi-Zero Stiffness Magnetic Spring for Vibration Isolation, J. Sound Vib., 326-1-2 (2009), 88-103. 15) Guest, S. D., and Pellegrino, S., The Folding of Triangulated Cylinders, Par t I: Geometric Considerations, ASME J. Appl. Mech., 61-4 (1994), 773- 777. 17) Inamoto, K., and Ishida, S., Improved Feasible Load Range and Its Effect on the Frequency Response of Origami-Inspired Vibration Isolators With Quasi-Zero-Stiffness Characteristics, ASME J. Vib. Acoustics., 141-2 (2019), 021004. 8) 石田祥子, 内田博志, 萩原一郎, 折り畳み可能な構造の非線形ばね特性を利用した防振機構, 日本機械学会論文集, 80-820 (2014), DR0384. 3) 藤田悦則, 磁気バネの開発とその応用, 日本応用磁気学会誌, 23-3 (1999), 840-846. 16) 永島 豪, 野島武敏, 折りたたみ可能な円筒の製作とその伸縮特性, 日本機械学会第7回機械材料・材料加工技術講演会講演論文集, (1999), 153-154. 10) Ishida, S., Suzuki, K., and Shimosaka, H., Design and Experimental Analysis of Origami-Inspired Vibration Isolator With Quasi-Zero-Stiffness Characteristic, ASME J. Vib. Acoustics., 139-5 (2017), 051004. 11) Kresling, B., Folded Tubes as Compared to Kikko (Tortoise-Shell) Bamboo, (2001), 197-207, Origami 3, AK Peters. 4) 中川紀壽, 藤田悦則, 小倉由美, 大下裕樹, 小島重行, 杉本栄治, 磁石ばねを利用した振動絶縁メカニズムとその応用, ばね論文集, 2003-48 (2003), 39-48. 7) 劉 孝宏, 松崎健一郎, 中江貴志, 河津健作, 藤田悦則, 大下裕樹, 磁気ばねを用いた救急車用防振架台の最適制振性能に関する研究, 日本AEM学会誌, 21-4 (2013), 582-589. 18) Yamaguchi, K., and Ishida, S., Design and Amplitude Dependence of Resonance Frequency of Origami-Inspired Vibration Isolators With Quasi-Zero-Stiffness Characteristic, Proceedings of ASME 2020 International Design Engineering Technical Conferences and Computers and Information in Engineering Conference, (2020), IDETC2020-22171. 13) Hunt, G. W., and Ario, I., Twist Buckling and the Foldable Cylinder: An Exercise in Origami, Int. J. Non Linear Mech. 40-6 (2005), 833-843. 12) Nojima, T., Modeling of Folding Patterns in Flat Membranes and Cylinders by Origami, International Journal of Japan Society of Mechanical Engineers, 45-1 (2002), 364-370. 6) Xu, D., Yu, Q., Zhou, J., and Bishop, S. R., Theoretical and Experimental Analysis of a Nonlinear Magnetic Vibration Isolator W ith Quasi-Zer o-Stif fness Characteristic, J. Sound Vib., 332-14 (2013), 3377-3389. |
| References_xml | – reference: 12) Nojima, T., Modeling of Folding Patterns in Flat Membranes and Cylinders by Origami, International Journal of Japan Society of Mechanical Engineers, 45-1 (2002), 364-370. – reference: 2) Carrella, A., Brennan, M. J., and Waters, T. P., Static Analysis of a Passive Vibration Isolator with Quasi-Zero Stiffness Characteristic, J. Sound Vib., 301-3-5 (2007), 678-689. – reference: 9) Ishida, S., Uchida, H., Shimosaka, H., and Hagiwara, I., Design and Numerical Analysis of Vibration Isolators With Quasi-Zero-Stif fness Characteristics Using Bistable Foldable Structures, ASME J. Vib. Acoustics., 139-3 (2017), 031015. – reference: 10) Ishida, S., Suzuki, K., and Shimosaka, H., Design and Experimental Analysis of Origami-Inspired Vibration Isolator With Quasi-Zero-Stiffness Characteristic, ASME J. Vib. Acoustics., 139-5 (2017), 051004. – reference: 1) Carrella, A.,“Passive Vibration Isolators with High-Static-Low-Dynamic-Stiffness”, (2010), VDM Verlag. – reference: 15) Guest, S. D., and Pellegrino, S., The Folding of Triangulated Cylinders, Par t I: Geometric Considerations, ASME J. Appl. Mech., 61-4 (1994), 773- 777. – reference: 11) Kresling, B., Folded Tubes as Compared to Kikko (Tortoise-Shell) Bamboo, (2001), 197-207, Origami 3, AK Peters. – reference: 3) 藤田悦則, 磁気バネの開発とその応用, 日本応用磁気学会誌, 23-3 (1999), 840-846. – reference: 5) Robertson, W. S., Kidner, M. R. F., Cazzolato, B. S., and Zander, A. C., Theoretical Design Parameters for a Quasi-Zero Stiffness Magnetic Spring for Vibration Isolation, J. Sound Vib., 326-1-2 (2009), 88-103. – reference: 4) 中川紀壽, 藤田悦則, 小倉由美, 大下裕樹, 小島重行, 杉本栄治, 磁石ばねを利用した振動絶縁メカニズムとその応用, ばね論文集, 2003-48 (2003), 39-48. – reference: 17) Inamoto, K., and Ishida, S., Improved Feasible Load Range and Its Effect on the Frequency Response of Origami-Inspired Vibration Isolators With Quasi-Zero-Stiffness Characteristics, ASME J. Vib. Acoustics., 141-2 (2019), 021004. – reference: 13) Hunt, G. W., and Ario, I., Twist Buckling and the Foldable Cylinder: An Exercise in Origami, Int. J. Non Linear Mech. 40-6 (2005), 833-843. – reference: 16) 永島 豪, 野島武敏, 折りたたみ可能な円筒の製作とその伸縮特性, 日本機械学会第7回機械材料・材料加工技術講演会講演論文集, (1999), 153-154. – reference: 8) 石田祥子, 内田博志, 萩原一郎, 折り畳み可能な構造の非線形ばね特性を利用した防振機構, 日本機械学会論文集, 80-820 (2014), DR0384. – reference: 18) Yamaguchi, K., and Ishida, S., Design and Amplitude Dependence of Resonance Frequency of Origami-Inspired Vibration Isolators With Quasi-Zero-Stiffness Characteristic, Proceedings of ASME 2020 International Design Engineering Technical Conferences and Computers and Information in Engineering Conference, (2020), IDETC2020-22171. – reference: 14) Kresling, B., Natural Twist Buckling in Shells: From the Hawkmoth's Bellows to the Deployable Kresling pattern and Cylindrical Miura-ori, Proceedings of the 6th International Conference on Computation of Shell and Spatial Structure (s IASS-IACM 2008) : Spanning Nano to Mega, (2008). – reference: 6) Xu, D., Yu, Q., Zhou, J., and Bishop, S. R., Theoretical and Experimental Analysis of a Nonlinear Magnetic Vibration Isolator W ith Quasi-Zer o-Stif fness Characteristic, J. Sound Vib., 332-14 (2013), 3377-3389. – reference: 7) 劉 孝宏, 松崎健一郎, 中江貴志, 河津健作, 藤田悦則, 大下裕樹, 磁気ばねを用いた救急車用防振架台の最適制振性能に関する研究, 日本AEM学会誌, 21-4 (2013), 582-589. |
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| Title | ヒステリシスを考慮した折り畳み構造からなる防振器の性能評価 |
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