Updated on 2024/07/28

Information

 

写真a

 
SAITO KAZUYA
 
Organization
Faculty of Design Department of Human Life Design and Science Associate Professor
Faculty of Agriculture Insect Science and Creative Entomology Center(Joint Appointment)
School of Design Department of Design(Joint Appointment)
Graduate School of Design Department of Design(Joint Appointment)
Title
Associate Professor
Contact information
メールアドレス
Profile
From January 1, 2019, Kazuya Saito became a lecturer at the Faculty of Design under the Japan Society for the Promotion of Science's Outstanding Researcher System. He passed the tenure review and promoted to associate professor on December 1, 2022, becoming a successor faculty member.

Degree

  • Ph.D. in Engineering

Research History

  • 2009年 東京工業大学大学院理工学研究科機械物理工学専攻 JSPS特別研究員(PD) 2010年 JAXA宇宙科学研究所 JSPS特別研究員(PD) 2012年 東京大学生産技術研究所機械・生体系部門 助教 2017年 東京大学大学院情報理工学系研究科 特任講師

Research Interests・Research Keywords

  • Research theme:Updating Ceramics with Digital Fabrication and Biomimetics

    Keyword:Digital Fabrication, Ceramic 3D printer, Ceramics, Biomimetics

    Research period: 2022.4

  • Research theme:Development of innovative materials and structures based on Origami geometry and Biomimetics

    Keyword:Origami engineering, Biomimetics, Smart Structure

    Research period: 2019.1

Awards

  • 現象数理学三村賞奨励賞

    2022.12   明治大学先端数理科学インスティテュート   「昆虫の進化と折紙の数理」に関する研究業績に対して,現象数理学三村賞奨励賞を受賞した.

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    受賞理由:齋藤一哉氏の研究はこれまでの関数解析的なアプローチによる数理生物学に加えて幾何学的アプローチからの数理生物学という新しい一分野の開拓を行ったものである。ハサミムシの後翅は折線パターンが非常に複雑であるが広げた状態から最もコンパクトに折り畳むことができる。 一方、折線パターンが非常に複雑なためその設計方法が不明であり、工学応用が困難な現状にあった。齋藤氏はこの複雑な折線パターンは極めて単純な幾何学的ルールから作図できることを折紙の数理を用いて示した。この成果によってハサミムシの折り畳みの優れた特性を、人工衛星用太陽電池パネルなどの宇宙展開構造や建築物から傘や扇子などの日用品まで、サイズや形状の異なる様々な製品に応用することが可能となった。関連論文はトップジャーナルである米国科学アカデミー紀要の表紙を飾り、NHKを初め一般メディアでも紹介されるなど大きく注目されている。さらに、古生物学者と共同で化石記録を調査し、この幾何学的ルールが太古のハサミムシの先祖と考えられる昆虫の翅の折り畳みにも適用可能であることを示したことから、同氏の研究は「古生物学は過去だけでなく未来をも予測させる学問である」ことを示す成果であるとオックスフォード大学自然史博物館からも発せられている。以上、齋藤一哉氏の業績は折紙の数理によって昆虫の進化を解き明かし古生物学への貢献のみならず「折畳」をキーワードとする多くの産業応用への道を開拓したものであり生命科学分野及び産業応用分野両面からの現象数理学の発展に大きく貢献している。

  • ISATMP-20, Best Oral Presentation Award

    2020.11   International Symposium on Aerospace Technology & Manufacturing Process  

  • 2019年度ベストオーサー賞(インダストリアル・マテリアル部門)

    2019.9   一般社団法人 日本応用数理学会   折紙の数理を応用したハニカム構造材料の新しい製造方法

  • Best Demo Award

    2018.10   UbiComp 2018   Best Demo Award

  • WISS2018 デモ発表賞(プログラム委員・参加者投票の2つから受賞)

    2018.9   日本ソフトウェア科学会 インタラクティブシステムとソフトウェア研究会   Inkjet Printed Speaker: 導電性インクの印刷だけで作る折り紙スピーカー

  • 平成29年度科学技術分野の文部科学大臣表彰 若手科学者賞

    2017.4   文部科学省   折紙の数理と生物模倣に基づく先進構造材料の研究

  • 支部技術開発賞

    2017.4   日本塑性加工学会東京・南関東支部  

  • ASME Design Engineering Division Mechanism & Robotics Committee Best Paper Award

    2014.8   The American Society of Mechanical Engineers   ASME Design Engineering Division Mechanism & Robotics Committee Best Paper Award

  • 生研弥生賞 最優秀

    2013.6   東京大学生産技術研究所   生物に見られる折りたたみ・展開機構の研究

  • 2009年度 若手優秀講演賞

    2009.4   一般社団法人 日本応用数理学会   平面/空間充填形に基づく軽量コアパネルの剛性,強度特性

  • 日本機械学会賞(論文)

    2007.4   一般社団法人日本機械学会   Development of Newly Designed Ultra-Light Core Structures

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Papers

  • 樹冠の環境制御機構の斜角型ハニカムコアによる再現

    成枝 大地, 北島 千朔, 斉藤 一哉

    日本建築学会大会学術講演梗概集   967 - 970   2023.9

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    Language:Japanese  

  • キヌガサタケの菌網の展開について

    北島 千朔, 斉藤 一哉, 末廣 香織

    日本建築学会大会学術講演梗概集   2023   959 - 962   2023.9

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    Language:Japanese  

  • ヘビとイモムシの脱皮から考える円筒膜剥ぎ取りの幾何学と力学

    米田大樹, 斉藤一哉

    日本物理学会第78回年次大会講演概要集   2023.9

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    Language:Japanese  

  • Analysis of bending behaviour in simple flexible honeycomb cores with tetradecagonal cell

    Chisaki KITAJIMA, Kazuya SAITO, Taiju YONEDA, Hiroshi OKUBO, Kaoru SUEHIRO

    IASS 2023 proceedings   2023   1668 - 1675   2023.7

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    Language:English  

  • Designing dome-shape structure of earwig fan usingthe algorithmic design tool Reviewed

    Chisaki Kitajima, Kazuya Saito

    Proceedings of The 41th JSST Annual International Conference on Simulation Technology   2022.9

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    Language:English  

  • Constructing Three-Dimensional Honeycomb Structures Based on Origami Geometry

    Kazuya Saito, Akinobu Fujimoto, Yoji Okabe

    Journal of Mechanisms and Robotics   1 - 15   2022.9

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    Language:Others   Publishing type:Research paper (scientific journal)  

    DOI: 10.1115/1.4055823

  • A study on diameter-dependent support selection of the tendrils of Cayratia japonica Reviewed

    Kazuya Saito

    Scientific Reports   12 ( 1 )   2022.3

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    Language:English   Publishing type:Research paper (scientific journal)  

    DOI: 10.1038/s41598-022-08314-w

  • Insect wing 3D printing Reviewed International journal

    Kazuya Saito, Hiroto Nagai, Kai Suto, Naoki Ogawa, Young ah Seong, Tomohiro Tachi, Ryuma Niiyama, Yoshihiro Kawahara

    Scientific Reports   11 ( 1 )   18631 - 18631   2021.12

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    Language:English   Publishing type:Research paper (scientific journal)  

    DOI: 10.1038/s41598-021-98242-y

  • 折紙の幾何学に基づく斜角型ハニカムコアの開発とその視覚効果の検証 Reviewed

    斉藤 一哉, 岩元 真明, 中元 翔一, 田米開 三恵子

    応用数理学会論文集   31 ( 3 )   160 - 171   2021.9

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    Language:Japanese   Publishing type:Research paper (scientific journal)  

  • 3D structural form creation of earwig fan using the algorithmic design tool Reviewed

    Kazuya Saito, Chisaki Kitajima

    Proceedings of The 40th JSST Annual International Conference on Simulation Technology   2021.9

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  • Numerical evaluation on the out-of-plane properties of bio-inspired honeycomb cores with extra hollows Reviewed

    Mudong Li, Sachiko Ishida, Kazuya Saito

    Proceedings of The 40th JSST Annual International Conference on Simulation Technology   2021.9

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    Language:English   Publishing type:Research paper (other academic)  

  • Earwig fan designing: Biomimetic and evolutionary biology applications Reviewed

    Proceedings of the National Academy of Sciences   117 ( 30 )   17622 - 17626   2020.7

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    Language:English   Publishing type:Research paper (scientific journal)  

    DOI: 10.1073/pnas.2005769117

  • Kirigami Haptic Swatches: Design Methods for Cut-and-Fold Haptic Feedback Mechanisms Reviewed

    Zekun Chang, Tung D. Ta, Koya Narumi, Heeju Kim, Fuminori Okuya, Dongchi Li, Kunihiro Kato, Jie Qi, Yoshinobu Miyamoto, Kazuya Saito, Yoshihiro Kawahara

    Proceedings of the 2020 CHI Conference on Human Factors in Computing Systems   1 - 12   2020.4

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    Language:English   Publishing type:Research paper (other academic)  

    DOI: 10.1145/3313831.3376655

  • Numerical simulation of stable propagation of mechanical signals by cylindrical origami Reviewed

    Fuminori Okuya, Kazuya Saito, Yoshihiro Kawahara

    IEICE Communications Express   8 ( 12 )   518 - 523   2019.12

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    Language:Others   Publishing type:Research paper (scientific journal)  

    DOI: 10.1587/comex.2019GCL0031

  • OrigamiSpeaker Reviewed

    Kunihiro Kato, Kazuya Saito, Yoshihiro Kawahara

    Extended Abstracts of the 2019 CHI Conference on Human Factors in Computing Systems   2019.5

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    Language:Others   Publishing type:Research paper (other academic)  

    DOI: 10.1145/3290607.3312872

  • FoldTronics Reviewed

    Junichi Yamaoka, Mustafa Doga Dogan, Katarina Bulovic, Kazuya Saito, Yoshihiro Kawahara, Yasuaki Kakehi, Stefanie Mueller

    Proceedings of the 2019 CHI Conference on Human Factors in Computing Systems - CHI '19   2019.5

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    Language:English   Publishing type:Research paper (other academic)  

    DOI: 10.1145/3290605.3300858

  • Kirigami Keyboard Reviewed

    Zekun Chang, Heeju Kim, Kunihiro Kato, Kazuya Saito, Tung D. Ta, Weiwei Jiang, Koya Narumi, Yoshinobu Miyamoto, Yoshihiro Kawahara

    Extended Abstracts of the 2019 CHI Conference on Human Factors in Computing Systems   2019.5

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    Language:Others   Publishing type:Research paper (other academic)  

    DOI: 10.1145/3290607.3312757

  • 折り紙スピーカのための電極の連続配線可否判別

    奥谷 文徳, 斉藤 一哉, 加藤 邦拓, 川原 圭博

    第81回全国大会講演論文集   2019 ( 1 )   187 - 188   2019.2

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    折り紙は、大きな構造をコンパクトに収納できる性質から宇宙展開構造物に、軽さと強さを兼ね備えた折り紙構造建築になど、様々な分野に応用されてきた。近年では、折り紙の小面を電極として用いることで、キャパシタやスピーカーなどの電子回路的な応用が増えた。平坦折りできる展開図は2色に塗り分けられることが古くから知られている一方で、ジャンプワイヤなどの手間が不要になる「連結した2色への塗り分け」は考慮されてこなかった。本論文では、「どのような展開図ならば連結した2色への塗り分けパターンが存在するか?」の判別法と、「塗り分け不可能なパターンを塗り分けるためにどのような修正が可能か?」を紹介する。

  • A balloon-borne very long baseline interferometry experiment in the stratosphere: Systems design and developments Reviewed

    Akihiro Doi, Yusuke Kono, Kimihiro Kimura, Satomi Nakahara, Tomoaki Oyama, Nozomi Okada, Yasutaka Satou, Kazuyoshi Yamashita, Naoko Matsumoto, Mitsuhisa Baba, Daisuke Yasuda, Shunsaku Suzuki, Yutaka Hasegawa, Mareki Honma, Hiroaki Tanaka, Kosei Ishimura, Yasuhiro Murata, Reiho Shimomukai, Tomohiro Tachi, Kazuya Saito, Naohiko Watanabe, Nobutaka Bando, Osamu Kameya, Yoshinori Yonekura, Mamoru Sekido, Yoshiyuki Inoue, Hiraku Sakamoto, Nozomu Kogiso, Yasuhiro Shoji, Hideo Ogawa, Kenta Fujisawa, Masanao Narita, Hiroshi Shibai, Hideyuki Fuke, Kenta Uehara, Shoko Koyama

    Advances in Space Research   63 ( 1 )   779 - 793   2019.1

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    Language:English   Publishing type:Research paper (scientific journal)  

    DOI: 10.1016/j.asr.2018.09.020

  • Crawling Cylindrical Origami Robot Driven by Single Actuator Reviewed

    Fuminori Okuya, Takuya Umedachi, Kazuya Saito, Yoshihiro Kawahara

    Origami 7: Proceedings from the seventh meeting of Origami, Science, Mathematics and Education   3   949 - 964   2018.9

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    Language:English   Publishing type:Research paper (other academic)  

    Crawling Cylindrical Origami Robot Driven by Single Actuator

  • 展開膜面における巻き付け方法の解析的研究 Reviewed

    倉川 正也, 奥泉 信克, 森 治, 佐藤 泰貴, 宮崎 康行, 坂本 啓, 菅原 佳城, 斎藤 一哉, Kurakawa Masaya, Okuizumi Nobukatsu, Mori Osamu, Sato Yasutaka, Miyazaki Yasuyuki, Sakamoto Hiraku, Sugawara Yoshiki, Saito Kazuya

    [第28回アストロダイナミクスシンポジウム講演後刷り集] = The 28th Workshop on JAXA Astrodynamics and Flight Mechanics   166   365 - 370   2018.7

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    第28回アストロダイナミクスシンポジウム (2018年7月30-31日. 宇宙航空研究開発機構宇宙科学研究所), 相模原市, 神奈川県資料番号: SA6000135021レポート番号: A-21

  • 折紙の数理を応用したハニカム構造材料の新しい製造法 Reviewed

    斉藤 一哉, 五島 庸, 王 麗君, 岡部 洋二

    応用数理   28 ( 1 )   26 - 31   2018.3

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    Language:Japanese  

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  • 円筒折を用いた単一アクチュエータで直線上の物体上を進行するロボット

    奥谷 文徳, 梅舘 拓也, 斉藤 一哉, 川原 圭博

    第80回全国大会講演論文集   2018 ( 1 )   145 - 146   2018.3

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    ロボットを用いた電線のメンテナンスロボットなど、直線状の物体上に沿って移動するロボットが存在する。そのようなロボットを我々は折り紙で実現する手法を提案する。直線上の物体を包み込むように円筒折を配置し、その展開と収縮で移動する。円筒折は折れると内径が小さくなる構造である。内径が小さくなることで直線状の物体を把持する。異なる剛性の円筒折を組み合わせることで、最も剛性の小さい円筒折から順に折れ、最も剛性の小さい円筒折から展開する。これにより、ロボットを伸縮させるだけで、剛性が小さい円筒折の方向に進行する。形状記憶合金や、内部への気体の封入で駆動することで、ロボットの軽量化が可能である。

  • 形状記憶合金アクチュエータの収縮タイミング制御で這行運動を生成するシンプルな折紙型ロボット

    李 東池, 斉藤 一哉, 梅舘 拓也, 川原 圭博

    第80回全国大会講演論文集   2018 ( 1 )   349 - 350   2018.3

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    Language:Japanese  

    本研究では,折紙のように1枚のシートからの折り曲げのみで構成される3次元の体躯に,アクチュエータとしての形状記憶合金を付けることで実現する,伸縮運動により這行運動をするシンプルなイモムシ型ロボットを実装する。このロボットは機械的機構が簡潔で,極めて安価に作製可能であり,伸縮の波の伝播方向を変えるだけでロボットの進行方向を制御することも可能である。本稿では,この折り紙ロボットの体節伸縮の波伝播運動のメカニズムに着目し,折り目の構造及び形状記憶合金が発生させる力の大きさとタイミングを分析し,効率的な這行運動を生成可能なパターンを見つけ出す。

  • 折紙工法ハニカムコアの産業応用 (特集 折紙工学の最前線 : 基礎から応用まで)

    斉藤 一哉, 五島 庸

    金属   87 ( 10 )   836 - 842   2017.10

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  • The deformation mode and strengthening mechanism of compression in the beetle elytron plate Reviewed

    Jinxiang Chen, Xiaoming Zhang, Yoji Okabe, Kazuya Saito, Zhensheng Guo, Longcheng Pan

    MATERIALS & DESIGN   131   481 - 486   2017.10

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    Language:English   Publishing type:Research paper (scientific journal)  

    DOI: 10.1016/j.matdes.2017.06.014

  • Design of a beetle inspired deployable wing Reviewed

    Kazuya Saito, Tomohiro Tachi, Ryuma Niiyama, Yoshihiro Kawahara

    Proceedings of the ASME Design Engineering Technical Conference   5   2017.8

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    Language:English   Publishing type:Research paper (other academic)  

    DOI: 10.1115/DETC2017-67697

  • Investigation of hindwing folding in ladybird beetles by artificial elytron transplantation and microcomputed tomography (vol 114, pg 5624, 2017)

    Kazuya Saito, Shuhei Nomura, Shuhei Yamamoto, Ryuma Niiyama, Yoji Okabe

    PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA   114 ( 27 )   E5482 - E5482   2017.7

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    DOI: 10.1073/pnas.1709196114

  • Design and fabrication of aluminum honeycomb structures based on origami technology Reviewed

    Wang, Lijun, Saito, Kazuya, Gotou, You, Okabe, Yoji

    Journal of Sandwich Structures & Materials   2017.6

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    Design and fabrication of aluminum honeycomb structures based on origami technology

  • Investigation of hindwing folding in ladybird beetles by artificial elytron transplantation and microcomputed tomography Reviewed

    Kazuya Saito, Shuhei Nomura, Shuhei Yamamoto, Ryuma Niyama, Yoji Okabe

    PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA   114 ( 22 )   5624 - 5628   2017.5

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    Language:English   Publishing type:Research paper (scientific journal)  

    DOI: 10.1073/pnas.1620612114

  • Experimental Research on Roll-up Storage Method for a Large Solar Sail

    Kazuya SAITO, Nobukatsu OKUIZUMI, Hiraku SAKAMOTO, Junji KIKUCHI, Jun MATSUMOTO, Hiroshi FURUYA, Osamu MORI

    Proceedings of The fourth International Symposium on Solar Sailing (ISSS 2017)   2017.1

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    Experimental Research on Roll-up Storage Method for a Large Solar Sail

  • Design of single/double curved honeycomb cores based on origami techniques Reviewed

    Kazuya Saito, Akinobu Fujimoto, Lijun Wang, Yoji Okabe

    2016.8

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    Design of single/double curved honeycomb cores based on origami techniques

  • Design of a 3D wing honeycomb core based on origami techniques Reviewed

    Kazuya Saito, Akinobu Fujimoto, Yoji Okabe

    Proceedings of the ASME Design Engineering Technical Conference   5   2016.8

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    Language:English   Publishing type:Research paper (other academic)  

    DOI: 10.1115/DETC2016-60419

  • 折紙と展開構造 (特集 折紙工学の深化と新しい潮流) Reviewed

    斉藤 一哉

    応用数理   26 ( 1 )   9 - 14   2016.3

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    Language:Japanese  

    This study presents a new method for designing self-deploying origami using the geometrically misaligned creases. In this method, some facets are replaced by "holes" such that the systems become a 1-DOF mechanism. These perforated origami models can be folded and unfolded similar to rigid-foldable (without misalignment) models because of their DOF despite the existence of the misalignment. Focusing on the removed facets, the holes will deform according to the motion of the frame of the remaining parts. In the proposed method, these holes are filled with elastic parts and store elastic energy for self-deployment. First, a new extended rigid-folding simulation technique is proposed to estimate the deformation of the holes. Next by using the above technique, the proposed method is applied on arbitrary-size quadrilateral mesh origami. Finally, by using the finite-element method, the authors conduct numerical simulations and confirm the deployment capabilities of the models.

  • The identification of damage types in carbon fiber-reinforced plastic cross-ply laminates using a novel fiber-optic acoustic emission sensor Reviewed

    Fengming Yu, Qi Wu, Yoji Okabe, Satoshi Kobayashi, Kazuya Saito

    STRUCTURAL HEALTH MONITORING-AN INTERNATIONAL JOURNAL   15 ( 1 )   93 - 103   2016.1

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    Language:English   Publishing type:Research paper (scientific journal)  

    DOI: 10.1177/1475921715624503

  • Designing of self-deploying origami structures using geometrically misaligned crease patterns Reviewed

    Kazuya Saito, Akira Tsukahara, Yoji Okabe

    PROCEEDINGS OF THE ROYAL SOCIETY A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES   472 ( 2185 )   2015235   2016.1

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    Language:English   Publishing type:Research paper (scientific journal)  

    DOI: 10.1098/rspa.2015.0235

  • Beetle Inspired Deployable Structures

    Kazuya Saito, Yoji Okabe

    Proceedings in the 26th International Conference on Adaptive Structures and Technologies   2015.10

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    Beetle Inspired Deployable Structures

  • 716 昆虫の翅に見られる折りたたみとその展開方法

    斉藤 一哉, 岡部 洋二

    機械力学・計測制御講演論文集   2015   "716 - 1"-"716-6"   2015.8

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    Foldable hindwings in beetles are one of the ultimate deployable structures. They have sufficient strength and stiffness to tolerate 20-1000 beats per second in the flight position, although they can be folded and unfolded nearly instantly depending on the situation. This study focuses on a group of beetles that have unfolding-stable-type wings and aims to reveal their wing-folding/unfolding mechanisms. These beetles use their wing elasticity for deployment and can therefore quickly take off. First, on the basis of the reports of entomologists, the authors describe the factors related to the actuation of insect wing folding and unfolding. Then, the detailed motions involved in take-off and wing storing in ladybird beetles and rove beetles are observed by a high-speed camera. The analysis of these movies reveals the detailed processes of wing-unfolding and folding in these two species. Intrinsic elasticity plays a major role in wing development in both species. In the case of wing storing, a ladybird beetle folds its hindwings into a symmetric pattern using a simple up-down movement of the abdomen, whereas rove beetles also use their abdomens for wing-folding, but their movements are more complex, and the crease patterns are asymmetric. Finally, the characteristics of each wing-folding mechanism are summarized and the potential for engineering applications are discussed. Wing-folding/unfolding mechanisms in these insects have various unique capabilities which will provide new possibilities for designing deployable structures.

  • Acoustic emission detection and position identification of transverse cracks in carbon fiber-reinforced plastic laminates by using a novel optical fiber ultrasonic sensing system Reviewed

    Qi Wu, Fengming Yu, Yoji Okabe, Kazuya Saito, Satoshi Kobayashi

    STRUCTURAL HEALTH MONITORING-AN INTERNATIONAL JOURNAL   14 ( 3 )   205 - 213   2015.5

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    DOI: 10.1177/1475921714560074

  • 『屈曲性』と『強度』を両立させる新しいハニカム構造形成技術 (特集 「柔軟性・屈曲性」と「耐久・耐折性」の両立技術)

    斉藤 一哉

    15 ( 1 )   42 - 48   2015.4

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  • New Deployable Structures Based on an Elastic Origami Model Reviewed

    Kazuya Saito, Akira Tsukahara, Yoji Okabe

    JOURNAL OF MECHANICAL DESIGN   137 ( 2 )   021402   2015.2

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    DOI: 10.1115/1.4029228

  • Asymmetric hindwing foldings in rove beetles Reviewed

    Kazuya Saito, Shuhei Yamamoto, Munetoshi Maruyama, Yoji Okabe

    PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA   111 ( 46 )   16349 - 16352   2014.11

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    DOI: 10.1073/pnas.1409468111

  • K19100 ハイスピードカメラを用いた昆虫の翅の展開・収納挙動の解析と展開構造物への応用([K19100],宇宙工学部門)

    斉藤 一哉

    年次大会 : Mechanical Engineering Congress, Japan   2014   "K19100 - 1"-"K19100-4"   2014.9

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    Artful wing folding of insects has attracted the interest of aerospace engineering scientists as well as entomologists. Foldable hindwings are the ultimate deployable structures. They have sufficient strength and stiffness to tolerate 20-1000 beats per second in the flight position, although they can be folded and unfolded instantly depending on the situation. Entomologists point out that insect wings can be classified into the following two groups based on structural characteristics: folding-stable type and unfolding-stable type. In each group, the movement toward a stable point is easy to achieve because it can be triggered by a small force and progresses automatically by elastic force. Naturally, problems are observed mainly in reverse-directed movements that require a larger force to cross the peak of elastic energy. Some insects address these problems by unique and somewhat heavy-handed methods. Despite large potential for engineering application, few studies have been undertaken to reveal these characteristic movements. This study used a high-speed camera to observe the folding and unfolding movements of some beetles. The revealed folding/unfolding mechanisms can achieve not only highly compact wing storage but also immediate deployment/folding. They offer significant potential for space deployable structures.

  • J0420203 超高感度光ファイバセンサで検知したAE波形に基づくCFRP積層板の損傷同定([J042-02]超音波計測・解析法の新展開(2),機械材料・材料加工部門)

    于 豊銘, 岡部 洋二, 呉 奇, 小林 訓史, 斉藤 一哉

    年次大会 : Mechanical Engineering Congress, Japan   2014   "J0420203 - 1"-"J0420203-3"   2014.9

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    In this research, phase-shifted FBG (PS-FBG) sensor was employed to practical AE detection for carbon fiber reinforced plastic (CFRP) composite laminate. Firstly, we evaluated the characteristics of AE signals detected by this kind of sensor. Secondly, through the experiment and simulation concerning AE source orientation, quantitative information about the standard for discriminating the AE signals due to transverse cracks and delaminations was obtained. Finally, according to the standard, we identified the occurrence of those two damage types successfully from the actually detected AE signals under three point bending and tensile tests.

  • 535 不整を与えた剛体折紙モデルに基づく自己展開構造の設計(領域6 スマート構造・評価診断・動的計測)

    斉藤 一哉, 塚原 彬, 岡部 洋二

    機械力学・計測制御講演論文集   2014   "535 - 1"-"535-6"   2014.8

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    This study presents a new method for designing self-deploying origami using the geometrically misaligned creases. In this method, some facets are replaced by "holes" such that the systems become a 1-DOF mechanism. These perforated origami models can be folded and unfolded similar to rigid-foldable (without misalignment) models because of their DOF despite the existence of the misalignment. Focusing on the removed facets, the holes will deform according to the motion of the frame of the remaining parts. In the proposed method, these holes are filled with elastic parts and store elastic energy for self-deployment. First, a new extended rigid-folding simulation technique is proposed to estimate the deformation of the holes. Next by using the above technique, the proposed method is applied on arbitrary-size quadrilateral mesh origami. Finally, by using the finite-element method, the authors conduct numerical simulations and confirm the deployment capabilities of the models.

  • Manufacture of Arbitrary Cross-Section Composite Honeycomb Cores Based on Origami Techniques Reviewed

    Kazuya Saito, Sergio Pellegrino, Taketoshi Nojima

    JOURNAL OF MECHANICAL DESIGN   136 ( 5 )   51011   2014.5

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    DOI: 10.1115/1.4026824

  • Sensitivity Distribution Properties of a Phase-Shifted Fiber Bragg Grating Sensor to Ultrasonic Waves Reviewed

    Qi Wu, Yoji Okabe, Kazuya Saito, Fengming Yu

    SENSORS   14 ( 1 )   1094 - 1105   2014.1

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    DOI: 10.3390/s140101094

  • 複合材の損傷同定のための光ファイバセンサ検知AE信号の評価

    于 豊銘, 呉 奇, 岡部 洋二, 小林 訓史, 斉藤 一哉

    機械材料・材料加工技術講演会 M&P   21   5p   2013.11

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  • ラム波のモード変換を利用したファイバメタル積層板の損傷検知

    平川 響, 岡部 洋二, 斉藤 一哉, 中谷 隼人, 荻原 慎二

    機械材料・材料加工技術講演会 M&P   21   3p   2013.11

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  • 新規光ファイバセンサによるCFRP複合材料中のAE信号検知

    呉 奇, 于 豊銘, 岡部 洋二, 小林 訓史, 斉藤 一哉

    機械材料・材料加工技術講演会 M&P   21   5p   2013.11

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  • J045093 高速FBG計測に基づいた衝撃位置同定に関する研究(〔J045-09〕知的材料・構造システム(9))

    斉藤 一哉, 龍口 恭平, 岡部 洋二, 副島 英樹

    年次大会 : Mechanical Engineering Congress, Japan   2013   "J045093 - 1"-"J045093-4"   2013.9

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    This paper presents a new impact identification method using the high-speed strain measurement system. This system consists of fiber Bragg grating (FBG) sensors and an arrayed waveguide gratings (AWG) filter, and can detect large strain waves such as the impact strain waves. Firstly, we propose new algorism for calculation of coordinates of the impact-loaded point. Although conventional detection methods are carried out under the condition that the propagation speed of the elastic wave is given, this proposed method enables us to calculate the position of a wave source without its speed. This algorism also has the great versatility of sensors positions. Next, the high-speed strain measurement system used in this study is mentioned. Using multiplexed FBG sensors, this system can detect the strain wave on four different points at the same time. Finally, the impact identification tests are carried out on the carbon Fiber reinforced plastic (CFRP) laminate. The aforementioned algorism are used to calculate the impact loaded position from the difference for the arrival times of the four sensor points. The results indicate the correct position with relatively small errors.

  • J045065 弾性変形を考慮した折紙モデルに基づく形状可変構造の開発([J045-06]知的材料・構造システム(6))

    塚原 彬, 斉藤 一哉, 岡部 洋二

    年次大会 : Mechanical Engineering Congress, Japan   2013   "J045065 - 1"-"J045065-4"   2013.9

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    As represented by Miura-ori, origami has inspired various types of deployable structures. Usually, these Origami structures are designed under the assumption of "rigid folding", which means each plane is undeformable and connected with ideal joints. The authors proposed a new strategy for designing deployable structures by using partially elastic origami models. These new origami structures take into account the elastic deformation. It enables us to estimate the elastic energy through folding and unfolding process and to design self-deploying origami structures. This paper presents the manufacturing methods for the deployable structures based on partially elastic origami. The challenge is summarized in two main problems: treating of plate thickness and designing for hinge parts. Firstly, the authors propose the method using commercially available hinges and make the sample of aluminum alloy plate. Secondly, by using 3D printer, some plastic samples are made and the representative one is shown. Finally, the deformations of elastic parts in these trial models are compared with a theoretical model.

  • 6-4-1-543 弾性変形を考慮した折紙モデルに基づく新しい展開構造(6-4-1:折紙の強度・剛性への展開,領域6:スマート構造・評価診断・動的計測,総合テーマ「海を越え,国を越え,世代を超えて!」)

    斉藤 一哉, 塚原 彬, 岡部 洋二

    機械力学・計測制御講演論文集   2013   "543 - 1"-"543-6"   2013.8

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    As represented by Miura-ori, origami has inspired various types of deployable structures. Usually, these Origami structures are designed under the assumption of "rigid folding", which means each plane is undeformable and connected with ideal joints. The authors proposed a new strategy for designing deployable structures by using partially elastic origami models. These new origami structures take into account the elastic deformation. It enables us to estimate the elastic energy through folding and unfolding process and to design self-deploying origami structures. This paper presents the manufacturing methods for the deployable structures based on partially elastic origami. The challenge is summarized in two main problems: treating for plate thickness and designing for hinge parts. Firstly, the authors propose the method using commercially available hinges and make the sample from of aluminum alloy plate. Secondly, by using 3D printer, some plastic samples are made and the representative one is shown. Finally, the deformations of elastic parts in these trial models are compared with a theoretical model.

  • 816 弾性折りを利用した展開構造の設計

    斉藤 一哉, 岡部 洋二

    2012   "816 - 1"-"816-6"   2012.9

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    As represented by Miura-ori, origami has inspired various types of deployable structures. Usually, these Origami structures are designed under the assumption of "rigid folding", which means each plane is undeformable and connected with ideal joints. In this study, a new strategy for designing deployable structures are proposed by using partially elastic origami models. These new origami structures take into account the elastic deformation. It enables us to estimate the elastic energy through folding and unfolding process and to design self-deploying origami structures.

  • J044081 弾性折りを利用した新しい展開機構に関する研究

    斉藤 一哉, 岡部 洋二

    年次大会 : Mechanical Engineering Congress, Japan   2012   "J044081 - 1"-"J044081-3"   2012.9

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    As represented by Miura-ori, origami has inspired various types of deployable structures. Usually, these Origami structures are designed under the assumption of "rigid folding", which means each plane is undeformable and connected with ideal joints. In this study, a new strategy for designing deployable structures are proposed by using partially elastic origami models. These new origami structures take into account the elastic deformation. It enables us to estimate the elastic energy through folding and unfolding process and to design self-deploying origami structures.

  • 222 3Dハニカムコアの設計法(折り紙構造の工学特性,OS-15 折紙の数理的・バイオミメテックス的展開と産業への応用,総合テーマ:「部門創設25周年、新たなる躍動」)

    斉藤 一哉, 野島 武敏

    機械力学・計測制御講演論文集   2011   40 - 40   2011.9

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  • A Cellular Kirigami Morphing Wingbox Concept Reviewed

    Kazuya Saito, Fabio Agnese, Fabrizio Scarpa

    JOURNAL OF INTELLIGENT MATERIAL SYSTEMS AND STRUCTURES   22 ( 9 )   935 - 944   2011.6

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    DOI: 10.1177/1045389X11416030

  • 529 空間充填形の折紙モデルに基づく新しい軽量コアパネルの特性検討

    斉藤 一哉, 野島 武敏, 萩原 一郎

    2009   "529 - 1"-"529-6"   2009.8

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    Dia-Core is a newly devised core panel formed by gluing/welding of two same shaped panel pieces which have periodically indents. The basic model of Dia-core is based on Octet-Truss developed by Fuller, and it consists of tetrahedra and octahedra. It has good cost performance due to easy press forming. Therefore, it is expected to become new core materials which can compete with honeycomb panels from the total points of view. In this paper, by using experiments and numerical simulations, the bending rigidity, a representative propertie of Dia-Core is clarified. The results suggest that the bending rigidity of Dia-core is proportional to the initial thickness of panel pieces and the square of the panel height. These trends can be explained by the application of the theory of sandwich structures. And by using these results, the specific rigidity of Dia-core is calculated and compared with that of two typical honeycomb panels.

  • 527 トラスコアパネルの騒音振動に関する検討

    田中 聡, 斉藤 一哉, 森村 浩明, 萩原 一郎

    2009   "527 - 1"-"527-6"   2009.8

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    In this paper, we present the vibration analyses of Trass core panel. Trass core panel is newly devised lightweight core panel and has general versatility. We conducted the vibration analyses and excitation experiment to obtain the vibration characteristics such as Eigen frequency and Eigen mode, then we compared the Eigen frequency of a Trass core panel to that of the flat panel which weight is equal to the Trass core panel.

  • 新しく開発した軽量コアパネルの幾何学的パターンと機械的特性の関係 Reviewed

    斉藤 一哉, 野島 武敏, 萩原 一郎

    日本機械学會論文集. A編 = Transactions of the Japan Society of Mechanical Engineers. A   74 ( 748 )   1580 - 1586   2008.12

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    Dia-Core is a newly devised core panel formed by gluing/welding two same shaped panel pieces which have periodical indents. It has good cost performance due to easy press forming. Therefore, it is expected to become new core material which can be compete with honeycombs from the total points of view. The basic model of Dia-core is based on Octet-Truss developed by Fuller, and it consists of tetrahedra and octahedra. By varying the geometrical patterns that appear on the panel surfaces, various shaped modified models are devised systematically. In this paper, it is clarified that these pattern variations can be ruled by two geometric parameters, truncation [k ] and separation [s]. Next, by numerical simulation using FEM, effects of these two parameters on the representative properties of Dia-Core, bending and in-plane shear rigidity, are clarified.

    DOI: 10.1299/kikaia.74.1580

  • 933 幾何学的パターン変化によるトラスコアパネルのプレス成形解析と成形後の強度特性(OS18.次世代CAD/CAM/CAE/CG/CSCW/CAT/C-Control (3),ポスターセッションP-2,オーガナイズドセッション)

    武田 晃太, 戸倉 直, 斉藤 一哉, 萩原 一郎

    計算力学講演会講演論文集   2008 ( 21 )   387 - 388   2008.11

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  • 932 新しく開発した軽量コアパネルの幾何学的パターンとその機械的特性(OS18.次世代CAD/CAM/CAE/CG/CSCW/CAT/C-Control (3),ポスターセッションP-2,オーガナイズドセッション)

    斉藤 一哉, 野島 武敏, 萩原 一郎

    計算力学講演会講演論文集   2008 ( 21 )   385 - 386   2008.11

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    平面/空間充填形の概念に基づいて開発された新しいコアパネル(ダイアコア)は,プレス加工されたパネル片を2枚対称に接合することによりハニカムコアよりもはるかに安価に製作できる.それゆえ実用化されれば様々な製品への応用が期待され,オクテットトラス型の基本モデル以外にも様々なデザインを持つ多数の発展型モデルが開発されている.本論文はその多様な幾何学的パターンを2つのパラメータを用いて数理的に表す方法を明らかにすると共に,有限要素法を用いてこれらのパラメータがパネルの曲げ剛性,面内せん断剛性に与える影響を明らかにする.

  • 232 プレス成形後のトラスコア構造の強度特性

    武田 晃太, 戸倉 直, 萩原 一郎, 斉藤 一哉

    2008   "232 - 1"-"232-6"   2008.9

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    This paper deals with a new core structure panel, called Truss Core Panel. We consider this Panel is useful for environment concern, because this panel has high-specific stiffness, such as Honey Comb Panel. And more, this Panel is formed by Press Forming. So, we think it leads more general versatility unlike Honey Comb Panel that has multi forming process. And now Truss Core Panel changes its core shape based on Truncation parameter, k and Separation parameter, s. So we think this feature changes mechanical characteristic of Truss Core Panel. In this paper, we examined formability of Truss Core Panel according to Truncation parameter, k and Separation parameter, s. through the dynamic FEM simulation. As a result, Relation between Thickness Reduction and Truncation parameter, k became nonlinear in certain Separation parameter, s. And we examined strength characteristic of Truss Core Panel after Press Forming. So this panel has the effect of work hardening. As a result, Relation between Mean Load cf Panel and Truncation parameter, k became almost linear despite Separation parameter, s. In conclusion we showed Formability and Strength Characteristic affer Press Forming do not always relate in the same condition.

  • 平面/空間充填形に基づく新しい軽量高剛性コアパネルのモデル化 Reviewed

    斉藤 一哉, 野島 武敏

    日本機械学会論文集. A編 = Transactions of the Japan Society of Mechanical Engineers. A   73 ( 735 )   1302 - 1308   2007.11

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    By processing triangle or square pyramid shaped indents on a flat sheet, panels with periodical indents in regular plane tiling patterns are manufactured. Highly rigid core panels are newly developed by setting this panel (as top panel) on a reversed one (as bottom panel), and gluing/ welding them at the apexes of pyramids to the vertexes of the tiling patterns in the bottom panel. The basic model named Dia-Core is a panel created in the form of Octet-Truss developed by Fuller which corresponds to the space filling model consisting of a combination of two tetrahedra and one octahedron. By varying the geometric patterns that appear on the panel surfaces, all possible patterns based on geometrical considerations are devised, systematically creating various modified models with larger welding portions.

    DOI: 10.1299/kikaia.73.1302

  • 707 円筒および円錐形の可変トラス構造モデルと折りたたみ構造

    野島 武敏, 菅野 千歳, 斉藤 一哉

    2007   "707 - 1"-"707-4"   2007.9

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    By allowing elastic deformation in truss members, it is investigated whether or not shape-changable/variable geometry truss structure can be designed based on the origami models of foldable cylindrical and conical shells. Stability (or instability) and statically determinate(or indeterminate) conditions in truss structures, whose nodes consists of 6 members are examined under conditions with both rigid members and elastic members. It is exemplified that foldable/deployable truss structures can be designed when members are elastic.

  • 701 トラスコア構造の衝撃特性の最適化解析

    武田 晃太, 萩原 一郎, 斎藤 一哉, 野島 武敏

    2007   "701 - 1"-"701-6"   2007.9

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    Today, we need more lightweight and more high stiffness panels, because of environment concern. Especially this demand is strong for automobile vehicles. Here we examine the application possibility to the door structure for the side collision of vehicles etc., paying attention to the Truss Core Panel, invented by Nojima based on "filling theory". Then, we evaluate its bending characteristic through the dynamic non-linear FEM simulation. And we select design variables of Truss Core Panel to examine the sufficiency of its bending characteristic. In this research, three conclusions are obtained as follows; 1) The evaluation value becomes high by making the "flat rate gamma" small 2) The evaluation value also becomes high as "triangular pyramid cutting" length becomes large. 3) If panel board thickness becomes 60&#37; or less, the evaluation value greatly down. Thus, it is important to calculate the optimal value considering both of "formulability and bending characteristic" for its utilization .

  • 705 新しく開発したコアパネルの機械的性質の評価

    斉藤 一哉, 野島 武敏, 萩原 一郎

    2007   "705 - 1"-"705-4"   2007.9

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    By processing triangle or square pyramid shaped indents on a flat sheet following regular plane tiling patterns, panels with periodical indents are manufactured. By setting a panel piece (as top panel) on reversed one (as bottom one), and gluing them at the apexes of pyramids to nodal points of the tiling patterns of bottom panel, highly rigid core panels are newly developed. By analyzing mechanical property of these core panels with experiments and numerical simulations, it is clarified that surface patterns affect panel rigidity, and they are able to compete with honeycomb at the point of specific rigidity

  • 折紙による機能構造と3次元構造のモデル化 Reviewed

    野島 武敏, 杉山 文子, 斉藤 一哉

    成形加工   19 ( 6 )   328 - 333   2007.6

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  • I-1 DEVELOPMENT OF LIGHT WEIGHT RIGID CORE PANELS(Session: Casting/Molding)

    SAITO Kazuya, NOJIMA Taketoshi

    ASMP : proceedings of Asian Symposium on Materials and Processing   2006   147 - 147   2006.11

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    I-1 DEVELOPMENT OF LIGHT WEIGHT RIGID CORE PANELS(Session: Casting/Molding)
    By processing triangle or square pyramid shaped indents on a flat sheet following regular plane tiling patterns, panels with periodical indents are manufactured. By setting this panel (as top panel) on reversed one (as bottom panel), and gluing them at the apexes of pyramids to nodal points of the tiling patterns of bottom panel, highly rigid core panels are newly developed. The basic model named "dia-core" corresponds to the space filling models by two tetrahedra and one octahedron. Besides, varying the geometric patterns which appear on their surfaces, various modified models are devised. This pattern variation is known as Archimedean plane tiling in geometry.

  • 618 軽量コア構造のモデル化

    斉藤 一哉, 野島 武敏, 五島 庸

    2006   "618 - 1"-"618-5"   2006.8

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    By processing triangle or square pyramid shaped indents on a flat sheet following regular plane tiling patterns, panels with periodical indents are manufactured. By setting this panel (as top panel) on reversed one (as bottom panel), and gluing them at the apexes of pyramids to nodal points of the tiling patterns of bottom panel, highly rigid core panels are newly developed. The basic model named "dia-core" corresponds to the space filling models by two tetrahedra and one octahedron. Besides, varying the geometric patterns which appear on their surfaces, various modified models are devised. This pattern variation is known as Archimedean plane tiling in geometry.

  • Development of newly designed ultra-light core structures Reviewed

    T Nojima, K Saito

    JSME INTERNATIONAL JOURNAL SERIES A-SOLID MECHANICS AND MATERIAL ENGINEERING   49 ( 1 )   38 - 42   2006.1

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    DOI: 10.1299/jsmea.49.38

  • 720 超軽量高剛性コア構造の折紙モデル

    野島 武敏, 斉藤 一哉

    2005   "720 - 1"-"720-5"   2005.8

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    By folding a thin flat sheet with periodically set slits or punched out portions into the third dimension, ultra-lightweight strong and functional core models are newly devised. The basic idea of this modeling arises from the application of origami technique to engineering. Based on the space filling models, fundamental flat cores and skew type sponge cores have been newly developed. By applying these models, tube shaped core and curved cores are newly devised.

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Books

  • Industrial Biomimetics (eds. Akihiro Miyauchi, Masatsugu Shimomura), Chapter 7: Strange wing folding in a rove beetle

    Kazuya Saito( Role: Joint author)

    Jenny Stanford Publishing  2019.6 

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    Language:English   Book type:Scholarly book

  • インスツルメンテーションの視点からみたバイオミメティクス

    斉藤一哉( Role: Joint author)

    CMCリサーチ  2016.7 

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    Language:Others  

  • 応用数理ハンドブック

    斉藤一哉

    朝倉書店  2013.11 

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    Language:Others  

  • 折紙の数理とその応用

    斉藤一哉, 野島武敏

    共立出版  2012.5 

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    Language:Others  

  • デザインサイエンス百科事典

    斉藤一哉

    朝倉書店  2011.5 

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    Language:Others  

Presentations

  • Bioinspired Deployable Structures Invited International conference

    Kazuya Saito

    OIST-Kyudai Joint Symposium Series 1: Bio-Inspired Wonders and Energy Innovations  2024.2 

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    Event date: 2024.2

    Language:English   Presentation type:Oral presentation (general)  

    Country:Japan  

  • ヘビとイモムシの脱皮から考える円筒膜剥ぎ取りの幾何学と力学

    米田大樹, 斉藤一哉

    日本物理学会第78回年次大会講演概要集  2023.9 

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    Event date: 2023.9

    Language:Japanese  

    Country:Other  

  • Deployable earwig fan dome with the algorithmic design tool

    Chisaki KITAJIMA, Kazuya SAITO

    10th International Congress on Industrial and Applied Mathematics  2023.8 

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    Event date: 2023.8

    Language:English  

    Country:Other  

  • Geometry and mechanics of molting in snakes and caterpillars

    Taiju Yoneda, Kazuya Saito

    10th International Congress on Industrial and Applied Mathematics  2023.8 

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    Event date: 2023.8

    Language:English  

    Country:Other  

  • 脱皮から考える円筒膜剥ぎ取りの変形と力学

    米田大樹, 斉藤一哉

    第34回折り紙の科学・数学・教育研究集会  2023.6 

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    Event date: 2023.6

    Language:English  

    Country:Other  

  • New deployable structures based on an elastic origami model International conference

    Saito K, Tsukahara A, Okabe Y

    Proceedings of the ASME Design Engineering Technical Conference  2013.8 

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    Language:English  

    Country:Other  

    New deployable structures based on an elastic origami model

  • Manufacture of arbitrary cross-section composite honeycomb cores based on origami techniques International conference

    Saito K, Pellegrino S, Nojima T

    Proceedings of the ASME Design Engineering Technical Conference  2013.8 

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    Country:Other  

    Manufacture of arbitrary cross-section composite honeycomb cores based on origami techniques

  • Designing of self-deploying origami models using geometrically misaligned crease patterns International conference

    Saito K, Tsukahara A, Okabe Y

    Proceedings of the ASME Design Engineering Technical Conference  2014.8 

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    Country:Other  

    Designing of self-deploying origami models using geometrically misaligned crease patterns

  • ハイスピードカメラを用いた昆虫の翅の展開・収納挙動の解析と展開構造物への応用

    斉藤一哉

    日本機械学会2014年度年次大会 宇宙工学部門  2014.9 

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    Language:Japanese  

    Country:Other  

  • 折紙する昆虫

    斉藤一哉

    第21回折紙探偵団コンベンション  2015.8 

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    Language:Japanese  

    Country:Other  

  • Elastic wing deployments in beetles and their folding mechanisms International conference

    Saito K, Okabe Y

    Proceedings of the ASME Design Engineering Technical Conference  2015.8 

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    Country:Other  

    Elastic wing deployments in beetles and their folding mechanisms

  • 折りたたみの科学-昆虫の翅にみる展開・収納メカニズム- Invited

    斉藤一哉

    第43回建築物環境衛生管理全国大会  2016.1 

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    Language:Japanese  

    Country:Other  

  • Design of a 3D wing honeycomb core based on origami techniques International conference

    Saito K, Fujimoto A, Okabe Y

    Proceedings of the ASME Design Engineering Technical Conference  2016.8 

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    Language:English  

    Country:Other  

    Design of a 3D wing honeycomb core based on origami techniques

  • 甲虫後翅の折り畳みを応用した展開構造の開発 Invited

    斉藤一哉

    第36回エアロ・アクアバイオメカニズム学会  2017.3 

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    Language:Japanese  

    Country:Other  

  • Design of a beetle inspired deployable wing International conference

    Saito K, Tachi T, Niiyama R, Kawahara Y

    Proceedings of the ASME Design Engineering Technical Conference  2017.8 

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    Language:English  

    Country:Other  

    Design of a beetle inspired deployable wing

  • Inkjet Printed Speaker: 導電性インクの印刷だけで作る折り紙スピーカー

    加藤邦拓, 斉藤一哉, 川原圭博

    第26回インタラクティブシステムとソフトウェアに関するワークショップ  2018.9 

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    Language:Japanese  

    Country:Other  

  • Demo: Origami robots with flexible printed circuit sheets International conference

    Lee D, Saito K, Umedachi T, Ta T.D, Kawahara Y

    UbiComp/ISWC 2018 - Adjunct Proceedings of the 2018 ACM International Joint Conference on Pervasive and Ubiquitous Computing and Proceedings of the 2018 ACM International Symposium on Wearable Computers  2018.10 

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    Language:English  

    Country:Other  

    Demo: Origami robots with flexible printed circuit sheets

  • Patterns in Insect Wings Invited

    Tokyo-Berkeley Symposium: Forms in Nature and Art  2019.1 

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    Language:English  

    Country:Other  

    Patterns in Insect Wings

  • Folding Patterns in Insect Wings Invited

    ART+NATURE SYMPOSIUM, UC Barkley  2019.11 

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    Language:English  

    Country:Other  

    Folding Patterns in Insect Wings

  • ハサミムシの扇子の設計法 Invited

    斉藤一哉

    MIMS 現象数理学研究拠点 共同研究集会:折り紙の科学を基盤とするアート・数理および折紙工学への応用研究  2020.12 

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    Language:Others  

    Country:Other  

  • ハサミムシの扇子の数理 Invited

    斉藤一哉

    明治大学 研究ブランディング事業 第5回公開シンポジウム  2021.3 

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    Language:Japanese  

    Country:Other  

  • Numerical evaluation on the out-of-plane properties of bio-inspired honeycomb cores with extra hollows

    Mudong Li, Sachiko Ishida, Kazuya Saito

    The 40th JSST Annual International Conference on Simulation Technology  2021.9 

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    Language:English  

    Country:Other  

  • 3D structural form creation of earwig fan using the algorithmic design tool

    Kazuya Saito, Chisaki Kitajima

    The 40th JSST Annual International Conference on Simulation Technology  2021.9 

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    Language:Others  

    Country:Other  

    3D structural form creation of earwig fan using the algorithmic design tool

  • ハサミムシの扇子の工学応用 Invited

    斉藤一哉

    MIMS共同研究集会「折り紙の科学を基盤とするアート・数理および折紙工学への応用Ⅱ」  2021.12 

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    Country:Other  

  • ハサミムシ後翅の折り畳みのドーム構造への拡張

    北島千朔, 斉藤 一哉

    第18回(2021年度)日本応用数理学会研究部会連合発表会  2022.3 

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    Language:Others  

    Country:Other  

  • 柱状生物の脱皮 -- ヘビ、イモムシ、あるいはヒトの靴下

    米田大樹, 斉藤一哉

    日本応用数理学会2022年度年会  2022.9 

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    Language:Japanese  

    Country:Other  

  • Designing dome-shape structure of earwig fan usingthe algorithmic design tool

    Chisaki Kitajima, Kazuya Saito

    Proceedings of The 41th JSST Annual International Conference on Simulation Technology  2022.9 

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    Language:English  

    Country:Japan  

  • Origami in Insect wings Invited

    Kazuya Saito

    Structual Origami Gathering 2023 Joint Lecture (in University of Innsbruck)  2023.5 

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    Language:English  

    Country:Other  

  • 多角形面素の配置による任意図形の折り紙展開図生成手法の検討

    山口 卓人, 谷 慎一, 斉藤 一哉, 森本 有紀

    日本応用数理学会 第20回 研究部会連合発表会  2024.3 

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    Language:Others  

    Country:Other  

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MISC

  • 昆虫の進化と折紙の数理

    斉藤一哉

    数学セミナー   2023.6

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    Language:Japanese   Publishing type:Article, review, commentary, editorial, etc. (scientific journal)  

  • 昆虫たちの折紙

    斉藤一哉

    岩波「科学」   2023.6

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    Language:Japanese   Publishing type:Article, review, commentary, editorial, etc. (scientific journal)  

  • 昆虫から学ぶ折り紙工学

    斉藤一哉

    応用物理   2023.5

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    Language:Japanese   Publishing type:Article, review, commentary, editorial, etc. (scientific journal)  

Works

  • READY TO FLY

    2019.7

Industrial property rights

Patent   Number of applications: 4   Number of registrations: 1
Utility model   Number of applications: 0   Number of registrations: 0
Design   Number of applications: 0   Number of registrations: 0
Trademark   Number of applications: 0   Number of registrations: 0

Professional Memberships

  • American Society of Mechanical Engineer

  • THE JAPAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS

  • THE JAPAN SOCIETY OF MECHANICAL ENGINEERS

Committee Memberships

  • Executive   Domestic

    2023.4 - 2025.4   

  • Organizer   Domestic

    2022.4 - 2024.3   

  • 日本応用数理学会   折紙工学研究部会幹事   Domestic

    2022.4 - 2024.3   

Academic Activities

  • Screening of academic papers

    Role(s): Peer review

    2023

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    Type:Peer review 

    Number of peer-reviewed articles in foreign language journals:3

Research Projects

  • デジタルとフィジカルが融合した生物模倣スマートマテリアル(フェーズ2)

    2024 - 2027

    JST創発的研究支援事業(フェーズ2)

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    Authorship:Principal investigator  Grant type:Contract research

  • 自然と人工物をつなぐ折紙科学

    Grant number:24H00823  2024 - 2026

    日本学術振興会・文部科学省  科学研究費助成事業  学術変革領域研究(B)

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    Authorship:Principal investigator  Grant type:Scientific research funding

  • 生物模倣軽量構造の共同研究

    2023.4 - 2024.3

    共同研究

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    Authorship:Principal investigator  Grant type:Other funds from industry-academia collaboration

  • 月の縦孔での滞在開始用ベースキャンプの最少形態と展開着床機構の開発

    2022.6 - 2025.3

    国土交通省 

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    Authorship:Coinvestigator(s) 

  • フレキシブルハニカムコアの理論解析に関す

    2022.6 - 2023.3

    共同研究

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    Authorship:Principal investigator  Grant type:Other funds from industry-academia collaboration

  • 切り紙構造が誘起する折り紙構造の学理創出とデバイス実証

    2022.4 - 2027.3

    日本学術振興会 

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    Authorship:Coinvestigator(s) 

  • デジタル・ファブリケーションと生物模倣が切り開く陶磁器の未来

    2022.4 - 2024.3

    日本学術振興会 

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    Authorship:Principal investigator 

  • デジタルとフィジカルが融合した生物模倣スマートマテリアル

    2022.4 - 2024.3

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    Authorship:Principal investigator 

  • 切り紙構造が誘起する折り紙構造の学理創出とデバイス実証

    Grant number:22H04954  2022 - 2026

    日本学術振興会  科学研究費助成事業  基盤研究(S)

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    Authorship:Coinvestigator(s)  Grant type:Scientific research funding

  • デジタルファブリケーションと生物模倣が切り開く陶磁器の未来

    Grant number:22K19798  2022 - 2024

    日本学術振興会  科学研究費助成事業  挑戦的研究(萌芽)

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    Authorship:Principal investigator  Grant type:Scientific research funding

  • 月の縦孔での滞在開始用ベースキャンプの最少形態と展開着床機構の開発(代表:佐藤淳,東大)

    2022 - 2024

    国土交通省「月面等での建設活動に資する無人建設革新技術開」

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    Authorship:Coinvestigator(s)  Grant type:Contract research

  • ハサミムシ後翅の折り畳みに基づく展開構造の開発

    2022

    第Ⅵ期 大学発ベンチャー事業シーズ育成支援プログラム(ギャップファンド)

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    Authorship:Principal investigator  Grant type:On-campus funds, funds, etc.

  • フレキシブルハニカムコアの理論解析に関する研究

    2021.10 - 2023.3

    日産自動車株式会社 

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    Authorship:Principal investigator 

  • 形加工による「うごく」超微細機能表面の創成

    2021.4 - 2023.3

    日本学術振興会 

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    Authorship:Coinvestigator(s) 

  • ハサミムシの翅の折り畳みを応用した屋台用展開屋根の開発

    2021.4 - 2022.3

    受託研究

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    Authorship:Principal investigator  Grant type:Other funds from industry-academia collaboration

  • デジタルとフィジカルが融合した生物模倣スマートマテリアル(フェーズ1)

    2021 - 2023

    JST創発的研究支援事業

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    Authorship:Principal investigator  Grant type:Contract research

  • 変形加工による「うごく」超微細機能表面の創成

    Grant number:21K18702  2021 - 2022

    日本学術振興会  科学研究費助成事業  基盤研究(C)

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    Grant type:Scientific research funding

  • 折紙工法ハニカムコアによる光・音・熱の環境デザイン手法の開発

    2020.4 - 2024.3

    旭硝子財団 

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    Authorship:Principal investigator 

  • ハサミムシの翅の折り畳みを応用した屋台用展開屋根の開発

    2020.4 - 2020.3

    株式会社鈴三材木店 

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    Authorship:Principal investigator 

  • 建築用フィルム膜材と折紙工法ハニカムコアを組み合わせた新しい膜構造の研究

    2020.2 - 2021.1

    能村膜構造技術振興財団 

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    Authorship:Principal investigator 

  • 折紙工法ハニカムコアによる光・音・熱の環境デザイン手法の開発

    2020 - 2023

    旭硝子財団研究助成・若手継続グラント

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    Authorship:Principal investigator  Grant type:Contract research

  • 建築用フィルム膜材と折紙工法ハニカムコアを組み合わせた新しい膜構造の研究

    2020 - 2021

    能村膜構造技術振興財団研究助成

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    Authorship:Principal investigator  Grant type:Contract research

  • 陶芸とデジタル・ファブリケーション技術の融合

    2020

    QRプログラム研究実績報告書(わかば)

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    Grant type:On-campus funds, funds, etc.

  • 昆虫に見られる外骨格の弾性を利用した高速変形メカニズムの解明とその工学応用

    Grant number:24860024  2017 - 2020

    科学研究費助成事業  若手研究(A,B)

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    Authorship:Principal investigator  Grant type:Scientific research funding

  • ヤブガラシの把持パターン分岐メカニズムの解明と機械工学への応用

    Grant number:17K18851  2017 - 2020

    日本学術振興会  科学研究費助成事業  挑戦的研究(萌芽)

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    Authorship:Principal investigator  Grant type:Scientific research funding

  • 昆虫の翅にみられる折りたたみ・展開機構を応用した革新的展開構造の創成

    Grant number:26870125  2014 - 2016

    科学研究費助成事業  若手研究(A,B)

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    Authorship:Principal investigator  Grant type:Scientific research funding

  • 拡張折紙工学デザイン手法の開発

    Grant number:25560012  2013 - 2015

    日本学術振興会  科学研究費助成事業  基盤研究(C)

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    Grant type:Scientific research funding

  • 弾性変形を考慮した折紙モデルに基づく新しい展開構造の開発

    Grant number:24860024  2012 - 2013

    日本学術振興会  科学研究費助成事業  研究活動スタート支援

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    Authorship:Principal investigator  Grant type:Scientific research funding

▼display all

Class subject

  • クリエーティブデザイン演習

    2024.10 - 2025.3   Second semester

  • 芸術工学演習(人間生活デザインコース)

    2024.10 - 2025.3   Second semester

  • 芸術工学特別研究Ⅳ(人間生活デザインコース)

    2024.10 - 2025.3   Second semester

  • 芸術工学特別研究Ⅱ(人間生活デザインコース)

    2024.10 - 2025.3   Second semester

  • クリエーティブデザイン演習

    2024.10 - 2025.3   Second semester

  • 芸術工学演習(人間生活デザインコース)

    2024.10 - 2025.3   Second semester

  • 芸術工学特別研究Ⅳ(人間生活デザインコース)

    2024.10 - 2025.3   Second semester

  • 芸術工学特別研究Ⅱ(人間生活デザインコース)

    2024.10 - 2025.3   Second semester

  • コース融合プロジェクトA(i. アルゴリズムとデザイン)

    2024.10 - 2024.12   Fall quarter

  • インダストリアルデザイン基礎Ⅰ

    2024.10 - 2024.12   Fall quarter

  • コース融合プロジェクトB(i. アルゴリズムとデザイン)

    2024.10 - 2024.12   Fall quarter

  • コース融合プロジェクトA(i. アルゴリズムとデザイン)

    2024.10 - 2024.12   Fall quarter

  • リサーチリテラシー

    2024.10 - 2024.12   Fall quarter

  • インダストリアルデザイン基礎Ⅰ

    2024.10 - 2024.12   Fall quarter

  • コース融合プロジェクトB(i. アルゴリズムとデザイン)

    2024.10 - 2024.12   Fall quarter

  • リサーチリテラシー

    2024.10 - 2024.12   Fall quarter

  • 生命科学入門II

    2024.6 - 2024.8   Summer quarter

  • 生命科学実習

    2024.6 - 2024.8   Summer quarter

  • 生命科学入門II

    2024.6 - 2024.8   Summer quarter

  • 生命科学実習

    2024.6 - 2024.8   Summer quarter

  • 生物模倣工学(旧:生体模倣工学)

    2024.6 - 2024.8   Summer quarter

  • 分子生物学

    2024.6 - 2024.8   Summer quarter

  • 生物模倣工学(旧:生体模倣工学)

    2024.6 - 2024.8   Summer quarter

  • 分子生物学

    2024.6 - 2024.8   Summer quarter

  • 機能工学デザイン(2021年度以前入学者)

    2024.4 - 2025.3   Full year

  • 機能工学デザイン(2021年度以前入学者)

    2024.4 - 2025.3   Full year

  • 芸術工学特別研究Ⅰ(人間生活デザインコース)

    2024.4 - 2024.9   First semester

  • 芸術工学特別研究Ⅲ(人間生活デザインコース)

    2024.4 - 2024.9   First semester

  • 芸術工学特別研究Ⅰ(人間生活デザインコース)

    2024.4 - 2024.9   First semester

  • 芸術工学特別研究Ⅲ(人間生活デザインコース)

    2024.4 - 2024.9   First semester

  • イノベーションデザイン論・演習Ⅰ

    2024.4 - 2024.6   Spring quarter

  • イノベーションデザイン論・演習Ⅰ

    2024.4 - 2024.6   Spring quarter

  • 人間生活デザイン特論

    2024.4 - 2024.6   Spring quarter

  • 人間生活デザイン特論

    2024.4 - 2024.6   Spring quarter

  • 基礎造形Ⅳ

    2023.12 - 2024.2   Winter quarter

  • クリエーティブデザイン演習

    2023.10 - 2024.3   Second semester

  • 卒業研究Ⅰ

    2023.10 - 2024.3   Second semester

  • 卒業研究Ⅱ

    2023.10 - 2024.3   Second semester

  • デジタル陶芸

    2023.10 - 2023.12   Fall quarter

  • デジタル陶芸

    2023.10 - 2023.12   Fall quarter

  • 基礎造形Ⅳ

    2023.10 - 2023.12   Fall quarter

  • 基礎造形Ⅱ

    2023.6 - 2023.8   Summer quarter

  • 分子生物学

    2023.6 - 2023.8   Summer quarter

  • 生体模倣工学

    2023.6 - 2023.8   Summer quarter

  • スタジオプロジェクトⅡ-B(誤用の美学:3Dプリンターをハックする)

    2023.6 - 2023.8   Summer quarter

  • スタジオプロジェクトⅡ-A(誤用の美学:3Dプリンターをハックする)

    2023.6 - 2023.8   Summer quarter

  • コース融合プロジェクトB(e. 誤用の美学:3Dプリンターをハックする)

    2023.6 - 2023.8   Summer quarter

  • コース融合プロジェクトA(e. 誤用の美学:3Dプリンターをハックする)

    2023.6 - 2023.8   Summer quarter

  • 基礎造形Ⅱ

    2023.6 - 2023.8   Summer quarter

  • 卒業研究Ⅰ

    2023.4 - 2023.9   First semester

  • 基礎造形Ⅱ

    2023.4 - 2023.6   Spring quarter

  • 人間生活デザイン特論

    2023.4 - 2023.6   Spring quarter

  • イノベーションデザイン論・演習Ⅰ

    2023.4 - 2023.6   Spring quarter

  • 基礎造形Ⅱ

    2023.4 - 2023.6   Spring quarter

  • 基礎造形Ⅳ

    2022.12 - 2023.2   Winter quarter

  • コース融合プロジェクトA(i. 音と光のパビリオン)

    2022.10 - 2022.12   Fall quarter

  • デジタル陶芸

    2022.10 - 2022.12   Fall quarter

  • スタジオプロジェクトⅢ-B(音と光のパビリオン)

    2022.10 - 2022.12   Fall quarter

  • スタジオプロジェクトⅢ-A(音と光のパビリオン)

    2022.10 - 2022.12   Fall quarter

  • コース融合プロジェクトB(i. 音と光のパビリオン)

    2022.10 - 2022.12   Fall quarter

  • 基礎造形Ⅱ

    2022.6 - 2022.8   Summer quarter

  • 分子生物学

    2022.6 - 2022.8   Summer quarter

  • 生体模倣工学

    2022.6 - 2022.8   Summer quarter

  • スタジオプロジェクトⅡ-B(セラミックラボ・アートウォール計画)

    2022.6 - 2022.8   Summer quarter

  • スタジオプロジェクトⅡ-A(セラミックラボ・アートウォール計画)

    2022.6 - 2022.8   Summer quarter

  • 生命科学実習

    2022.6 - 2022.8   Summer quarter

  • 生命科学入門II

    2022.6 - 2022.8   Summer quarter

  • コース融合プロジェクトB(f. セラミックラボ・アートウォール計画)

    2022.6 - 2022.8   Summer quarter

  • コース融合プロジェクトB(d. 芸工生のための分子生物学入門)

    2022.6 - 2022.8   Summer quarter

  • コース融合プロジェクトA(f. セラミックラボ・アートウォール計画)

    2022.6 - 2022.8   Summer quarter

  • コース融合プロジェクトA(d. 芸工生のための分子生物学入門)

    2022.6 - 2022.8   Summer quarter

  • 基礎造形Ⅱ

    2022.6 - 2022.8   Summer quarter

  • 基礎造形Ⅱ

    2022.4 - 2022.9   First semester

  • 基礎造形Ⅱ

    2022.4 - 2022.6   Spring quarter

  • 基礎造形Ⅱ

    2022.4 - 2022.6   Spring quarter

  • 基礎造形Ⅳ

    2021.12 - 2022.2   Winter quarter

  • 基礎造形Ⅳ

    2021.10 - 2021.12   Fall quarter

  • 基礎造形Ⅱ

    2021.6 - 2021.8   Summer quarter

  • 基礎造形Ⅱ

    2021.6 - 2021.8   Summer quarter

  • 基礎造形Ⅱ

    2021.4 - 2021.6   Spring quarter

  • 基礎造形Ⅱ

    2021.4 - 2021.6   Spring quarter

  • 折紙工学概論

    2020.10 - 2021.3   Second semester

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FD Participation

  • 2024.3   Role:Participation   Title:ハラスメント研修

    Organizer:[Undergraduate school/graduate school/graduate faculty]

Participation in international educational events, etc.

  • 2019.6

    The University of Tokyo, University of Californi, Berkeley

    Tokyo-Berkeley Workshop "Forms in Nature and Art"

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    Venue:東京,日本

    Number of participants:20

Outline of Social Contribution and International Cooperation activities

  • Concerning the biomimetic engineering of insect wings, Dr. Saito supervises TV programs and cooperates with exhibitions at science museums.

Social Activities

  • 21_21 Design Sightで開催される「未来のかけら展」において出展されたReady To Flyの技術協力を行った。

    2024.3

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Research consultation

  • 「感覚する構造 – 力の流れをデザインする建築構造の世界」(建築倉庫、R5.9.30~2.25)において展示された月面基地用ハサミムシ型太陽電池パネルの模型の設計を行った。

    建築倉庫  2023.9

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Research consultation

  • 「ふくおか大昆虫展inももち」において、ハサミムシの翅の折りたたみの工学応用に関する研究の展示を行った。

    株式会社TNCプロジェクト、九州大学総合研究博物館  TNC放送会館  2023.7

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Other

  • サイエンスカフェ@福岡において「昆虫のはねの謎に迫る!~3億年前から使われている折りたたみ~」のテーマについて一般向けセミナーを行った.

    九州大学社会連携推進室  BIZCOLIラウンジ(電気ビル共創館)  2023.5

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Seminar, workshop

  • はこだてみらい館で2023年3月25日~4月11日に開催された「あっちもこっちも昆虫展」のバイオミメティクスコーナーにテントウムシの翅の折り畳みに関する展示を提供した.

    はこだてみらい館  はこだてみらい館(北海道函館市)  2023.3

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Research consultation

  • ワークショップコレクションin 福岡2024において小学生を対象に「昆虫たちに学ぶ折りたたみのテクニック」について講演を行った。

    九州大学、株式会社大広九州  2023.3

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    Audience: Infants, Schoolchildren, Junior students, High school students

    Type:Seminar, workshop

  • 蔦屋書店熊本三年坂店で開催された「数学カフェ」で講師を務め,昆虫の翅の生物模倣工学について一般向けセミナーを行った.

    NPO法人数学カフェ  蔦屋書店 熊本三年坂店  2022.11

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Lecture

  • 佐賀経済同友会第683回例会 講演会「バイオミメティクスについて」の講師を務めた.

    佐賀経済同友会  グランデはがくれ  2022.9

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Lecture

  • 九州大学発スタートアップマッチングセミナーに講師として参加し,「ハサミムシ後翅の折り畳みに基づく展開構造の開発」に関する講演を行った.

    九州大学学術研究都市推進機構  日本橋ライフサイエンスビルディング  2022.9

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Seminar, workshop

  • 小学生を対象に,南区こども大学「昆虫のはねを折ってみよう」を開催した.

    南区市役所  九州大学大橋キャンパス  2022.8

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Lecture

  • 福岡市南区の小学生を対象とした夏休みの公開講座,「南区こども大学:昆虫のはねを折ってみよう」を主催した.

    福岡市南区の小学校を対象  2022.8

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    Audience: Infants, Schoolchildren, Junior students, High school students

    Type:Seminar, workshop

  • 明治大学研究ブランディング事業第5回公開シンポジウム:数理科学する明治大学,特別講演

    明治大学先端数理科学インスティチュート  オンライン  2021.3

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    Audience: General, Scientific, Company, Civic organization, Governmental agency

    Type:Lecture

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Media Coverage

  • 記事「ハサミムシ技術を宇宙へ応用」において研究が紹介された。 Newspaper, magazine

    毎日小学生新聞  2024.4

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    記事「ハサミムシ技術を宇宙へ応用」において研究が紹介された。

  • NHK、Eテレの教育番組、ミミクリーズ「はねのかたち」の回においてハサミムシの翅の展開図、ペーパークラフトが放送された。 TV or radio program

    2024.4

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    NHK、Eテレの教育番組、ミミクリーズ「はねのかたち」の回においてハサミムシの翅の展開図、ペーパークラフトが放送された。

  • NHK BSの番組、「ビヨンドファーブル」においてハサミムシの翅の折りたたみに関する研究が紹介された。 TV or radio program

    2023.12

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    NHK BSの番組、「ビヨンドファーブル」においてハサミムシの翅の折りたたみに関する研究が紹介された。

  • 2023年6月号に「昆虫の進化と折紙の数理」を寄稿した. Newspaper, magazine

    数学セミナー(日本評論社)  2023.6

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    2023年6月号に「昆虫の進化と折紙の数理」を寄稿した.

  • 昆虫フロンティアの第1回の記事「小さな羽に 広がる宇宙」においてハサミムシの翅の折り畳みを工学応用する研究が紹介された。 Newspaper, magazine

    毎日新聞  2023.1

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    昆虫フロンティアの第1回の記事「小さな羽に 広がる宇宙」においてハサミムシの翅の折り畳みを工学応用する研究が紹介された。

  • 日本経済新聞,2023年1月22日朝刊に掲載された連載「生き物に学ぶ」においてハサミムシの翅の生物模倣工学についての研究が取り上げられた. Newspaper, magazine

    日本経済新聞  2023.1

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    日本経済新聞,2023年1月22日朝刊に掲載された連載「生き物に学ぶ」においてハサミムシの翅の生物模倣工学についての研究が取り上げられた.

  • 2022年9月23日朝刊の科学・医療面「昆虫の構造 技術に生かす」において,ハサミムシの翅の折り畳みに関する研究が紹介された. Newspaper, magazine

    読売新聞  2022.9

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    2022年9月23日朝刊の科学・医療面「昆虫の構造 技術に生かす」において,ハサミムシの翅の折り畳みに関する研究が紹介された.

  • NHK Eテレ「ミミクリーズ」,はねをたたむ(初回放送日: 2021/11/8)の監修 TV or radio program

    2021.11

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    NHK Eテレ「ミミクリーズ」,はねをたたむ(初回放送日: 2021/11/8)の監修

  • NHK Eテレ「ミミクリーズ」,はねをひらく(初回放送日: 2021/2/15)の監修 TV or radio program

    2021.2

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    NHK Eテレ「ミミクリーズ」,はねをひらく(初回放送日: 2021/2/15)の監修

  • 2020年11月号,付録「ハサミムシペーパークラフト」のデザイン,監修 Newspaper, magazine

    子供の科学(誠文堂新光社)  2020.11

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    2020年11月号,付録「ハサミムシペーパークラフト」のデザイン,監修

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Travel Abroad

  • 2023.5

    Staying countory name 1:Austria   Staying institution name 1:University of Innsbruck

  • 2023.3

    Staying countory name 1:Taiwan, Province of China   Staying institution name 1:台湾師範大学

    Staying countory name 2:Australia   Staying institution name 2:University of Queensland

  • 2019.11

    Staying countory name 1:United States   Staying institution name 1:University of California, Berkeley

  • 2019.5 - 2020.12

    Staying countory name 1:United Kingdom   Staying institution name 1:オックスフォード大学