Curriculum Vitaes
Profile Information
- Affiliation
- Professor, Faculty of Engineering Department of Mathematical Engineering, Musashino University
- Degree
- Master of Science in Engineering(Osaka University)Doctor of Science(Hiroshima University)
- J-GLOBAL ID
- 200901011015741945
- researchmap Member ID
- 1000196373
Research Interests
4Research Areas
4Research History
8-
Apr, 2017 - Mar, 2018
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Apr, 2013 - Mar, 2017
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Apr, 2011 - Mar, 2013
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Apr, 2008 - Mar, 2011
Education
3Committee Memberships
3-
Apr, 2022 - Mar, 2023
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Dec, 2021 - 2023
Awards
1Papers
24-
Journal of Smart Processing, 14(2) 76-83, Mar 10, 2025 Peer-reviewed
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Philosophical Transactions of the Royal Society A, 382 20230297, Jul, 2024 Peer-reviewed
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The bulletin of Musashino University Musashino Center of Mathematical Engineering, (8) 59-68, Mar 1, 2023 Peer-reviewedCorresponding author
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Mathematics, 9(18) 2248, Sep 13, 2021 Peer-reviewed
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SN Applied Sciences, 3(9), Aug 21, 2021 Peer-reviewed
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The bulletin of Musashino University Musashino Center of Mathematical Engineering, (6) 39-48, Mar 1, 2021 Peer-reviewed
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Journal of the Physical Society of Japan, 89(8) 084801-084801, Aug 15, 2020 Peer-reviewed
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The bulletin of Musashino University Musashino Center of Mathematical Engineering, 4 33-41, Mar, 2019 Peer-reviewed
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MATHEMATICAL ANALYSIS OF CONTINUUM MECHANICS AND INDUSTRIAL APPLICATIONS, 26 27-34, 2017
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Recent Development in Computational Science, Kanazawa e-Publishing, 6 35-41, 2015 Peer-reviewed
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A mathematical approach to research problems of science and technology Mathematics for Industry, 5 161-170, 2014
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Theoretical and Applied Mecanics Japan, 95 85-90, 2011 Peer-reviewed
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KYBERNETIKA, 45(4) 605-614, 2009 Peer-reviewed
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Transactions of the Japan Society for Industrial and Applied Mathematics, 19(3) 351-369, 2009 Peer-reviewedThe phase field model which is suitable for the numerical simulation of mode III (anti-plane shear) crack growth is proposed. Using these model equations, some numerical results for crack growth are presented. Usefulness of this model is shown in the results, in the case that 2 cracks grow as various types, including the sub-crack. This model has many good features for numerical simulation, such as fixed computational domain, and it would be adapted to the well-known numerical methods. It is expected to be very useful to study the crack growth.
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Proceedings of the Czech-Japanese Seminar in Applied Mathematics 2006, COE Lecture Note Vol.6, Faculty of Mathematics, Kyushu University ISSN 1881-4042, 114-136, 2007
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Proceedings of the Czech-Japanese Seminar in Applied Mathematics 2005, COE Lecture Note Vol.3, Faculty of Mathematics, Kyushu University ISSN 1881-4042, 56-68, 2006
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JOURNAL OF THE PHYSICAL SOCIETY OF JAPAN, 70(1) 138-143, Jan, 2001 Peer-reviewed
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JOURNAL OF THE PHYSICAL SOCIETY OF JAPAN, 68(9) 2962-2964, Sep, 1999 Peer-reviewed
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Journal of Plasma and Fusion Research Series, 2 177-179, 1999 Peer-reviewed
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JOURNAL OF DIFFERENTIAL EQUATIONS, 140(2) 309-364, Nov, 1997 Peer-reviewed
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Japan Journal of Industrial and Applied Mathematics, 12(3) 385-424, Oct, 1995 Peer-reviewed
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Dynamical Systems and Applications 4, 549-561, 1995 Peer-reviewed
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Nucl. Fusion supplement, (2) 529-539, 1987 Peer-reviewed
Misc.
35-
Proceedings of the 9th LEHM International Conference on Building with Earth, Poster session articles, 114, Sep, 2024 Peer-reviewed
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29 D-05-04, Jun, 2024 Peer-reviewed
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24 F-07-04, May, 2019 Peer-reviewed
Books and Other Publications
1Presentations
109-
Czech-Japanese Seminar in Applied Mathematics 2025, Aug 28, 2025Material fracture due to deformation caused by contact that changes with time is a complex phenomenon. Here, we use numerical simulations with the phase-field approach to study crack propagation in several contact problems, such as cutting problems and arch collapse. FreeFEM with the IPOPT package is very useful for analyzing problems with such inequality constraints.
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Integration of theory and application for a deeper understanding of nonlinear phenomena, Oct 30, 2024 Invited
Teaching Experience
11-
Jun, 2022 - PresentContinuum mechanics (Musashino University)
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Nov, 2019 - PresentProgramming (Musashino University)
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Sep, 2019 - PresentAppllication of Self-organization (Gradudate School of Musashino University)
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Sep, 2018 - PresentInformation technology (Musashino University)
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Apr, 2022Fourier analysis (Musashino University)
Professional Memberships
6-
Apr, 2025 - Present
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Mar, 2020 - Present
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- Dec, 2022
Research Projects
8-
Grants-in-Aid for Scientific Research, Japan Society for the Promotion of Science, Apr, 2021 - Mar, 2024
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Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research (B), Japan Society for the Promotion of Science, Apr, 2017 - Mar, 2021
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Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research (C), Japan Society for the Promotion of Science, Apr, 2017 - Mar, 2020
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Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research (C), Japan Society for the Promotion of Science, Apr, 2017 - Mar, 2020
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Grants-in-Aid for Scientific Research Grant-in-Aid for Scientific Research (C), Japan Society for the Promotion of Science, Apr, 2016 - Mar, 2019
Industrial Property Rights
1-
本発明は多結晶シリコンをチャネル部の一部に含み、シリコンとアルミニウムのコンタクトを少なくともその一部に有する半導体装置の作成方法に関する。