Japan Society of Civil Engineers 2026 Annual Meeting
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Session Details

Computational mechanics, Data science, V&V/UQ

計算力学・データサイエンス・V&V／UQ (5)

Thu. Sep 3, 2026 1:30 PM - 2:50 PM JST
Thu. Sep 3, 2026 4:30 AM - 5:50 AM UTC
Room D51, 5th Floor, Building 7 (Hokkai-Gakuen University)
1:30 PM - 1:40 PM JST(4:30 AM - 4:40 AM UTC)

[CS5-31]Development of the Method of Fundamental Solutions for 2D In-plane Wave Scattering Analysis in Nonlocal Elastic Solids

*Soichi Ito1, Akira Furukawa1, Sohichi Hirose2, Takahiro Saitoh3 (1. Hokkaido University, 2. Tokyo Institute of Technology, 3. Gunma University)
1:40 PM - 1:50 PM JST(4:40 AM - 4:50 AM UTC)

[CS5-32]Defect Detection at Interfaces of Dissimilar Materials Based on Laser Ultrasonic Visualization Testing and Unsupervised Learning

Teerapath Khumtorn2, Piya Chotickai2, *Takahiro SAITOH1, Sohichi Hirose3 (1. Gunma University, 2. Kasetsart University, 3. Tokyo Institute of Technology)
1:50 PM - 2:00 PM JST(4:50 AM - 5:00 AM UTC)

[CS5-33]Wave scattering analysis using grid-based volume integral equation method and its acceleration

*Naoki Toyoshima1, Taizo Maruyama1 (1. Institute of Science Tokyo)
2:00 PM - 2:10 PM JST(5:00 AM - 5:10 AM UTC)

[CS5-34]Finite Element Modeling of Reinforced Concrete Structures Using Automatic Generation of Multiple-Point Constraints

*Akishi Matsugatani1, Wataru Hotta1 (1. Taisei Corporation)
2:10 PM - 2:20 PM JST(5:10 AM - 5:20 AM UTC)

[CS5-35]Development and Numerical Verification of a Variable-Resolution Particle Method Based on Multi-Directional Coordinate Transformations

*Shujiro Fujioka1, Kumpei Tsuji2, Naoto Mitsume3, Mitsuteru Asai1 (1. Kyushu University, 2. Tohoku University, 3. University of Tsukuba)
2:20 PM - 2:30 PM JST(5:20 AM - 5:30 AM UTC)

[CS5-36]Application of weighted Gauusian quadrature for reducing computational cost of Galerkin isogeometric eigenvalue problems

*Kai Suzuki1, Kazuhiro Koro1 (1. Niigata University)
2:30 PM - 2:40 PM JST(5:30 AM - 5:40 AM UTC)

[CS5-37]Defect Identification in 2-D Elastodynamic Wave Fields Using the Time-Domain Boundary Integral Equation Method and Sparse Modeling

*Hitoshi Yoshikawa1, Sandmann Clemens1 (1. Kyoto University)
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