PUBLICATIONS /研究成果

  • 春藤智紀,野田雅貴,山田崇恭,回転関節を有する多節リンク機構のトポロジー最適化,日本計算数理工学論文集, Vol.25, (2025.12), No.1-251219, pp.1-7. DOI
  • Deguchi, H, Matsushima, K., Yamada, T., Observation of exceptional points in a spherical open elastic system, Journal of Sound and Vibration, Vol.611, (2025.9), No. 119114.
  • Onodera, S., Yamada, T., A topology optimization method for managing transient thermal and vibration effects with eigenvalues and steady-state constraints, International Journal of Heat and Mass Transfer, Vol.246, (2025.8), No. 127083.
  • Noda, M., Yamada, T., Quasi-isotropic metamaterials with negative thermal expansion designed via topology optimization using topological derivative, Composite Structures, Vol.365, (2025.8), No. 119111.
  • Yoshida, T., Yamada, T., Layout-enhanced topology optimization (LETO): A modular approach for adaptable and manufacturable designs, Advances in Engineering Software, Vol.205, (2025.7), No. 103907.
  • Soma, D., Sakai, K., Yamada, T., Topology optimization considering shielding and penetrating features based on fictitious physical model, Computer Methods in Applied Mechanics and Engineering, Vol.437, (2025.3), No. 117805.
  • 石岡翔栄,村井直樹,杉田直彦,山田崇恭,熱変形抑制機能を有するメタ機械構造物の二段階構造最適化法,精密工学会誌,Vol.91, (2025.2), No.2, pp.204-210.
  • Matsushima, K., Yamada, T., Non-Bloch band theory for time-modulated discrete mechanical systems, Journal of Sound and Vibration, Vol.595, (2025.1), No.118757.
  • Feng, Y., Yamada, T., An assemblable interlocking joint generation method for multi-material topology optimization using interfacial partial stress constraints and dimensional constraints, Computer Methods in Applied Mechanics and Engineering, Vol.433, (2025.1), No.117475.
  • Xu S., Liu J., He D., Tang K., Yaji K. Self-support topology optimization for multi-axis additive manufacturing incorporated with curved layer slicing. Computer Methods in Applied Mechanics and Engineering, Vol. 438, Part B, p. 117841, 2025.
  • Kato M., Kii T., Yaji K., Fujita K. Maximum stress minimization via data-driven multifidelity topology design. Journal of Mechanical Design, Vol. 147, No. 8, p. 081702, 2025.
  • Kawabe H., Yaji K., Aoki Y. Data-driven multifidelity topology design with multi-channel variational auto-encoder for concurrent optimization of multiple design variable fields. Computer Methods in Applied Mechanics and Engineering, Vol. 437, p. 117772, 2025.
  • Luo J., Yaji K., Chen L., Tao W., Data-driven multifidelity topology design for enhancing turbulent natural convection cooling. International Journal of Heat and Mass Transfer, Vol. 240, p. 126659, 2025.
  • Luo J., Yaji K., Chen L., Tao W., Data-driven multi-fidelity topology design of fin structures for latent heat thermal energy storage. Applied Energy, Vol. 377, Part C, p. 124596, 2025.
  • Essential self-adjointness of the Laplacian on weighted graphs: harmonic functions, stability, characterizations and capacity, Atsushi Inoue, Sean Ku, Jun Masamune, Radoslaw K. Wojciechowski, to appear in Mathematical Physics, Analysis and Geometry, Volume 28, article number 12, 43 pp (2025)
  • Akamatsu, D., Matsushima, K., Yamada, Optimal design of cavity-free mechanical metamaterials exhibiting negative thermal expansion, International Journal of Mechanical Sciences, Vol.283, (2024.12), No. 109693.
  • Guan, K., Yamada, T., Fast-converging general synthetic iterative scheme for linearized Boltzmann equation: application in one spatial dimension, Transactions of JASCOME, Vol. 24, (2024.12), No.08-241213, pp.55-63.
  • 中川誠,山田崇恭,幾何学的特徴量に対する偏微分方程式による最大厚み制約を考慮したトポロジー最適化,日本計算数理工学論文集, Vol.24, (2024.12), No.09-241213, pp.70-71.
  • 松島慶,山田崇恭,飯盛浩司,Nystrom法による境界積分方程式の離散化に基づくHelmholtz方程式の解の周波数微分の数値計算,日本計算数理工学論文集, Vol.24, (2024.12), No.14-241213, pp.107-113.
  • Sayo, Y., Yamada, T., Topology optimization of link mechanisms for comprehensive synthesis of component arrangement and structure using micropolar elasticity model, Structural and Multidisciplinary Optimization, Vol.67, (2024.11), No. 190.
  • Miyajima, K., Yamada, T., Optimal design of unimorph-type cantilevered piezoelectric energy harvesters using level set-based topology optimization by considering manufacturability, Computer Methods in Applied Mechanics and Engineering, Vol.431, (2024.11), No. 117252.
  • Tajima, M., Yamada, T., Topology optimization with accessibility constraint from multiple bi-directions using fictitious anisotropic diffusion equation based on coupled fictitious physical model, Computer Methods in Applied Mechanics and Engineering, Vol.429, (2024.9), No.117169.
  • Guan, K., Yamada, T., Topology optimization of rarefied gas flows using an adjoint discrete velocity method, Journal of Computational Physics, Vol.51, (2024.8), No.113111.
  • Sugai, T., Shintani, K., Yamada, T., Data-driven topology optimization using a multitask conditional variational autoencoder with persistent homology, Structural and Multidisciplinary Optimization, Vol.67, (2024.7), No.133.
  • Feng. Y., Yamada, T., Multi-material topology optimization for additive manufacturing considering maximum build volume and assembly process, Engineering Analysis with Boundary Elements, Vol.163, (2024.6), pp.616-640.
  • Hirosawa, R., Noda, M., Matsushima, K., Noguchi, Y., Yamada, T., Multicomponent topology optimization method considering stepwise linear assemblability with a fictitious physical model, Computer aided Design, Vol.166, (2024.1), p.103628.
  • Noda, M., Matsushima, K., Yamada, T., Orientation optimization via topological derivatives in cooperation with multi-material topology optimization based on extended level set method, Computer Methods in Applied Mechanics and Engineering, Vol.418, (2024.1), No.116585.
  • Kii T., Yaji K., Fujita K., Sha Z., Seepersad C.C. Latent crossover for data-driven multifidelity topology design. Journal of Mechanical Design, Vol. 146, p. 051713, 2024.
  • 松島 慶 , 山田 崇恭, 境界積分方程式で記述される形状最適化問題における形状感度のHilbert正則化, 計算数理工学論文集 Vol. 23, (2023), pp.21-28
  • Michael Hinz, Jun Masamune, Kohei Suzuki, Removable sets and L^p-uniqueness on manifolds and metric measure spaces, Nonlinear Analysis Vol 234 (2023), pp1-40
  • Tajima, M., Yamada, T., Topology optimization with geometric constraints for additive manufacturing based on coupled fictitious physical model, Computer Methods in Applied Mechanics and Engineering, Vol. 417, (2023),No. 116415.DOI (open access)
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