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論文 【 表示 ／ 非表示 】
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Thermodynamically consistent modeling for complex fluids and mathematical analysis
Yukihto Suzuki, Masashi Ohnawa, Naofumi Mori, Shuichi Kawashima , 2021年09月
Mathematical Models and Methods in Applied Sciences , 31 (10) , 1919 - 1949
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Time-periodic solutions of symmetric hyperbolic systems
Masashi Ohnawa and Masahiro Suzuki , 2021年01月
JOURNAL OF HYPERBOLIC DIFFERENTIAL EQUATIONS , 17 (04) , 707 - 726
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On a relation between shock profiles and stabilization mechanisms in a radiating gas model
Masashi Ohnawa , 2018年
XVI International Conference on Hyperbolic Problems: Theory, Numerics, Applications
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L∞-stability of Discontinuous Traveling Waves in a Hyperbolic-elliptic Coupled System
Masashi Ohnawa , 2016年09月
SIAM Journal on Mathematical Analysis , Vol. 48 , 0 - 21
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GENERIC formalism and discrete variational derivative method for the two-dimensional vorticity equation
Y.Suzuki, M.Ohnawa , 2016年04月
Journal of Computational and Applied Mathematics , 296 , 690 - 708
著書 【 表示 ／ 非表示 】
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XVI International Conference on Hyperbolic Problems: Theory, Numerics, Applications
Masashi Ohnawa , 2018年10月
Springer Proceedings in Mathematics and Statistics (PROMS, volume 237) , On a relation between shock profiles and stabilization mechanisms in a radiating gas model , 377-389
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Recent Developments of Mathematical Fluid Mechanics
Masashi Ohnawa , 2016年09月
Springer Basel , Effects of fluid-boundary interaction on the stability of boundary layers in plasma physics , 401-410
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Mathematical Fluid Dynamics, Present and Future
Masashi Ohnawa , 2016年09月
Springer , L∞-stability of Discontinuous Traveling Waves in a Radiating Gas Model , 0-13
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Mathematical Fluid Dynamics, Present and Future
Masashi Ohnawa, Yukihito Suzuki , 2016年09月
Springer , Mathematical and numerical analysis of the Rayleigh-Plesset and the Keller equations , 0-21
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Advanced Studies in Pure Mathematics
S.Nishibata, M. Ohnawa, M. Suzuki , 2015年04月
Mathematical Society of Japan , The mathematical justification of the Bohm criterion in plasma physics , 489-495
授業科目 【 表示 ／ 非表示 】
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担当授業（学部）
基礎微積分Ⅰ
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基礎微積分Ⅱ
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数値モデリング
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数値モデリング演習
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海洋学研究の最前線
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線形代数
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担当授業（大学院）
海洋数理解析学