Research keywords (6)：
ボルツマン方程式
, 希薄気体力学
, 分子気体力学
, Boltzmann equation
, Rarefied gas dynamics
, Molecular gas dynamics
Research theme for competitive and other funds (10)：
2014 - 2016 Nonlinear slip boundary conditions for the compressible Navier-Stokes equations
2011 - 2014 Genelarized slip flow theory for stationary micro gas flows and its extension to nonstationary problems
2011 - 2014 Mathematical and physical study of moving boundary problems for the Boltzmann equation
2009 - 2011 Studies on rarefied gas flows via an accurate finite-difference analysis of the Boltzmann equation
2009 - 2011 Discontinuous boundary conditions for the Boltzmann equation And generalization of slip boundary conditions
2008 - 2010 Mathematical and physical study of micro- and nano-scale gas flows on the basis of the Boltzmann equation
2005 - 2007 ナノ・スケール気体流に対する新しい流体力学的モデルの構築
2005 - 2007 Mathematical and Physical studies on bifurcation and stability of the solution of the Boltzmann equation
2002 - 2004 MATHEMATICAL AND PHYSICAL STUDIES ON SINGULAR FLUID-DYNAMIC LIMITS FOR THE BOLTZMANN EQUATION
1999 - 2000 多成分混合気体の流れについての気体論的研究
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Papers (33)：
Shingo Kosuge, Kazuo Aoki. Navier-Stokes Equations and Bulk Viscosity for a Polyatomic Gas with Temperature-Dependent Specific Heats. Fluids. 2023. 8. 1
Shingo Kosuge, Kazuo Aoki. An Ellipsoidal-Statistical (ES) Model for a Polyatomic Gas with Temperature-Dependent Specific Heats. Springer INdAM Series. 2023. 51. 141-151
Kazuo Aoki, Vincent Giovangigli, Shingo Kosuge. Boundary conditions for the Boltzmann equation from gas-surface interaction kinetic models. Physical Review E. 2022. 106. 3
Shingo Kosuge, Kazuo Aoki, Marzia Bisi, Maria Groppi, Giorgio Martalò. Boundary conditions for two-Temperature Navier-Stokes equations for a polyatomic gas. Physical Review Fluids. 2021. 6. 8
Kazuo Aoki, Marzia Bisi, Maria Groppi, Shingo Kosuge. A Note on the Steady Navier-Stokes Equations Derived from an ES-BGK Model for a Polyatomic Gas. FLUIDS. 2021. 6. 1
S. Kosuge. Numerical analysis of Io's atmosphere based on a model Boltzmann equation : Unsteady behavior during eclipse. RIMS Kokyuroku. 2014. 1883. 100-112
Finite-difference methods for the Boltzmann equation for binary gas mixtures
Modeling and computational methods for kinetic equations (edited by P. Degond, L. Pareschi, and G. Russo; Birkhauser),pp.147-167 2004
Education (1)：
- 2001 Kyoto University Graduate School of Engineering
Professional career (1)：
Doctor of Engineering (Kyoto University)
Work history (3)：
2016/04 - 2017/11 Kyoto University Center for Global Leadership Engineering Education, Graduate school of Engineering Lecturer
2007/04 - 2016/03 Kyoto University. Graduate School of Engineering Assistant Professor
2001/04 - 2007/03 Kyoto University Graduate School of Engineering Research Associate
Association Membership(s) (3)：
The Japan Society of Fluid Mechanics
, Japan Society for Industrial and Applied Mathematics
, The Japan Society for Aeronautical and Space Sciences
