大崎 浩一 OSAKI Koichi

Articles:  1-3 of 3

  • Kinematic equation with tangential component  [in Japanese]

    Yoshikawa Shuji , Kumaya Satomi , Nakagawa Akiko , Osaki Koichi

    Kinematic system of equations, which was proposed by Mikhailov et al., is a mathematical model for dynamics of wave patterns in excitable reaction-diffusion systems. The kinematic system has been good …

    Research reports of Ube National College of Technology (53), 61-64, 2007-03

    IR 

  • Analysis of feedback controlled wave patterns in a reaction-diffusion system  [in Japanese]

    OSAKI Koichi , AKIMARU Koichi

    Feedback control mechanism of self-organized wave patterns in a reaction-diffusion system is analyzed. A new simple system of ordinary differential equations which approximates the reaction-diffusion …

    Research reports of Ube National College of Technology (53), 41-49, 2007-03

    IR 

  • Asymptotic behavior of reaction-diffusion-advection systems

    Osaki Koichi

    Two reaction-diffusion-advection systems : Mikhailov-Hildebrand-Ertl model [1] and Mimura-Tsujikawa model [2] are considered. As an example of reaction-diffusion-advection systems, Mikhailov-Hildebran …

    Research reports of Ube National College of Technology (53), 29-39, 2007-03

    IR 

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