主催: 日本学術会議 「機械工学委員会，土木工学・建築学委員会合同IUTAM分科会」
共催: 応用物理学会, 化学工学会, 自動車技術会, 地盤工学会, 土木学会, 日本応用数理学会, 日本風工学会, 日本機械学会, 日本気象学会, 日本計算工学会, 日本計算数理工学会, 日本建築学会, 日本原子力学会, 日本航空宇宙学会, 日本混相流学会, 日本地震工学会, 日本数学会, 日本船舶海洋工学会, 日本伝熱学会, 日本物理学会, 日本流体力学会, 農業農村工学会
In this paper, dependence of spatial structure of coexisting multiple solutions in nonlinear PDE system on random noises was numerically studied. It has been reported that the locally connecting bistable solutions(LCBSs) which consist of two stable equilibrium solutions in the case of partial differential equations are obtained. In this work, two types of nonlinear PDE equations were adopted. One was the extended van der Pol oscillator model with diffusion term. Another was the reaction-diffusion system model. The dependence of stability of boundary of the LCBS on the randomness was discussed.
