若斯叻吸引子(Rössler attractor)是一組三元非線性微分方程:[1][2] 若斯叻吸引子 d x ( t ) d t = − y ( t ) − z ( t ) {\displaystyle {\frac {dx(t)}{dt}}=-y(t)-z(t)} d y ( t ) d t = x ( t ) + a ∗ y ( t ) {\displaystyle {\frac {dy(t)}{dt}}=x(t)+a*y(t)} d z ( t ) d t = b − c ∗ z ( t ) + x ( t ) ∗ z ( t ) {\displaystyle {\frac {dz(t)}{dt}}=b-c*z(t)+x(t)*z(t)} 若斯叻方程沒有解析解,但可利用龍格-庫塔法求數值解並做圖。 Remove ads參考文獻Loading content...參看Loading content...Loading related searches...Wikiwand - on Seamless Wikipedia browsing. On steroids.Remove ads