This paper studies chaotic motions in a nonlinear oscillatory system perturbed by external harmonic force and bounded noise excitation. 研究諧和外力與有界噪聲激勵聯(lián)合作用下的一類(lèi)非線(xiàn)性振子的混沌運動(dòng)。
The analytic solutions of the probability density of the steady-state responses of Coulomb sliding systems with gradually strong springs to Gaussian white noise are derived. 利用等效線(xiàn)性化方法推導了具有漸硬非線(xiàn)性復位彈簧的滑動(dòng)系統的高斯白噪聲激勵穩態(tài)隨機響應概率分布的解析解。
