- 更多网络例句与无扰动微分方程相关的网络例句 [注：此内容来源于网络，仅供参考]
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At the same time, the variational stability of bounded variation solutions at the effect of perturbation and non-perturbation for the impulsive differential system are discussed, the Ljapunov type theorems for variational stability and asymptotically variational stability for impulsive differential systems are established.
同时，讨论了在无扰动和有扰动的情况下，这类固定时刻脉冲微分方程有界变差解的变筹稳定性，建立了此类微分系统有界变差解变差稳定性和渐近变界稳定性的两个Ljapunov型定理。
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Based on the equilibrium equation of an arch element the cubic nonlinear dynamic model with second order is established and the nonlinear differential dynamic system without constant term is obtained through a transfer process of T=U+b. Hence three fixed points and the homoclinic orbits are found. The critical condition of the chaotic vibration of the elastic arch is given by using the method of Melnikov function. The numerical results of the stationary and chaotic motion are given and discussed.
首先利用拱的单元平衡方程建立了拱的二阶三次非线性动力学模型；然后通过变换使方程转化为不含常数项的非线性微分动力系统，并由此得到无扰动系统的3个不动点与同宿轨道；再用Melnikov函数法给出了发生混沌的临界条件；最后给出了该系统出现定常运动和混沌运动的数值结果。
- 更多网络解释与无扰动微分方程相关的网络解释 [注：此内容来源于网络，仅供参考]
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undisturbed differential equation：无扰动微分方程
undirected graph 无向图 | undisturbed differential equation 无扰动微分方程 | unduloid 波状体
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unduloid：波状体
undisturbed differential equation 无扰动微分方程 | unduloid 波状体 | unequal 不等的
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unessential singularity：非本性奇点
无扰动微分方程 undisturbed differential equation | 非本性奇点 unessential singularity | 非偶性 unevenness