搜索筛选:
搜索耗时1.3637秒,为你在为你在102,285,761篇论文里面共找到 7 篇相符的论文内容
发布年度:
[会议论文] 作者：Ronghua Huan,
来源：The 5th International Conference on Dynamics, Vibration and 年份：2018
The problem of asymptotic stability of delay-controlled nonlinear stochastic systems with actuator failures is investigated in this paper.Such a system is formulated as a continuous-discrete hybrid sy...
Feedback Stabilization of stochastically excited Markovian jump quasi-nonintegrable Hamiltonian syst
[会议论文] 作者：Rongchun Hu,Ronghua Huan,
来源：The 5th International Conference on Dynamics, Vibration and 年份：2018
A procedure for designing a feedback control to asymptotically stabilize a quasi-nonintegrable Hamiltonian system with Markovian jump is proposed.First,the Markovian jump averaged stochastic different...
STOCHASTIC OPTIMAL VIBRATION CONTROL OF PARTIALLY OBSERVABLE NONLINEAR QUASI HAMILTONIAN SYSTEMS WIT
[期刊论文] 作者：Ronghua Huan,Lincong Chen,Weil,
来源：固体力学学报：英文版 年份：2009
为有致动器浸透的部分可见的非线性的伪 Hamiltonian 系统的最佳的颤动控制策略被建议。首先，一控制了部分可见的非线性的系统由于 Charalambous 和 Elliott 基于定理被变换成...
Optimal control strategies for stochastically excited quasi partially integrable Hamiltonian systems
[期刊论文] 作者：Ronghua Huan Maolin Deng Weiqi,
来源：力学学报：英文版 年份：2007
在二不同控制策略设计了部分减轻伪的反应的这篇论文，受到随机的刺激的 integrable Hamiltonian 系统被建议。首先，由部分为伪使用随机的平均方法 integrable Hamiltonian 系统...
STOCHASTIC OPTIMAL VIBRATION CONTROL OF PARTIALLY OBSERVABLE NONLINEAR QUASI HAMILTONIAN SYSTEMS WIT
[期刊论文] 作者：Ronghua Huan,Lincong Chen,Weil,
来源：固体力学学报（英文版） 年份：2004
An optimal vibration control strategy for partially observable nonlinear quasi Hamil-tonian systems with actuator saturation is proposed. First, a controlled pa...
STOCHASTIC OPTIMAL VIBRATION CONTROL OF PARTIALLY OBSERVABLE NONLINEAR QUASI HAMILTONIAN SYSTEMS WIT
[期刊论文] 作者：Ronghua Huan,Lincong Chen,Weiliang Jin,Weiqiu Zhu,
来源：黑龙江科技信息 年份：2009
本文通过对荣华二采区10...
Dynamics and response reshaping of nonlinear predator-prey system undergoing random abrupt disturban
[期刊论文] 作者：Lei XIA,Jiaojiao SUN,Zuguang YING,Ronghua HUAN,Weiqiu ZHU,
来源：应用数学和力学:英文版 年份：2021
An actual ecological predator-prey system often undergoes random environmental mutations owing to the impact of natural disasters and man-made destruction, which may destroy the balance between the species. In this paper,the stochastic dyna......
相关搜索：
