基于点对群网络反馈机制的恶意代码传播模型

在点对群信息共享网络中,群体成员之间交流频繁并且同一群体内的成员可以同时从信息源接收到相同信息,依据点对群网络的这2个特点,考虑从恶意代码感染中恢复后的节点作用,在点对群网络中建立一种具有动态反馈防治信息功能的易感-感染-反馈-免疫(SIFR)模型。在经典易感-感染-免疫(SIR)传播模型的基础上引入反馈节点,通过动态共享防治信息遏制恶意代码在点对群网络中的传播。根据计算得到SIFR模型的平衡点和传播阈值,构建相应的Lyapunov函数,证明了平衡点的局部和全局稳定性。数值模拟实验结果显示：当反馈率取0.000 1时,SIFR模型相较于经典SIR模型在传播阈值小于1的情况下,感染节点在峰值处的数量降低了36.16%,能更早更快地趋近于0;当传播阈值大于1时,同一时间的感染节点数量有所减少,趋于稳定的感染节点数量降低了80%。上述实验结果表明SIFR模型应用在点对群网络中能够更好地遏制恶意代码的传播,且反馈率越高,遏制效果越好。     

变长度柔性双足机器人行走控制及稳定性分析

针对传统双足机器人模型缺少脚质量和躯干的问题,提出考虑摆动腿动态及躯干影响的柔性双足机器人模型,并对其行走控制及稳定性进行研究。首先,建立系统的动力学模型并采用欧拉-拉格朗日法推导了系统的动力学方程;同时,在弹簧负载倒立摆（SLIP）模型的基础上添加刚性躯干、脚质量及采用变长度伸缩腿,充分考虑躯干及摆动腿动力学对机器人行走步态的影响;其次,设计基于变长度腿的反馈线性化控制器来跟踪目标轨迹,以及调节摆动腿和躯干的姿态;最后,利用Newton-Raphson迭代法和庞加莱映射分析机器人的不动点及轨道稳定性条件,并在理论分析的基础上进行仿真。仿真结果表明,所提控制器可以实现机器人的周期行走,对外界干扰具有良好的鲁棒性,且雅可比矩阵所有特征值的模均小于1,能形成稳定的极限环,证明系统是轨道稳定的。     

Robust integrated sequential covariance intersection fusion Kalman filters and their convergence and stability for networked sensor systems with five uncertainties

For networked sensor systems (NSSs) with hard and soft sensors including five uncertainties, two universal approaches of solving the robust fusion estimation problems are presented. It includes an integrated sequential covariance intersection (SCI) fusion minimax robust Kalman filtering approach with cross-covariance information and a generalized Lyapunov equation approach with four pairs of Lyapunov equations. Applying them, the robust local and SCI fused time-varying and steady-state Kalman filters are presented in the sense that their actual estimation error variances are guaranteed to have the corresponding minimal upper bounds. The equivalent batch SCI fusers are also presented. Their robustness and accuracy relations are proved, and the sensitivity of the SCI fuser with respect to the fused orders of sensors is analyzed. Applying the dynamic error system analysis method and the dynamic variance error system analysis method, a new convergence and absolute asymptotic stability theory of robust fusion Kalman filtering is presented. The classical Kalman filtering convergence and stability theory is developed. Compared with the original covariance intersection fuser, they significantly reduced the computational complexity and burden. Compared with the optimal and conservative SCI fusers, they significantly improved the robust accuracies. They are suitable to deal with asynchronous or random delayed data and are suitable for real-time applications. A simulation applied to the two-mass spring damper mechanical system shows their effectiveness.     

Almost sure stability of stochastic neutral Cohen–Grossberg neural networks with Lévy noise and time-varying delays

The almost sure stability for the stochastic neutral Cohen–Grossberg neural networks (SNCGNNs) with Lévy noise, time-varying delays, and Markovian switching would be deliberated in this article. By means of the nonnegative semimartingale convergence theorem (NSCT), the neutral Itô formula, M-matrix method, and selecting appropriate Lyapunov function, several almost sure stability criterions for the SNCGNNs could be derived. Moreover, according to the M-matrix theory, the upper bounds of the coefficients at any mode are given. Finally, two examples and numerical simulations verify the correctness of theoretical analysis for the stability criterions proposed in the article.     

Wideband reflecting frequency-selective surface polarizer for X-band applications

This paper proposed the design of a broadband linear-to-circular reflecting polarizer for X-band applications. The polarizer is designed with three-arm dipole-shaped unit cells with a full ground plane to get wideband performance. The incident linear polarized wave is converted to a right-handed circularly polarized wave upon reflection from the polarizer. The footprint of the unit cell is 9 × 9 mm, which is printed on a FR-4 substrate. Fabricated prototype is measured for its performances like polarization conversion ratio (PCR), fractional bandwidth, and aperture efficiency. The PCR is about 97%, and the fractional bandwidth is 64% with the aperture efficiency of more than 80%. Polarizer performance is analyzed in transverse electric and transverse magnetic modes, and they are stable up to 40° of various incident angles. The polarizer exhibits the 3-dB axial ratio bandwidth from 8 to 12 GHz, which is suitable for satellite applications.     

具有非匹配扰动的非线性变参数系统模型参考跟踪控制

本文研究了一类含有非匹配扰动的非线性变参数系统的跟踪控制问题.首先,设计非线性扰动观测器用于估计系统所受到的未知扰动.其次,在前馈–反馈跟踪控制器中引入扰动补偿控制项,提出一种基于扰动观测器的跟踪控制策略.利用依赖于状态和时变参数的线性矩阵不等式,导出保证闭环系统输入–状态稳定的充分条件,进而运用平方和凸优化技术解析地构造出扰动观测器和跟踪控制器.通过理论证明,所设计的控制策略能够实现非线性变参数系统输出对参考模型输出的跟踪,消除输出通道中非匹配扰动的影响.最后,由数值仿真例子验证了所提方法的有效性.     

农用拖拉机的自适应二阶滑模路径跟踪控制

针对农用拖拉机在未知扰动影响下的路径跟踪控制问题,本文提出了基于自适应二阶滑模和扰动观测技术的路径跟踪控制策略.首先,建立含有未知扰动项的路径跟踪偏差模型,通过利用自适应控制和改进的加幂积分技术,构造自适应二阶滑模路径跟踪控制方法,该控制方法削弱了滑模控制中存在的抖振影响.其次,为了解决大扰动下控制增益调整过度的问题,通过将鲁棒精确微分器和自适应二阶滑模控制结合,构造复合的路径跟踪控制方法.严格的Lyapunov分析表明横向偏差和航向偏差均在有限时间内稳定到原点.最后,仿真结果验证了本文设计的制导方法能够保证农用拖拉机快速且稳定地跟踪上任意弯曲的参考路径.     

分数阶时滞非线性多智能体系统的自适应控制

针对分数阶多智能体系统中存在时滞和非线性特性, 时滞往往会引起控制系统的性能下降甚至出现系统 不稳定等问题, 提出了一种含时滞非线性的分数阶多智能体系统自适应控制方法. 对于多智能体系统的控制协议, 设计了基于领导者和相邻智能体状态信息的自适应控制协议, 减小了过大常数控制增益带来的能源浪费. 对于一 致性, 利用图论基础、分数阶Halanay不等式稳定性定理、Kronecker积和Schur补引理, 获得了分数阶时滞非线性多 智能体系统的LMI一致性条件. 仿真结果验证了本文算法的正确性和有效性. 由于整数阶系统是分数阶系统的特殊 形式, 本文结论可以直接推广到整数阶多智能体系统中.     

含虚拟同步机的微电网频率稳定约束优化调度模型研究

多类型虚拟同步机(virtual synchronous machine,VSM)的混杂并网增加了微电网运行控制的复杂性,不同资源的功率协调控制与能量管理是含VSM的微电网需解决的关键问题。该文计及各类型VSM(风机VSM、光伏VSM和储能VSM)的虚拟惯量和有功调频特性,对含VSM的微电网整体惯量和备用容量需求进行修正计算。在此基础上,考虑微电网在并网与孤岛运行模式下频率响应能力的差异性,构建一种含多类型VSM的微电网频率稳定约束优化调度模型,以提升微电网在不同扰动场景下的稳健运行能力。在改进的IEEE 13节点微电网系统中开展算例分析,仿真结果表明所提模型相较传统模型具有更好的频率适应性。     

Stability analysis for linear time-varying systems using bicoprime factorization

This paper presents a bicoprime factorization (BCF) approach to deal with various stability problems for linear discrete time-varying (LTV) systems within the framework of nest algebra. Based on the bicoprime factorization, we give necessary and sufficient conditions for (strongly) simultaneous stabilization of three systems, which generalize similar results for systems by coprime factorization (CF). Finally, when the bicoprime factorization for the plant and controller has additive perturbations, we derive sufficient conditions using the norm inequality for robust stability of the system.