“香山81号院”（半山枫林二期）外环境设计

1“居山”与”隐贵山居“ 回想一下人类的聚居行为颇为有趣，当年我们的祖先拼命从险山恶水的自然环境中挣脱出来，为的是得到更加安全和便利的聚居条件，但似乎从那一刻起本能式的回归意识便时刻魂牵梦绕，隐隐作响。其实无论是脱离自然还是回归自然，对于现实而言两者皆是虚幻和理想的。     

Identifying epidemic spreading dynamics of COVID-19 by pseudocoevolutionary simulated annealing optimizers

Neural Computing and Applications - At the end of 2019, a new coronavirus (COVID-19) epidemic has triggered global public health concern. Here, a model integrating the daily intercity migration...     

烧成温度对高铬砖显微结构的影响

利用扫描电子显微镜分析了 170 0℃、174 0℃、1780℃、182 0℃和 186 0℃烧成后高铬砖的显微结构。结果表明 :高铬砖的烧成温度不是越高越好 ,而是有一个合适的烧成温度 174 0℃。在该烧成温度下制得的高铬砖 ,其基质中的Cr2 O3晶粒尺寸适中 ,基质组织结构致密 ,基质和颗粒结合紧密 ,无裂纹 ,并且其力学性能最佳。     

On the model-based networked control for singularly perturbed systems

In this paper, the control of a two-time-scale plant, where the sensor is connected to a linear controller/actuator via a network is addressed. The slow and fast systems of singularly perturbed systems are used to produce an estimate of the plant state behavior between transmission times, by which one can reduce the usage of the network. The approximate solutions of the whole systems are derived and it is shown that the whole systems via the network control are generally asymptotically stable as long as their slow and fast systems are both stable. These results are also extended to the case of network delay.     

盆架状压电宏微平面作动器半解析性理论建模

为丰富宏微平面运动装置形式,该文提出了盆架状压电作动器。设定盆架状结构的一阶面内对称弯振模态和二阶反对称纵振模态为工作模态,利用粘附于盆架状作动器表面的压电陶瓷激发工作模态振动,迫使驱动足同时沿xOz、yOz面做椭圆轨迹行进以推动移动体。根据传递阵力学原理,构造作动器各单元的振动传递方程,在确定各单元间连接与传递条件及作动器压电边界条件基础上,建立了作动器的半解析性机电耦合传递矩阵模型,编制了模型的解算程序。建立作动器的多目标优化数学模型,求得其优化结构尺寸。为印证半解析理论模型,还构建了作动器的机电耦合有限元数值模型。传递阵模型与数值模型解得的作动器工作模态频率差分别为177 Hz和191 Hz,求取驱动足在x、y、z向的振幅分别为2.95μm、3.27μm、1.37μm及3.12μm、3.61μm、1.82μm,表明了半解析模型的有效性。结果表明,该文提出的结构设计与驱动原理相结合的作动器分析方式,为优化压电作动器性能开启了新思路。     

Design of a 2-DOF-PID controller using an improved sine–cosine algorithm for load frequency control of a three-area system with nonlinearities

This paper proposes an improved sine–cosine algorithm (ISCA) based 2-DOF-PID controller for load frequency control. A three-area test system is built for study, while some physical constraints (nonlinearities) are considered for the investigation of a realistic power system. The proposed method is used as the parameter optimizer of the LFC controller in different scenarios. The 2-DOF-PID controllers are used because of their capability of fast disturbance rejection without significant increase of overshoot in set-point tracking. The 2-DOF-PID controllers’ efficacy is observed by examining the responses with the outcomes obtained with PID and FOPID controllers. The simulation results with the suggested scheme are correlated with some of the existing algorithms, such as SCA, SSA, ALO, and PSO in three different scenarios, i.e., a disturbance in two areas, in three areas, and in the presence of physical constraints. In addition, the study is extended to a four-area power system. Statistical analysis is performed using the Wilcoxon Sign Rank Test (WSRT) on 20 independent runs. This confirms the supremacy of the proposed method.     

一类不确定非线性系统具有扇形非线性输入的鲁棒几乎干扰解耦控制

研究了一类具有不确定非线性输入 ,结构亦不确定的非线性系统的鲁棒几乎干扰解耦问题 .在非线性输入的扇形界及不确定性特性已知的条件下 ,所设计的控制器能保证闭环系统从干扰到输出的L2 增益保持在给定水平上 .     

On the model-based networked control for singularly perturbed systems

In this paper, the control of a two-time-scale plant, where the sensor is connected to a linear controller/ actuator via a network is addressed. The slow and fast systems of singularly perturbed systems are used to produce an estimate of the plant state behavior between transmission times, by which one can reduce the usage of the network. The approximate solutions of the whole systems are derived and it is shown that the whole systems via the network control are generally asymptotically stable as long as their slow and fast systems are both stable. These results are also extended to the case of network delay.     

H∞ ALMOST DISTURBANCE DECOUPLING FOR MIMO BILINEAR SYSTEMS

The H_∞ almost disturbance decoupling problem is considered. In this paper, a nonlinear design is proposed to find a state feedback controller for bilinear systems. The closed‐loop system is internally stable and achieves disturbance attenuation in nonlinear H_∞ sense. We defined a special form of Lyapunov function, which is constructed in terms of one or a set of positive definite constant matrices. If, except of the origin of system, the corresponding polynomial of the positive definite matrix (or several polynomials relevant to the positive definite constant matrices) has (have) no zero on a given subset of state space, then we can construct a controller to solve our problem. It is found that the controller structure could be complicated, but is feasible in computation and may require optimization technique to search the solution. We consider both SIMO and MIMO cases with illustrated examples.