脉冲时滞抛物型方程组边值问题的振动性

讨论了一类多滞量带脉冲的抛物型方程组解的振动性质,利用平均值方法以及泛函不等式获得了其一切解在两类边界条件下振动的充分条件,其中利用了Green公式,Jesen不等式以及垂直相加的方法,把抛物型偏微分方程组的振动问题转化为微分脉冲不等式不存在最终正解的问题,然后在两类边界条件下分别得到了判别其所有解振动的充分条件.     

自适应滤波器在微型姿态确定系统中的应用

基于MEMS的IMU由于低成本、体积小和低耗能得到了很广泛的应用.但是,惯性MEMS传感器有很大的噪声、偏差以及刻度误差,由于传统低成本的MEMS传感器使用的捷联算法很难取得令人满意符合性能要求的姿态确定值.利用改进的自适应增益卡尔曼滤波器在随机模式下建立一个小型姿态确定系统.这个改进的滤波器在一个时间变量转移矩阵中有六个状态量,它们分别是:三个姿态倾斜角和三个陀螺偏移误差.滤波器用三个加速度计的测量量和磁罗盘来驱动状态的更新.当系统处于非加速度状态下,加速度计对重力加速度的测量以及磁罗盘对航向的测量很显然可以产生很好的状态估计量;当系统处于高速动态状态并且偏移可以收敛到一个精确估计值时,对姿态的估算就需要很长一段时间.自适应滤波器可以在动态状况下用加速度计自动调整增益产生最佳性能.提供了这种技术的算法,并且对此进行分析,之后给出实验结果.     

具有Holling Ⅲ类功能反应捕食者食脉冲系统正周期解的存在性

利用重合度理论中的连续性定理研究一类具有Holling Ⅲ类功能反应捕食者食脉冲系统正周期解的存在性, 建立了存在正周期解的充分条件, 推广 并改进了已有的相关结果.     

时变脉冲微分方程初值问题解的存在性

首先给出了脉冲微分方程初值问题的解与相对应的常微分方程初值问题的解之间的关系,然后利用常微分方程理论讨论了一类时变脉冲微分方程初值问题,并在相对较弱的条件下建立了解的存在性定理,所得解允许和某些Sk相遇多次,推广了相关问题的已有结果.     

2．4-6．0GHz超宽带低噪声放大器的设计

采用标准0．5μmGaAsPHEMT工艺设计了工作频段在2．4—6GHz可应用于无线局域网（WLAN）和超宽带（UWB）接收机的超宽带低噪声放大器。从宽带电路的选择、高频电路设计的器件选择和电路结构的选择等方面讨论了如何进行超宽带低噪声放大器的设计。结果表明,通过合适的电路结构和器件参数选择,可以采用0．5μmGaAsPHEMT工艺制备满足超宽带系统要求的低噪声放大器。在UWB3．1～5．15GHz低频带内,该LNA增益20．8～21．6dB,噪声系数低于0．9～1．1dB,输入输出驻波比均小于一10dB。在2．4～3GHz频带（涵盖802．11b／g的使用范围）内,该LNA增益20．8～21．5dB,噪声系数低于2dB,输入输出驻波比均小于-10dB。在频带5．2—6GHz,该LNA的噪声系数增大到1．332dB。增益则从21．4dB下降到19．7dB。电路的工作电压为3．3V。     

局部凸空间非线性脉冲Volterra型积分方程解的存在性

利用局部凸空间中非紧性测度的基本性质,推广了一个不动点定理,然后应用此定理研究了局部凸空间中一类非线性脉冲Volterra型积分方程解的存在性,推广了已有文献的结果.     

Novel cued search strategy based on information gain for phased array radar

A search strategy based on the maximal information gain principle is presented for the cued search of phased array radars. First, the method for the determination of the cued search region, arrangement of beam positions, and the calculation of the prior probability distribution of each beam position is discussed. And then, two search algorithms based on information gain are proposed using Shannon entropy and Kullback-Leibler entropy, respectively. With the proposed strategy, the information gain of each beam position is predicted before the radar detection, and the observation is made in the beam position with the maximal information gain. Compared with the conventional method of sequential search and confirm search, simulation results show that the proposed search strategy can distinctly improve the search performance and save radar time resources with the same given detection probability.     

Research on the frequency domain ∑△-DPCA

The frequency domain ∑A-DPCA processing （F-∑A-DPCA） is investigated in details and an improved scheme for the F-∑A-DPCA is proposed, which can significantly reduce the computational burden. In practice, because of the sum and difference beam pattern designed independently and other system errors, the clutter suppression of the time domain ∑A-DPCA processing （T-∑A-DPCA） is significantly degraded. However, the F-∑A-DPCA adaptively calculates the optimum gain ratio for motion compensation within each Doppler cells which is robust to system errors. Theoretical analysis and simulation results are presented to validate that the F-∑A-DPCA can achieve superior performance of clutter cancellation than the time domain processing, and its performance can be significantly increased if more pulses are used for the Doppler filtering. The improved approach is efficient, and feasible for real-time application.     

Non-fragile decentralized H∞ controller design for uncertain linear systems

Considering the design problem of non-fragile decentralized H∞ controller with gain variations, the dynamic feedback controller by measurement feedback for uncertain linear systems is constructed and studied. The parameter uncertainties are considered to be unknown but norm bounded. The design procedures are investigated in terms of positive definite solutions to modify algebraic Riccati inequalities. Using information exchange among local controllers, the designed non-fragile decentralized H∞ controllers guarantee that the uncertain closed-loop linear systems are stable and with H∞ -norm bound on disturbance attenuation. A sufficient condition that there are such non-fragile H∞ controllers is obtained by algebraic Riccati inequalities. The approaches to solve modified algebraic Riccati inequalities are carried out preliminarily. Finally, a numerical example to show the validity of the proposed approach is given.     

具非线性脉冲时滞的Lasota-Wazewska模型概周期解的存在性与稳定性

利用压缩映射原理,研究具有非线性脉冲的Lasota-Wazewska模型的概周期解,获得该系统概周期解存在与指数稳定的充分条件.