基于互谱算法的矢量水听器拦截鱼雷仿真研究

通过对矢量水听器的输出进行互谱分析与计算,测量鱼雷噪声方位变化率,即时引爆悬浮式深弹对来袭鱼雷实施硬杀伤的实施过程,说明其原理并推导出相应的结果。在已有关于悬浮式深弹拦截来袭鱼雷研究基础上,建立了悬浮式深弹作战使用模型,并进行了一定的仿真实验。根据仿真实验的结果分析表明,该方法简单易行,适合于悬浮式深弹引爆。     

一种小型化微带天线的分析与设计

文章设计了一种圆极化微带天线,同时给出了一些设计的结构及性能参数。该天线具有外型小、结构紧凑,便于加工。     

基于ARM和CAN总线的土木工程施工信息无线测控系统

设计了一款高精度的土木工程施工信息检测系统。选用ARM7系列主控制芯片,具有较高的实时性;主卡和各采集卡之间采用基于CAN总线的通信方式,板卡更换方便且具有良好的可扩展性。上位机与数据采集系统之间采用无线传输的通讯方式,并在主控板上用Flash进行数据备份。试验表明该系统稳定可靠,性价比高。     

基于粒子滤波的无人机侦察图像跟踪算法研究

针对无人机侦察图像跟踪的实时性以及战场环境复杂的特点,研究了在复杂背景下实现对单一目标跟踪,提出了一种基于粒子滤波的快速目标跟踪算法,通过计算机仿真将此方法与传统的目标跟踪方法进行了对比,实验结果表明,该算法能够稳健地跟踪目标,具有很好的准确性、实时性和鲁棒性。     

一种基于OpenCV实现的运动目标检测算法的研究

序列图像中的运动目标检测是数字图像处理与识别以及计算机视觉领域研究的主要内容之一,在视觉监控系统、医学图像分析、工业检测以及军事等领域中都有应用。文章重点对运动目标检测的算法进行了讨论,通过分析和比较三种常用运动目标检测的算法,提出了一种使用改进的背景更新算法检测运动目标的方法,并利用Intel公司开发的OpenCV提供的函数库进行测试。结果表明利用该方法可以稳定地提取背景图像,抑制运动目标对背景的干扰,有效地提高了运动目标的检测概率。     

LXI总线接口在远程测试系统中的应用

简要分析了新一代仪器总线系统LXI（Lan eXtension for Instrument）的特征及其技术特点,重点对基于LXI总线的远程测试系统的构建技术进行了研究。     

基于灰色关联度分析某型空压机故障诊断

一般情况下,级差式空压机各级缸互相影响,使得空压机的测量数据存在着不确定信息,增加了故障诊断的难度。而灰色关联度分析在处理此种不确定信息方面有着独到的优势。因此,灰色关联度分析非常适合于级差式空压机的故障诊断。     

换热器非标法兰封板应力强度分析

对于管壳式换热器的非标法兰封板,利用APDL程序实现全参数化的三维有限元建模,并计算得到封板的应力分布,归纳出影响封板的应力强度的因素,通过调整这些因素得到非标法兰封板的合理厚度。     

Green-Naghdi理论的全非线性浅水波数值模拟(英文)

Green-Naghdi (G-N) theory is a fully nonlinear theory for water waves. Some researchers call it a fully nonlinear Boussinesq model. Different degrees of complexity of G-N theory are distinguished by “levels” where the higher the level, the more complicated and presumably more accurate the theory is. In the research presented here a comparison was made between two different levels of G-N theory, specifically level II and level III G-N restricted theories. A linear analytical solution for level III G-N restricted theory was given. Waves on a planar beach and shoaling waves were both simulated with these two G-N theories. It was shown for the first time that level III G-N restricted theory can also be used to predict fluid velocity in shallow water. A level III G-N restricted theory is recommended instead of a level II G-N restricted theory when simulating fully nonlinear shallow water waves.     

水波传播与变形的数值模拟(英文)

A numerical approach was performed to predict the propagation and transformation of nonlinear water waves. A numerical wave flume was developed based on the non-periodic high-order spectral (HOS) method. The flume was applied to analyze the effect of wave steepness and wavelength on the propagation of nonlinear waves. The results show that for waves of low steepness, the wave profile and the wave energy spectrum are stable, and that the propagation can be predicted by the linear wave theory. For waves of moderate steepness and steep waves, the effects associated with the interactions between waves in a wave group become significant and a train of initially sinusoidal waves may drastically change its form within a short distance from its original position.