一种精确打击下桥梁毁伤视景仿真系统设计实现

目前,在桥梁毁伤仿真领域采用的数值仿真方法虽具有精确性高的优点,但是仿真过程不直观、形象,整体性不强。采用视景仿真技术进行精确打击下桥梁毁伤仿真,在保证精确性要求的基础上,利用Unity3D软件以三维画面的形式进行展示,仿真过程形象、直观、明了。给出的精确打击下桥梁毁伤视景仿真系统的设计方法,能够满足真实性和实时性的要求,利用Unity3D自带的物理引擎完成了桥梁模型的物理特性建模和爆炸仿真分析,通过全过程仿真,能够分析得出相应的毁伤结论,达到了预期效果。     

基于神经网络的模糊理论在桥梁状态评估中的应用

探讨了模糊数学中的隶属函数在桥梁技术等级状态评估中的应用.在研究现有桥梁状态评估方法的基础上,把人工神经网络和模糊数学理论结合起来应用于大跨度预应力斜拉桥的等级状态评估,建立了基于三层神经元的模糊神经网络模型,并建立结构损伤度函数及等级隶属度模型,通过样本学习训练,获取评估专家的知识及直觉思维,最终确定桥梁所对应的技术状态等级.以检测的480组索力数据作为学习样本,另外4组作为验证样本进行了索力状态评估预测.计算结果表明,网络预测值与期望值吻合良好.     

Limiting survival functions of self‐similar structures

We show the existence of a unique analytic single parameter limiting survival function arising from the repeated composition of a coherent structure as the number of components tends to infinity. Examples include the repeated composition process of the bridge structure. © 2003 Wiley Periodicals, Inc. Naval Research Logistics, 2004.     

HLA联邦的桥接扩展和影响时空一致性的实例分析

随着计算机技术和仿真应用的发展 ,越来越需要组建大规模分布仿真系统 ,HLA框架的定义和应用为此提供了很好的契机。使用桥接技术把不同的联邦连接起来是构建大规模联邦的有效方法 ,其中桥接邦元更适合于不同RTI的异地连接。桥接HLA联邦会带来影响系统时空一致性和性能的新问题 ,时间推进和所有权转移是两个有代表性的例子 ,需要重点解决     

基于磁导率法的零部件硬度电磁无损检测技术研究

传统的机械压痕法虽能测量火炮零部件的硬度,但对其表面有损害,且某些零部件工作面并不允许使用打点测量方式．为解决这一问题,基于硬度与材料磁导率之间的对应关系,设计了一种硬度电磁无损检测系统,采用DDS技术实现参数可控的正弦信号源,以满足磁导率测试所需的激励条件．为了提高检测灵敏度,利用交流电桥拾取由硬度变化引起的检测线圈和参考线圈电压差分信号,并进一步在调理电路中采用正交锁相放大技术对这一微弱信号进行放大和噪声抑制．硬度试验结果表明,该系统能以无损的检测方式有效地区分零部件的硬度值,为火炮定型试验中的硬度测量提供了新途径．     

基于MIDAS的大跨度斜拉桥行波效应分析

针对宜巴段三塔四跨斜拉桥工程实例,结合MIDAS软件,进行动态时程分析,对比研究了行波效应对桥塔、桥墩各控制点的位移、剪力以及轴力的纵向地震反应的影响。通过施加-EL-Centro纵向地震波作用,模拟出斜拉桥控制点的位移、内力地震反应最大值,得出结论：对于多塔斜拉桥,行波效应对各桥塔塔底、各桥塔塔顶内力、位移响应的影响不同。     

基于仿真电桥的电火工品瞬态脉冲检验系统设计

介绍了基于仿真电桥的电火工品瞬态脉冲检验系统的硬件组成框图和工作原理,重点说明恒流源和仿真电桥的电路设计及提高测试精度的措施,最后介绍仿真电桥同步和调零的解决办法。     

Building the next nuclear community

This viewpoint takes stock of the changes in the strategic nuclear landscape in recent decades and reflects on its consequences on the policy community. It finds that the number and scope of issues have expanded considerably; they have manifested themselves in many more regions of the world; and they have become deeply politicized and polarized. The consequences have been twofold: the nuclear policy field has seen the development of an increasingly diverse expert community composed of highly specialized functionalists and regionalists, and it has become ever more divided into two entirely separate ideological camps—one that believes in deterrence, the other in disarmament. The stove-piping of expertise and the widening gap between deterrence and disarmament ideologies are immensely problematic because, in different ways, they stand in the way of the emergence of a better and safer nuclear future. Looking ahead, it is critical to “bust the silos of expertise” and to build bridges between the deterrence and disarmament ideological camps. Only such a community-building effort will help solve today’s and tomorrow’s nuclear challenges.     

电桥材料和结构对发火感度影响分析

电桥材料和结构可影响电火工品的发火感度,依据电火工品发火能量平衡方程,对几种常用材料不同电桥形状对电火工品(EED)感度的影响进行了分析,结果表明通过改变电桥材料和电桥结构能够降低EED的发火感度,为EED改进提供了依据。     

Progressive Type‐II censoring and coherent systems

A new connection between the distribution of component failure times of a coherent system and (adaptive) progressively Type‐II censored order statistics is established. Utilizing this property, we develop inferential procedures when the data is given by all component failures until system failure in two scenarios: In the case of complete information, we assume that the failed component is also observed whereas in the case of incomplete information, we have only information about the failure times but not about the components which have failed. In the first setting, we show that inferential methods for adaptive progressively Type‐II censored data can directly be applied to the problem. For incomplete information, we face the problem that the corresponding censoring plan is not observed and that the available inferential procedures depend on the knowledge of the used censoring plan. To get estimates for distributional parameters, we propose maximum likelihood estimators which can be obtained by solving the likelihood equations directly or via an Expectation‐Maximization‐algorithm type procedure. For an exponential distribution, we discuss also a linear estimator to estimate the mean. Moreover, we establish exact distributions for some estimators in the exponential case which can be used, for example, to construct exact confidence intervals. The results are illustrated by a five component bridge system. © 2015 Wiley Periodicals, Inc. Naval Research Logistics 62: 512–530, 2015