间接边界元法模拟含裂纹介质中弹性波的传播

介绍了间接边界元法的基本理论,利用二维弹性动力边界积分方程解决了地震波在含裂纹介质中的散射问题。编写了地震波在二维非均匀介质中传播的数值模拟程序,模拟了爆炸点源在含裂纹介质中的传播情况,分析了裂纹的分布及填充物对波传播的影响。结果表明,边界元法是研究含裂纹介质中弹性波传播的有效工具。     

A queueing system with vacations after N services

This article is devoted to the study of an M/G/1 queue with a particular vacation discipline. The server is due to take a vacation as soon as it has served exactly N customers since the end of the previous vacation. N may be either a constant or a random variable. If the system becomes empty before the server has served N customers, then it stays idle until the next customer arrival. Such a vacation discipline arises, for example, in production systems and in order picking in warehouses. We determine the joint transform of the length of a visit period and the number of customers in the system at the end of that period. We also derive the generating function of the number of customers at a random instant, and the Laplace–Stieltjes transform of the delay of a customer. © 2015 Wiley Periodicals, Inc. Naval Research Logistics 62: 646–658, 2015     

海水声速快速高精度测量方法

为实现对海水声速快速、高精度的测量,采用一种系统结构简单的声速测量方案。通过连续波信号参数估计的方法实现了对声传播时间和声速值的测量。采用伪随机序列对连续波进行调制处理,解决了单频连续波信号在测量中存在的整周期模糊与回波干扰问题。通过构建声速试验平台,进行了系统校准与测量试验。试验结果表明该方法具有测量精度高、响应快速的优点,适合于在水下机动平台上对海洋声速剖面进行快速、高精度的测量。     

潜在故障状态可测的一种故障检查模型

从系统的功能故障状态和潜在故障状态两方面讨论了故障检查模型,基于延迟时间模型推导了系统的期望可用度模型并对其适用性进行了讨论与验证。     

关于一食物链型时滞系统的注记

考虑了一个自治的有密度制约与扩散项的n种群食物链型时滞系统,得到了持续生存系统的充分条件,推广了前人持续生存的相应结果。     

中继镜系统作用效果与上行链路望远镜口径关系分析

建立了中继镜系统模型,计算了30km高度中继镜系统作用效果与上行链路望远镜口径的关系,结果显示:当望远镜口径低于0.42m时,系统作用效果随着望远镜口径增大而显著提升;在0.42～0.54m范围内,系统作用效果随着上行链路望远镜口径增大而显著降低;当望远镜口径大于0.54m时,系统作用效果随着上行链路望远镜口径的增加而增加,但增加的幅度逐步降低,当望远镜口径增加到一定大小后,系统作用效果趋向于稳定值,望远镜口径的增加对系统作用效果不具有提升作用.分析了系统作用效果在0.42～0.54m范围内出现突降的原因,计算结果显示:上行接收光束强度不均匀性导致二次光源光束质量的急剧下降,进而降低了系统作用效果.文章的计算结果为中继镜系统参数设置提供参考.     

基于PCB技术的延时线设计方法

为了设计大功率低损耗的延时线,提出了用多股窄印制线并行绕制替代单股印制线绕制、在某些特定位置将并绕的多股印制线交叉换位的多层PCB螺旋电感的设计方法,并用该电感和电容模拟电缆的分布参数电感和电容制作延时线。通过多股并绕交叉换位的方式可以增加电感的有效截面积,减小电感的涡流损耗,有效提高电感的品质因数。测试结果表明:该螺旋电感的品质因数在短波频段内有较大提高。利用该螺旋电感制作的200ns延时线在通1A电流50 W功率时,延时性能好、驻波比小、衰减量小,满足大功率低损耗的要求。     

一类非线性脉冲时滞抛物型偏微分方程组解的振动性

讨论了一类含脉冲的时滞抛物型方程组非零解的振动性,利用了Green定理以及Jensen不等式,得出了该方程在Robin边界条件下非零解振动的若干准则。     

Development of multi-physics numerical simulation model to investigate thermo-mechanical fatigue crack propagation in an autofrettaged gun barrel

In this research, a detailed multi-physics study has been carried out by numerically simulating a solid fractured gun barrel for 20 thermo-mechanical cycles. The numerical model is based on thermal effects, mechanical stress fields and fatigue crack mechanics. Elastic-plastic material data of modified AISI 4340 at temperatures ranging from 25 to 1200 °C and at strain rates of 4, 16, 32 and 48 s⁻¹ was acquired from high-temperature compression tests. This was used as material property data in the simulation model. The boundary conditions applied are kept similar to the working gun barrel during continuous firing. A methodology has been provided to define thermo-mechanically active surface-to-surface type interface between the crack faces for a better approximation of stresses at the crack tip. Comparison of results from non-autofrettaged and autofrettaged simulation models provide useful information about the evolution of strains and stresses in the barrel at different points under combined thermo-mechanical loading cycles in both cases. The effect of thermal fatigue under already induced compressive yield due to autofrettage and the progressive degradation of the accumulated stresses due to thermo-mechanical cyclic loads on the internal surface of the gun barrel (mimicking the continuous firing scenario) has been analyzed. Comparison between energy release rate at tips of varying crack lengths due to cyclic thermo-mechanical loading in the non-autofrettaged and autofrettaged gun has been carried out.     

群时延傅里叶分解模型及其估计方法

建立了基于三角函数级数的群时延模型,并理论证明了仅采用有限阶数的三角函数群时延即可表征任意群时延对信号相关峰的影响。在此基础上,通过测量信号相关峰,并与不同三角函数群时延组合下的相关峰进行匹配搜索即可估计群时延的三角函数分解级数,从而估计得到相关峰影响等效的群时延特性。仿真中,采用该方法估计得到的群时延特性对滤波器进行修正后,信号相关峰与经过滤波器之前的信号相关峰高度吻合,时延估计偏差在0.1 ns之内。