离聚体乳胶IPN的合成及相容性的研究

本文介绍了一种新型高分子材料—离聚体乳胶IPN的合成,并利用动态力学粘弹谱对其阻尼性能及相容性进行了研究。结果表明该体系不但可以设计为热力学上的增容体系,还具有动力学上的强迫增容效果,合成的新材料表现了组分之间良好的协同作用,因而具有宽广的有效阻尼温域。     

高海拔下柴油机燃用含氧燃料的试验研究

为解决高海拔地区因缺氧和燃料燃烧不完全造成的发动机动力下降和燃油消耗率增加的问题,将生物柴油以不同体积分数(5%,10%)掺混到柴油中进行发动机台架试验。通过控制发动机进气压力模拟高海拔条件下含氧燃料的燃烧,考察平原和海拔3 000 m地区不同掺混比例的含氧燃料对发动机性能的影响。结果表明:在平原燃用含氧燃料,发动机功率较燃用纯柴油有所降低,且降幅随生物柴油添加量的增加而增大,同时燃油消耗率上升;在海拔3 000 m地区燃用含氧燃料,发动机功率较燃用纯柴油有所增加,且燃油消耗率下降;不管是在平原还是在海拔3 000 m地区,燃用含氧燃料均能够显著降低HC、CO和碳烟排放,但NOx排放有所增加。     

基于TDOA的双基无源定位方案

多站时差定位是一种较精确的定位方法,通过处理3个或3个以上测量站采集的信号到达时间来对辐射源定位.论述了多站时差无源定位的基本原理,提出了一种基于陆空平台相结合的TDOA(Time Difference Of Arrival)双基无源定位方案.主要论述了时差双基无源定位的基本原理,以及观测站与空中目标的同步、地面观测站的选择、误差校正等主要问题的实现方案,并给出了参与对目标视察定位的地面观测站的选择算法.此方案定位算法及定位精度仍在研究阶段.     

机场道面抢修应急起降带的确定

应急起降带的确定是战时机场道面抢修的基础性工作,对抢修工程量、抢修效率、抢修进程都有着重大影响.首先介绍了应急起降带合理尺寸的确定;然后提出了应急起降带最佳抢修位置的确定原则;为了实现应急起降带方案的快速优选,用VB编写了方案优选程序,改变了传统的人工优选法费时费力的现状.从文中的实例分析可以得出结论:该方案优选程序的运算结果满足实际抢修施工需要.     

雷达辐射源识别的算法研究

针对现有雷达辐射源识别算法的不足,探索雷达辐射源数据库识别的新算法。运用属性测度理论建立了雷达辐射源属性识别模型,结合距离算法、灰关联算法和神经网络样本训练思想,设计出基于属性测度模型的雷达辐射源属性识别算法。通过仿真验证,该算法兼具识别准确度高和识别速度快优点,实用性较强。     

论近代中美军事战略关系的形成

本文从中美经济政治关系的产生、发展及蜕变与两国军事关系的萌芽,美国门户开放政策的军事含义及其对中美军事关系的深远影响,日本在远东及太平洋的侵略扩张与中美军事战略关系正式形成等三个方面,对中美军事战略关系在特定阶段的表现形式及特点进行了分析探讨。     

关于聚概率矩阵计算公式证明的一个补充

给出了聚概率矩阵构成元素计算公式的一个补充证明．     

内网安全存取的双向验证

考察内部网络数据的安全传输与访问需要,通过对数据资源分布粒度和操作权限多重性的 分析,给出资源的操作模型,并提出双向验证的安全控制策略。最后,讨论了如何提高控制效率的措施。     

An experiment evaluating how the tiny mass eccentricities in spin-stabilized projectiles affect the position of impact points

This study investigates and quantifies some possible sources affecting the position of impact points of small caliber spin-stabilized projectiles (such as 12.7 mm bullets). A comparative experiment utilizing the control variable method was designed to figure out the influence of tiny eccentric centroids on the projectiles. The study critically analyzes data obtained from characteristic parameter measurements and precision trials. It also combines Sobol's algorithm with an artificial intelligence algorithm—Adaptive Neuro-Fuzzy Inference Systems (ANFIS)—in order to conduct global sensitivity analysis and determine which parameters were most influential. The results indicate that the impact points of projectiles with an entry angle of 0° deflected to the left to that of projectiles with an entry angle of 90°. The difference of the mean coordinates of impact points was about 12.61 cm at a target range of 200 m. Variance analysis indicated that the entry angle — i.e. the initial position of mass eccentricity — had a notable influence. After global sensitivity analysis, the significance of the effect of mass eccentricity was confirmed again and the most influential factors were determined to be the axial moment and transverse moment of inertia (Izz Iyy), the mass of a projectile (m), the distance between nose and center of mass along the symmetry axis for a projectile (Lm), and the eccentric distance of the centroid (Lr). The results imply that the control scheme by means of modifying mass center (moving mass or mass eccentricity) is promising for designing small-caliber spin-stabilized projectiles.     

Mitigation effects on the reflected overpressure of blast shock with water surrounding an explosive in a confined space

The mitigation of blast shock with water has broad application prospects. Understanding the mitigation effects on the reflected overpressure of the explosion shock with water surrounding an explosive in a confined space is of great significance for military explosives safety applications. To estimate the effects of the parameters on the reflected overpressure of blasted shock wave, a series of experiments were carried out in confined containers with spherical explosives immersed in a certain thickness of water, and numerical simulations were conducted to explore the corresponding mechanisms. The results reveal that the reflected overpressure is abnormally aggravated at a small scaled distance. This aggravation is due to the high impulse of the bulk accelerated water shell converted from the explosion. With increasing scaled distance, the energy will be gradually dissipated. The mitigation effects will appear with the dispersed water phase front impacting at a larger scaled distance, except in the case of a dense water phase state. A critical scaled distance range of 0.7—0.8 m/kg1/3 for effective mitigation was found. It is suggested that the scaled distance of space walls should be larger than the critical value for a certain water-to-explosive weight ratio range (5—20).