球头弹低速斜侵彻下薄板穿甲破坏机理研究

为探讨球头弹低速斜侵彻下靶板的破坏机理,通过系列弹道试验,对比分析了不同初始速度下弹体的变形,靶板的破坏模式,以及靶板的破口大小及形状;同时采用ANSYS/LS-DYNA对弹靶作用过程进行了数值模拟。结果表明：低速斜侵彻下靶板响应非完全对称,根据受力特征可将靶板划分为四个不同区域,即接触区,弯曲区,拉伸区和对称区;薄板的穿甲破坏可分为四个不同的阶段,即隆起变形,碟形变形,弯曲变形,弹体贯穿阶段;不同初始速度下靶板出现四种典型的穿甲破坏模式,随着初始速度的增加依次为隆起—碟形变形,隆起—碟形变形—拉弯撕裂破坏,隆起—碟形变形—拉弯剪切破坏,隆起—拉弯剪切破坏。斜侵彻下靶板破口形状为椭圆形,随着初始速度的增加,破口长径不断减小,形状由椭圆形向卵形过渡。     

Economic impact of the ministry of defence’s budget: methodological design and results for the Spanish economy

This article analyses the economic impact of the expenditure budget of the Spanish Ministry of Defence (MoD) and its Autonomous Agencies (AA), distinguishing direct, indirect and induced effects. The input–output methodology is used to find intersectoral effects on the rest of the economy. The article quantifies the economic impact in terms of production, gross value added (GVA), employed population, tax revenue, and also in terms of its contribution to the gross domestic product (GDP) of Spain in 2010. The results show that the activity of the MoD and AA generates 1.2% of the country’s GDP and 1.7% of total employment in that year.     

The Regional Economic Effects of Military Base Realignments and Closures

This paper empirically investigates the impact of military base realignments and closures on regional economic activity in light of the 2005 round of Base Realignment and Closure actions. Baseline regressions with county-level data show employment multipliers comparable to those generated from conventional input–output models. However, controlling for possible endogeneity and other regional-specific factors, regressions indicate more tenuous results for spillover effects from the military to the private sector. Only the contractor type of base employment generated economically and statistically meaningful impacts on local employment. In addition, there is strong evidence of asymmetric effects between military buildups and drawdowns.     

基地化试验训练研究与启示

自动控制技术、信号处理技术、元器件工艺水平等的进步,推进了武器装备集成化、标准化和小型化,使其呈现出信息化程度高、系统性强、维护维修性复杂等特点。为满足武器装备作战训练的需求,本文阐述了基地化试验训练的基础,分析了基地化试验训练现状,提出基地化试验训练建设发展启示,以提高武器装备的作战应用水平。     

世界武器装备发展趋势

科学技术的飞速发展及其在军事领域的广泛应用,物化出全新的武器装备。文章分析世界各军事强国在感知装备、主战平台、精确制导武器、信息对抗装备、太空及新概念武器等方面加大研发力度,呈现出的全新发展态势。它推动军事领域深层次变革,对现代战争产生广泛而深刻的影响。     

基于序列径向基函数的运载火箭蒙皮桁条结构轻质优化

以我国大型运载火箭薄壁加筋结构轻量化设计为研究背景,针对轴压下大直径大载荷蒙皮桁条结构开展后屈曲轻质优化研究.基于Python语言建立蒙皮桁条结构参数化模型,为确定结构的极限承载能力,开展蒙皮桁条结构后屈曲分析.针对蒙皮桁条结构轻质优化涉及离散的拓扑和连续的尺寸优化问题,提出基于近似模型和组合优化算法的序列近似优化方法...     

战斗机综合航电/火控系统的多机协同试飞

结合战斗机综合航电/火控系统发展趋势及其特点,简述了空地一体化试飞、多机协同试飞概念,介绍了一种利用××型飞机综合航电地面支持设施模拟空中动态试验环境和多目标,与数据传输设备、DGPS多目标导航定位系统、数据融合处理系统以及空中试验机构成的多机协同试飞方案.利用仿真模拟与实际飞行相结合,减少空中飞机的数量,利用有限的资源实现多机协同作战试飞体系.对空地一体化试飞、多机协同试飞的关键技术和试飞评估进行了探讨,为战斗机综合航电/火控系统多机协同试飞提出了一种新模式.     

冲击波在多层结构中的传播

对水下冲击载荷在多层结构中的传播规律进行了理论分析,根据分界面上的应力和速度连续性条件得到透射波强度的解析表达式.从理论分析可以看出,舰船结构的多层防护体系对于减少爆炸冲击的损伤具有重要的作用,防护结构的波阻抗越大,防护的效果越好,这种方法可应用于多层防护结构在远场爆炸冲击波作用下的毁伤或防护方面的预测.     

穿甲子弹偏心入射陶瓷/钢复合靶板试验

设计并进行了7.62mm穿甲子弹侵彻陶瓷/低碳钢复合靶板的弹道试验,得到了极限速度及陶瓷锥底部半径等数据。分析了锥底半径与入射速度、面板及背板厚度的关系,着重分析了偏心入射时靶板的抗弹机理。结果表明:陶瓷锥可分为破碎区和粉碎区,粉碎区半径约为面板厚度与弹丸半径之和;当弹着点距离陶瓷面板边缘大于5mm时,靶板的抗弹性能变化不大,而弹着点位于距陶瓷面板边缘小于5mm的板边区时,抗弹性能明显降低,靶板的有效防护面积应扣除板边区。     

Solving generalized transportation problems via pure transportation problems

This paper investigates certain issues of coefficient sensitivity in generalized network problems when such problems have small gains or losses. In these instances, it might be computationally advantageous to temporarily ignore these gains or losses and solve the resultant “pure” network problem. Subsequently, the optimal solution to the pure problem could be used to derive the optimal solution to the original generalized network problem. In this paper we focus on generalized transportation problems and consider the following question: Given an optimal solution to the pure transportation problem, under what conditions will the optimal solution to the original generalized transportation problem have the same basic variables? We study special cases of the generalized transportation problem in terms of convexity with respect to a basis. For the special case when all gains or losses are identical, we show that convexity holds. We use this result to determine conditions on the magnitude of the gains or losses such that the optimal solutions to both the generalized transportation problem and the associated pure transportation problem have the same basic variables. For more general cases, we establish sufficient conditions for convexity and feasibility. © 2002 Wiley Periodicals, Inc. Naval Research Logistics 49: 666–685, 2002; Published online in Wiley InterScience (www.interscience.wiley.com). DOI 10.1002/nav.10034