Exploiting global information in complex network repair processes

Robustness of complex networks has been studied for decades,with a particular focus on network attack.Research on network repair,on the other hand,has been conducted only very lately,given the even higher complexity and absence of an effective evaluation metric.A recently proposed network repair strategy is self-healing,which aims to repair networks for larger compo nents at a low cost only with local information.In this paper,we discuss the effectiveness and effi ciency of self-healing,which limits network repair to be a multi-objective optimization problem and makes it difficult to measure its optimality.This leads us to a new network repair evaluation metric.Since the time complexity of the computation is very high,we devise a greedy ranking strategy.Evaluations on both real-world and random networks show the effectiveness of our new metric and repair strategy.Our study contributes to optimal network repair algorithms and provides a gold standard for future studies on network repair.     

Transonic buffet control research with two types of shock control bump based on RAE2822 airfoil

Current research shows that the traditional shock control bump (SCB) can weaken the intensity of shock and better the transonic buffet performance.The author finds that when SCB is placed downstream of the shock,it can decrease the adverse pressure gradient.This may prevent the shock foot separation bubble to merge with the trailing edge separation and finally improve the buffet performance.Based on RAE2822 airfoil,two types of SCB are designed according to the two different mechanisms.By using Reynolds-averaged Navier-Stokes (RANS) and unsteady Reynolds-averaged Navier-Stokes (URANS) methods to analyze the properties of RAE2822 airfoil with and without SCB,the results show that the downstream SCB can better the buffet performance under a wide range of freestream Mach number and the steady aerodynamics characteristic is similar to that of RAE2822 airfoil.The traditional SCB can only weaken the intensity of the shock under the design condition.Under the off-design conditions,the SCB does not do much to or even worsen the buffet performance.Indeed,the use of backward bump can flatten the leeward side of the airfoil,and this is similar to the mechanism that supercritical airfoil can weaken the recompression of shock wave.     

建立不等式约束条件提高三轴一体光纤陀螺装配合格率

共用光源的三轴一体光纤陀螺组件装配后,三轴光路探测器接收的光功率会存在差异,若差异较大导致注入电流超过规定值,则认为装配失败.针对当前缺乏有效的手段确保其装配合格率,根据光源光功率与注入电流的关系、现有光学器件的技术水平,建立了光路损耗不等式约束条件,给出了产品调试成功与否的区域.在装配过程中,引入了全光路检测设备进行光路参数检测,可提早发现并解决光路损耗异常的部件.实验表明,通过事先建立不等式约束条件,三轴一体产品的合格率由75％提高到98％,常温下零偏稳定性优于0.005(°)/h(100s,1σ),满足任务要求.该方法为同类产品的生产提供了一定的指导意义.     

基于自适应径向基网络的舰船RCS统计特征识别方法

文章采用舰船RCS频域起伏序列的均值、标准差为识别特征向量,利用提出的基于样本密度的自适应径向基网络,进行舰船分类识别研究。自适应径向基网络采用改进的自适应PSO方法估计样本密度最优邻域半径,实现径向基网络中心的自适应选择。改进的自适应PSO方法采用能反映样本聚类特点的BWP指标为适应度评价函数,采用快慢结合的高斯自适应惯性权重调节策略,提高了最优样本密度邻域半径的搜索速度和精度。实验结果表明,自适应径向基网络能自适应获得径向基网络最优识别率对应的RBF中心及其位置分布,减少了对建模人员经验的依赖,提高了反舰导弹对舰船类型的识别分类能力。     

基于可靠性寿命分布的元件库存确定方法

合理地确定元件库存周期对提高库存经济性和保证元件可靠性具有重要意义。根据航空结构元件可靠性符合浴盆曲线分布、Weibull分布、线性递增分布和指数分布的情况,提出了结构元件可靠度分析的方法,根据飞机运行数据拟合结构元件可靠度分布,根据其可靠性分布可确定元件失效时间,再由失效时间确定元件库存周期。针对飞机滑轨中的结构元件进行了算例分析,其可靠性服从威布尔分布,符合元件运行实际情况,由此确定的库存周期与实际需求相符,算例分析表明,提出的方法合理,为确定元件库存周期提供了一个合理可行的方法。     

双模式离子液体推进剂的分解特性与热试车实验研究

硝酸羟胺(HAN)/1 乙基 3 甲基咪唑硫酸乙酯(［Emim］［EtSO4］)混合离子液体推进剂具有绿色无毒、高性能、易电离的特点，既可以应用于化学推进模式，又可以应用于电推进模式，是肼类推进剂的一种理想的替代品.利用热重分析 差示扫描量热法(TGA DSC)研究了HAN/［Emim］［EtSO4］离子液体推进剂的热分解和催化分解过程.研究了其在升温速率为5 K/min~15 K/min时，热分解和催化分解情况下的失重过程和放热过程.失重结果表明，该离子液体推进剂分解过程中，放热曲线表明，分解过程存在两个显著的放热过程使用催化剂可以显著地降低推进剂的分解温度和残余质量.最后，研制了推力为200 mN的模型发动机，热试车结果表明，HAN/［Emim］［EtSO4］离子液体推进剂可以在催化点火条件下实现稳定启动，在空间推进领域具有良好应用前景.     

基于改进准则法的复合壳阻尼结构拓扑减振动力学优化

针对复合壳阻尼结构的拓扑减振优化问题，以约束阻尼层的有限单元为设计变量，采用体积比、模态频率和振型为优化约束条件，构建以多模态权重系数的结构模态损耗因子数值关系为优化目标函数的拓扑减振优化模型。为了拓展优化目标灵敏度具有不局限于某一变密度法插值模型的形式，推导了数值表达式的一般函数式。动力学优化中优化目标灵敏度正、负数集共存，使得非凸性的目标函数设计变量出现负值或优化函数寻优于局部极值点。为此，推导出复合壳阻尼结构的全域灵敏度改进优化准则法迭代格，以确保每次迭代域均为全域设计变量集。结合有限单元法编程实现了复合壳阻尼结构改进准则法，并对复合壳结构进行拓扑减振优化分析。结果表明：在敷设体积减为全覆盖的50%时，复合壳结构的模态损耗因子增减偏差为10%，具有提升减振的轻量化设计目的；各阶目标函数和拓扑构型所需的迭代次数少，中间密度区域较小，多阶优于单阶模态优化函数，易于获得全域寻优的有效减振。     

涡脱落撞击潜入式喷管引起低频压力振荡研究

通过不同障碍高和不同加质的冷流数值模拟,着重研究碰撞频率（碰撞处压力振荡频率）与强度(碰撞处p_rms/p_mean)对于SRM内压力振荡幅频特性的作用程度。研究结果表明,SRM内压力振荡幅度与碰撞处的压力振荡大小为相同量级。当碰撞强度较小时,碰撞只起到增强声场的作用;当碰撞强度较大时,碰撞产生的压力振荡随碰撞强度的增加逐渐覆盖淹没声场。SRM内压力振荡的幅频特性主要由涡脱落碰撞强度决定,一般只呈现低频且具有非声非线性特征。     

Theoretical aspects of selecting repeated unit cell model in micromechanical analysis using displacement-based finite element method

Repeated Unit Cell(RUC)is a useful tool in micromechanical analysis of composites using Displacement-based Finite Element(DFE)method,and merely applying Periodic Displacement Boundary Conditions(PDBCs)to RUC is almost a standard practice to conduct such analysis.Two basic questions arising from this practice are whether Periodic Traction Boundary Conditions(PTBCs,also known as traction continuity conditions)are guaranteed and whether the solution is independent of selection of RUCs.This paper presents the theoretical aspects to tackle these questions,which unify the strong form,weak form and DFE method of the micromechanical problem together.Specifically,the solution’s independence of selection of RUCs is dealt with on the strong form side,PTBCs are derived from the weak form as natural boundary conditions,and the validity of merely applying PDBCs in micromechanical Finite Element(FE)analysis is proved by referring to its intrinsic connection to the strong form and weak form.Key points in the theoretical aspects are demonstrated by illustrative examples,and the merits of setting micromechanical FE analysis under the background of a clear theoretical framework are highlighted in the efficient selection of RUCs for Uni Directional(UD)fiber-reinforced composites.