疲劳开裂结构等效分析谱构造方法

为了解决外场疲劳裂纹排故中结构疲劳载荷谱数据不全或过于复杂的问题,提出了一种适用于飞机外场疲劳开裂结构的等效分析谱构造方法。该方法以细节疲劳额定值(DFR)法和结构细节有限元分析为基础,构建地—空—地最大应力与结构疲劳寿命的变化曲线,进而通过寿命反推,获取适用的地—空—地损伤比,以此构建等效分析谱,谱型为等幅谱。通过应用实例,将该方法构造的载荷谱与实测谱进行了对比,确认了该方法的正确性和有效性。     

螺纹紧固件耐久性分析方法的实验研究

本文在实验的基础上，提出了应用于螺栓螺纹表面裂纹上一种抗疲劳分裂研究方法－－耐久性损伤分析方法，考虑了一个新的耐久性损伤模型，螺纹圆角处开裂，把适用于紧固孔上小裂纹模型上的理论方法发展延伸至螺纹圆角模型大裂纹上，并通过实验得到了验证。同时给出了一个例子，预测结果与实验结果拟合得很好，为带螺纹紧固件的耐久性分析方法的研究提供了一种可行的方法。     

Reliable flight performance assessment of multirotor based on interacting multiple model particle filter and health degree

Multirotor has been applied to many military and civilian mission scenarios. From the perspective of reliability, it is difficult to ensure that multirotors do not generate hardware and software failures or performance anomalies during the flight process. These failures and anomalies may result in mission interruptions, crashes, and even threats to the lives and property of human beings. Thus, the study of flight reliability problems of multirotors is conductive to the development of the drone industry and has theoretical significance and engineering value. This paper proposes a reliable flight performance assessment method of multirotors based on an Interacting Multiple Model Particle Filter (IMMPF) algorithm and health degree as the performance indicator. First, the multirotor is modeled by the Stochastic Hybrid System (SHS) model, and the problem of reliable flight performance assessment is formulated. In order to solve the problem, the IMMPF algorithm is presented to estimate the real-time probability distribution of hybrid state of the established SHS-based multirotor model, since it can decrease estimation errors compared with the standard interacting multiple model algorithm based on extended Kalman filter. Then, the reliable flight performance is assessed with health degree based on the estimation result. Finally, a case study of a multirotor suffering from sensor anomalies is presented to validate the effectiveness of the proposed method.     

A theoretical model of semi-elliptic surface crack growth

A theoretical model of semi-elliptic surface crack growth based on the low cycle strain damage accumulation near the crack tip along the cracking direction and the Newman–Raju formula is developed. The crack is regarded as a sharp notch with a small curvature radius and the process zone is assumed to be the size of cyclic plastic zone. The modified Hutchinson, Rice and Rosengren(HRR) formulations are used in the presented study. Assuming that the shape of surface crack front is controlled by two critical points: the deepest point and the surface point.The theoretical model is applied to semi-elliptic surface cracked Al 7075-T6 alloy plate under cyclic loading, and five different initial crack shapes are discussed in present study. Good agreement between experimental and theoretical results is obtained.     

多种失效模式相关的机构运动可靠度计算方法

机构运动中必然存在多种相关失效模式,多为影响机构运动的各类随机变量函数.为了在机构运动可靠性分析中有效考虑多种相关失效模式的影响,建立了考虑多种失效模式相关条件下的机构运动可靠度计算模型,并实现了对多种失效模式相关条件下的机构运动可靠度计算模型的求解,为考虑多种相关失效模式下的机构运动可靠性分析提供了一种有效途径.以6408滚动轴承为例,进行100 000抽样计算,考虑失效模式相关条件下运动可靠度为95.998 9%.该方法精度较高,具有一定的理论意义和应用价值.     

结合损伤力学与有限元方法预估铆接结构疲劳寿命

利用飞机铆接试验件疲劳试验数据,结合损伤力学与有限元方法,通过MATLAB调用ABAQUS进行损伤演化方程参数的遗传优化反演。将反演得到的损伤演化方程用于飞机结构疲劳寿命预估中,对机翼蒙皮锪窝形式的铆接结构进行了寿命计算和分析,并与试验数据作对比,证明了方法的可行性。     

舰载直升机金属动部件寿命控制技术研究

在分析现役老龄化舰载直升机动部件载荷特点的基础上,结合直升机所处的海洋腐蚀环境,讨论了舰载直升机的损伤类型和损伤容限寿命管理方法在其寿命分析中的应用,比较了损伤容限法应用于舰载直升机动部件与应用于固定翼飞机的不同点,重点讨论了损伤容限方法应用于工程实践亟待解决的关键技术。     

基于损伤力学预估点蚀疲劳寿命有限元法

飞机使用环境谱的不断变化会对机体结构造成腐蚀损伤,工程上难以在外场环境下进行实时损伤检测与疲劳性能试验。点蚀作为腐蚀的初始阶段,危害性大,部位也难以预测。采用损伤力学和有限元相结合的方法,以材料疲劳S-N数据为基础,将点蚀损伤认为是一种初始缺陷,建立基于损伤力学假设的点蚀损伤疲劳寿命预估方法,并提出一种改进型损伤参数反演方法。对点蚀疲劳失效过程进行数值模拟,模拟结果与试验结果吻合,证明该方法应用于金属材料点蚀疲劳问题中是合理的、可行的,为后续实际预腐蚀损伤疲劳研究奠定了基础。     

扇区繁忙时段交通流的不均衡度量化研究

以容流量及拥挤度等指标进行的空中交通运行评价无法全面反映空中交通的实际运行状况.在依据重要点对航路段进行分组的基础上,通过计算超容比,确定了扇区繁忙时段,基于多项式二次拟合分析了超容比与基尼系数以及泰尔指数之间的数量关系,基于3σ原则确定了不同超容比情况下的理想不均衡度的取值范围.应用方法对厦门1号扇区的实际运行数据进行了计算分析,验证了不均衡度量化方法的适用性.     

域k上三次一般方程式的解的计算

我们已经研究了域k上的n（n≥5）次一般方程在特征标为0的情形下关于幂根是不可解的，而对于n≤4是可解的。本文利用n次循环域的拉格朗日分解式及循环群σ∈G（K/k）的结构，推出域k上的三次一般方程在特征标为0的情形下一般解的计算公式。