On the effects of each term of the geopotential perturbation along the time I: Quasi-circular orbits

This paper provides a useful new method to determine minimum and maximum range of values for the degree and order of the geopotential coefficients required for simulations of orbits of satellites around the Earth. The method consists in a time integration of the perturbing acceleration coming from each harmonic of the geopotential during a time interval T. More precisely, this integral represents the total velocity contribution of a specific harmonic during the period T  . Therefore, for a pre-fixed minimum contribution, for instance 1×10^-8$1\times {10}^{-8}$ m/s during the period of time T, any harmonic whose contribution is below this value can, safely, be neglected. This fact includes some constraints in the degree and order of the terms which are present in the geopotential formula, saving computational efforts compared to the integration of the full model. The advantage of this method is the consideration of other perturbations in the dynamics (we consider the perturbations of the Sun, the Moon, and the direct solar radiation pressure with eclipses), since these forces affect the value of the perturbation of the geopotential, because these perturbations depend on the trajectory of the spacecraft, that is dependent on the dynamical model used. In this paper, we work with quasi-circular orbits and we present several simulations showing the bounds for the maximum degree and order (M) that should be used in the geopotential for different situations, e. g., for a satellite near 500 km of altitude (like the GRACE satellites at the beginning of their mission) we found 35?M?198$35?M?198$ for T=1$T=1$ day. We analyzed the individual contribution of the second order harmonic (_J2$J_2$) and we use its behavior as a parameter to determine the lower limit of the number of terms of the geopotential model. In order to test the accuracy of our truncated model, we calculate the mean squared error between this truncated model and the “full” model, using the CBERS (China-Brazil Earth Resources Satellite) satellite in this test.     

月面巡视器实时动力学建模与牵引控制

为实现月面巡视器GNC系统的闭环测试,研究了六轮摇臂式巡视器在月表崎岖地形、松软土壤和低重力环境下的动力学建模与控制问题。基于弹塑性轮—土力学和粘弹性运动副约束分析,建立了巡视器的牛顿—欧拉动力学模型。以跟踪期望速度、角速度为目标,采用速度协调控制和车轮滑移控制,完成了巡视器闭环牵引控制。在实时操作系统下实现了巡视器动力学模型和牵引控制系统,并建立了三维可视化平台,对该动力学模型和牵引控制方法进行验证。测试结果证实了建立的动力学模型准确、稳定,可以真实地模拟巡视器在月球表面的运动行为和轮—土作用关系,且满足运动副的约束;所设计的牵引控制方法可以较准确地实现巡视器跟踪期望的运动。     

Modeling on mechanical behavior and damage evolution of single-lap bolted composite interference-fit joints under thermal effects

This paper reports the modeling method and outcomes of mechanical performance and damage evolution of single-lap bolted composite interference-fit joints under extreme temperatures. The anisotropic continuum damage model involving thermal effects is established on continuum damage mechanics which integrates the shear nonlinearity constitutive relations characterized by Romberg-Osgood equation. The temperature-induced modification of thermal strains and material properties is incorporated in stress-strain analysis, extended 3D failure criteria and exponential damage evolution rules. The proposed model is calibrated and employed to simulate behavior of composite joints in interference fitting, bolt preloading, thermal and bearing loading processes, during which the influence of interference-fit sizes, preload levels, laminate layups and service temperatures is thoroughly investigated. The predicated interfacial behavior, bearing response and failure modes are in good agreement with experimental tests. The numerical model is even capable of reflecting some non-intuitive experimental findings such as residual stress relaxation and matrix softening at elevated temperatures.     

大力值精密机械力源的研制

运用"平面二次包络弧面蜗杆传动"技术,研制出一种"轴向可调隙蜗轮蜗杆传动付",将它应用到力源动力传动的伺服减速机构中,驱动精密滚珠丝杠上的动横梁来完成对参考力传感器的粗加载。运用物理学中的"逆压电效应"原理,采用压电陶瓷材料和专门的工艺方法制作的力传感器微变形补偿装置——压电陶瓷力调节器,并将它应用到力源的精加载闭环控制中,实现了大载荷下参考力传感器微小力值变化的精确控制,研制出的大力值精密机械力源最大负荷为3 MN。     

复合推进剂线粘弹本构方程的细观力学分析(Ⅱ)非球颗粒增强效应分析

应用等效夹杂的细观力学理论,针对一种与取向相关的细长椭球颗粒填充情况,研究复合固体推进剂粘弹本构方程。发现颗粒对基体的增强效应主要体现在颗粒的纵向,得到了颗粒无序取向对基体的增强效应与颗粒单轴取向对基体沿该取向的增强效应之间存在一个定量的等效关系。     

粉末冶金坯体成形过程中产生裂纹预测的一种算法

介绍了金属粉末成形中裂纹的种类与成因,从理论和应用上详细论述了基于细观处理的损伤力学方法在金属粉末成形中裂纹预测中的应用,分析了这种方法的优缺点并提出了指导性意见.     

纺织结构复合材料的纺织几何学模型

提出一种分析纺织结构复合材料力学性能的模型－－纺织几何学模型。该模型由分析单细胞的纤维束几何特征入手,考虑纤维束的曲率、非圆形截面形状、纤维纱之间相互纽结等因素,建立本构模型。以三维编织结构复合材料为例,进行了理论预测并与实验结果进行了比较,结果比较满意。该模型为建立纺织结构复合材料统一的分析方法和分析软件奠定了基础。     

面向悬浮光力系统的集成化反馈控制器研究

悬浮光力系统具有高灵敏度、高稳定性和低耗散等特点,有望发展成为新型高性能力学传感器。针对目前悬浮光力系统存在的反馈控制器兼容性差、软硬件成本高、集成度低等问题,提出了一种兼容多种反馈控制模式的软硬件设计方案,并研制了一套高度集成的反馈控制器,在160 mm×170 mm×42 mm的尺寸上集成了六通道模数/数模转换器、滤波器、现场可编程门阵列+微处理器(FPGA+ARM)等功能模块,并且开发了基于数字锁相环和比例积分微分(PID)控制器的控制算法,最终在同一套硬件系统上实现了跨尺度微粒的运动信息采集和反馈控制,以及数十赫兹至亚兆赫兹的感知带宽。实验结果表明,该集成反馈控制器能够实现超高真空(10^-6 Pa量级)下亚微米及微米尺度微粒的稳定悬浮和运动控制。在扩展系统感知带宽的同时减小了整体体积,为悬浮光力传感技术的器件化奠定了基础。     

钢筋混凝土受弯构件矩形截面的三阶段刚度公式推导

我国钢筋混凝土结构设计规范中,钢筋混凝土受弯构件的刚度公式是在半理论半实验的基础上建立起来的.本文运用混凝土力学的方法来推导钢筋受弯构件在不同阶段的刚度公式.     

含多裂纹结构的概率损伤容限评定方法

将概率断裂力学理论与损伤容限／耐久性设计方法有机地结合起来,考虑结构初始疲劳裂纹尺寸及其扩展过程的随机性,建立了裂纹相互独立条件下的多裂纹结构的全寿命概率损伤容限评定模型,并成功地运用于机翼主梁的可靠性评定,给出指定疲劳寿命下的安全可靠度或指定安全可靠度下的安全疲劳寿命。