氢涡轮泵转子轴向振动

若氢涡轮泵转子轴向固有频率低于工作转速，可能发生轴向共振与自激振动。报告研究轴向振动的机理和消除方法。     

用于大型运载器模态试验的油气支承系统

本文主要讨论运载器模态试验对支承系统的要求,油气支承系统的分析模型,此外文中给有系统功能试验结果和应用实例.最后,对大型运载器模态试验支承系统的发展提出了基本设想和建议.     

利用试验数据的结构动力学数学模型修正统一方法

近20年来提出了一系列利用试验数据的结构动力学数学模型修正方法，用统一的观点来考查和比较各种不同的模型修正方法显得十分重要。本文提出一种统一方法，将数学模型修正表述为推广的最小二乘或贝叶斯系统识别问题，可通过优化方法求解。其中残差定义为由数学模型计算的动态参量和相应测试量、或其组合量之差。选择不同的残差量，如特征值、特征向量、特征方程、正交性条件、系统输入（力）、输出（响应）、频率响应等，可导出各种设计参数型数学模型修正方法。最后对由统一方法导出的各种数学模型修正算法进行了分析、比较和讨论。用统一方法推导的各种方法不仅涵盖了现有的主要设计参数型模型修正方法，而且还演绎出一些新的算法。     

多体系统结构动力学建模

在多体系统结构动力学建模方法研究中引入了柔性多体系统动力学空间算子代数和子结构综合分析方法,将多体系统划分为由铰链连接的部件或单一零件组成的子件,用有限元分析和模态分析方法求解各子件的模态广义质量矩阵和模态刚度矩阵。再通过动力学空间算子代数,将各子件模态广义质量矩阵和模态刚度矩阵递推到基础坐标下,构成整个系统的模态广义质量矩阵和模态刚度矩阵,以此建立整个多体系统结构动力学模型。同时,由于动力学空间算子代数运用了K a lm an滤波和B ryson-F raz ier平滑波技巧,在一定程度上消除了白噪声,在结构动力学运算过程中也避免了大量的重复计算,提高了数值精度。此建模方法是一种高效、高精度建模方法,它为多体系统结构动力学研究提供了一种新的建模方法。     

主电桥预移相模型恒温热线(膜)流速计动态响应方程的解析解

对主电桥预移相恒温热线(膜)流速计动态响应方程调节元参量的解析解,及利用本线路模型理论,设计新型 HWFA 的若干原则作了阐述。根据这些原则研制的IFA-900型智能流速计系统,革除了传统 HWFA 所必需的三个调节参量,使用简单,操作方便;频带宽,稳定性好,动态性能有重大改进;软件功能强,智能化功能多,自动化程度有很大提高。     

多点正弦模态试验技术的注记

探讨了多点稳态正弦激振模态试验技术的几个问题，利用离散傅立叶变换的正弦信号数据处理方法和实现，多点稳态正弦激振频响函数估计方法，利用测试频响函数确定多点正弦相位共振试验的适调激振力分布的奇异值分解方法，给出了两咎利用相位共振试验确定结构参数的计算方法。     

转子系统模态理论的特点和应用

本文从无阻尼系统出发,理论上分析了转子系统振动方程的特征根,特征向量所具有的特点。除讨论正交性外,还进行了模态空间完备性的分析,推出转子系统强迫振动响应的解析表达式和传递函数的表达式,为参数辨识提供了理论依据。     

对直升机动力学的现状与发展的分析

对以旋翼动力学和飞行动力学为主体的直升机动力学研究进展回顾。主要讨论与飞行力学有关的旋翼气动力模型，旋翼结构动力学、气动弹性力学、飞行动力学模型与控制以及飞行操纵与品质等方面的进展，分析它们的现状，供有关直升机研究人员参考。     

Solar sail deployment dynamics

The deployment dynamics of a solar sail consisting of four flexible booms and four membrane quadrants are studied. First, previous work on modelling only one membrane quadrant attached to two axially moving beams using time-varying quasi-modal expansion is extended to be applicable to the complete four-quadrant system. This is achieved via “lifting” the quadrant-level matrices into system-level forms by mapping the former’s constituent blocks to the correct partitions in the latter. After the quadrant-to-system conversion of the matrices, the equations of motion from the authors’ previous work readily apply to the complete system. Modal analysis is performed on a constant-length sail to validate the model’s basic foundations against the results obtained by finite element methods in the past literature. Deployment simulation results are presented, numerical parameter studies that show possibility of instability are performed using the system’s eigenvalues, and the stability results are discussed.     

Analysis on capabilities of density-based solvers within OpenFOAM to distinguish aerothermal variables in difusion boundary layer

Open source feld operation and manipulation（OpenFOAM）is one of the most prevalent open source computational fluid dynamics（CFD）software.It is very convenient for researchers to develop their own codes based on the class library toolbox within OpenFOAM.In recent years,several density-based solvers within OpenFOAM for supersonic/hypersonic compressible flow are coming up.Although the capabilities of these solvers to capture shock wave have already been verifed by some researchers,these solvers still need to be validated comprehensively as commercial CFD software.In boundary layer where diffusion is the dominant transportation manner,the convective discrete schemes＇capability to capture aerothermal variables,such as temperature and heat flux,is different from each other due to their own numerical dissipative characteristics and from viewpoint of this capability,these compressible solvers within OpenFOAM can be validated further.In this paper,frstly,the organizational architecture of density-based solvers within OpenFOAM is analyzed.Then,from the viewpoint of the capability to capture aerothermal variables,the numerical results of several typical geometrical felds predicted by these solvers are compared with both the outcome obtained from the commercial software Fastran and the experimental data.During the computing process,the Roe,AUSM＋（Advection Upstream Splitting Method）,and HLLC（Harten-Lax-van Leer-Contact）convective discrete schemes of which the spatial accuracy is 1st and 2nd order are utilized,respectively.The compared results show that the aerothermal variables are in agreement with results generated by Fastran and the experimental data even if the1st order spatial precision is implemented.Overall,the accuracy of these density-based solvers can meet the requirement of engineering and scientifc problems to capture aerothermal variables in diffusion boundary layer.