湍流型动态畸变下涡喷发动机稳定性分析

对湍流型动态畸变进气流场进行了分析和描述，给出了随机涡在压气机进口所产生的总压脉动的通用分布曲线，并统计地分析和预测了该总压脉动引起的最可能最大失速裕度损失。数值分析表明在考虑压气机对非定常流响应方面，最为关心的压气机最大失速裕度损失值是脉动压力的均方根值、功率谱密度、压气机进口转子弦长和转速的函数。     

获取自由飞模型气动导数的综合飞行试验研究

过去已进行过多个机种的自由飞模型大迎角特性试验，但均为单一项目的试验，现介绍了将获取放宽静稳定度特性和气动导数两个项目综合于一个自由飞模型飞行试验项目中的情况，用脉冲升降舵激发起模型的纵向短周期运动，用参数辩识方法获取气动导数，试验结果表明这种方法是可行的，为从事本专业及相关专业的科研人员提供了参考。     

有效载荷／运载火箭耦合分析的频域方法

盘算尖响函数综合技术导出了用耦合频响函数和无有效载荷的运载火箭界面加速度响应表示的有效载荷／运载火箭耦合动力分析的频域方法，给出了以自由界面的运载火箭模态分数放自由界面或固定界面有效载荷模态参数构成的耦合频响函数表达式。     

密集根之特征向量导数的改进高精度动柔度法

作者曾为许多特征向量导数计算，提出过一种介于直接法（指直接求解线代方程组的，以Nelson为代表的一类方法）和模态法之间的高精度动柔度法。这种方法与作者建立的一般动柔度法一样，不能用于密集根之特征向量导数的计算。为使该方法扩展到密集根状态，本文将作者发展的混合移频技术应用于原高精度动柔度法，并重新推导了混合移频系统 的高精度动柔度式，从而形成能适用于许多密集根之特征向量导数计算的改进高精度动柔度法。     

振动环境质量载荷效应探究

航天飞行器有爆脱冲击环境质量载荷效应现象,类似也有振动环境质量载荷效应问题。国外一直在作这方面研究,机理不清,没有定论。本文对此加以述评,并对机理进行初步探究,这对预示振动环境及制定振动环境试验条件有重要意义.     

航天材料热物理性能测试技术的发展现状

根据航天材料热物理性能测试技术的特点 ,系统介绍了国内航天材料热物理性能测试技术的发展状况和发展趋势 ,并详细介绍了目前我国航天材料热物理性能测试领域中所具备的测试技术和测试装置、航天热物理性能所涉及的研究领域和内容以及目前正在开展的研究工作。     

An improved approach for rainfall estimation over Indian summer monsoon region using Kalpana-1 data

In this paper, an improved Kalpana-1 infrared (IR) based rainfall estimation algorithm, specific to Indian summer monsoon region is presented. This algorithm comprises of two parts: (i) development of Kalpana-1 IR based rainfall estimation algorithm with improvement for orographic warm rain underestimation generally suffered by IR based rainfall estimation methods and (ii) cooling index to take care of the growth and decay of clouds and thereby improving the precipitation estimation.     

Hybrid integration method for highly maneuvering radar target detection based on a Markov motion model

To detect highly maneuvering radar targets in low signal-to-noise ratio conditions, a hybrid long-time integration method is proposed, which combines Radon-Fourier Transform (RFT), Dynamic Programming (DP), and Binary Integration (BI), named RFT-DP-BI. A Markov model with unified range-velocity quantification is formulated to describe the maneuvering target’s motion. Based on this model, long-time hybrid integration is performed. Firstly, the whole integration time is divided into multiple time segments and coherent integration is performed in each segment via RFT. Secondly, non-coherent integration is performed in all segments via DP. Thirdly, 2/4 binary integration is performed to further improve the detection performance. Finally, the detection results are exported together with target range and velocity trajectories. The proposed method can perform the long-time integration of highly maneuvering targets with arbitrary forms of motion. Additionally, it has a low computational cost that is linear to the integration time. Both simulated and real radar data demonstrate that it offers good detection and estimation performances.     

Abnormal changes of dynamic derivatives at low reduced frequencies

A number of studies have found that abnormal changes of dynamic derivatives occurred at very low reduced frequencies, but its inducement mechanism is not very clear. This paper has researched the abnormal changes and analyzed the influence on some parameters by solving the unsteady flow around forced oscillation airfoils based on Navier-Stokes equations. Results indicate that when the reduced frequency approaches to zero, the dynamic derivatives obtained by the numerical method will diverge. We have also proven it in theory that this phenomenon is not physical but completely caused by numerical singularity. Furthermore, the abnormal phenomenon can be effectively mitigated by using the time spectral method to solve the aerodynamic forces and the integral method to obtain the dynamic derivatives. When the reduced frequency is in the range of 0.001–0.01, the dynamic derivative maintains nearly unchanged for the whole speed region. This study can provide a reference for the reasonable choice of the reduced frequency in calculations and experiments of dynamic derivatives.     

Aircraft nonlinear stability analysis and multidimensional stability region estimation under icing conditions

Icing is one of the crucial factors that could pose great threat to flight safety,and thus research on stability and stability region of aircraft safety under icing conditions is significant for control and flight.Nonlinear dynamical equations and models of aerodynamic coefficients of an air craft are set up in this paper to study the stability and stability region of the aircraft under an icing condition.Firstly,the equilibrium points of the iced aircraft system are calculated and analyzed based on the theory of differential equation stability.Secondly,according to the correlation theory about equilibrium points and the stability region,this paper estimates the multidimensional stability region of the aircraft,based on which the stability regions before and after icing are compared.Finally,the results are confirmed by the time history analysis.The results can give a reference for stability analysis and envelope protection of the nonlinear system of an iced aircraft.