具有模糊偏好认知矩阵的超对策稳定性分析

针对一类具有模糊偏好认知矩阵的超对策问题,给出了具体的稳定性分析方法。基于相对模糊距离的概念和模糊有序加权平均(FOWA)算子提出了三角模糊互补判断矩阵的一种排序方法。由此方法得到局中人的结局偏好认知向量,进而给出了一阶超对策的稳定性分析过程。最后,以实际冲突为例说明这一方法。     

一类具有变时滞系统的α稳定性

本文对线性变量滞系统进行讨论,通过利用Lyapunov函数的方法和线性矩阵不等式,给出了该系统的一个充分条件。并对线性控制系统稳定性的应用有一定的影响。     

舰船在斜浪中的稳性研究

应用累次近似法提出了一种斜浪中复原力臂的计算方法,对４型舰船作了大量的计算,其中包括波船相对位置、浪向角、波陡的变化对稳性的影响,最后得出复原力臂随之变化的规律．     

发射药的分解机理及其安定性研究

在研究发射药中硝酸酯的分解机理及其与发射药安定性关系的基础上,分析了热分解,水解和自动催化作用对发射药安定性的影响,以色谱法和粘度法等实验手段探索发射药安定性的变化规律,通过不同温度下发射药老化过程的动力学研究,提出了确定发射药安全使用寿命的可靠方法。     

大口径机枪弹性枪架稳定性分析的冲量法

大口径机枪在弹性枪架上射击稳定性的问题,是影响连发射击精度的一个重要问题,按传统方法以最大后座力或自动机后座到位的瞬间作用校核稳定性,其结果与实际射击现象不符。本文在分析大量实验现象后,提出稳定性分析计算中的冲量法,并以12.7mm 大口径机枪为例进行检验,结果与实验现象相符.     

谈短跑放松能力的作用与训练

要高度激烈竞赛中,提高机体高速奔跑中的放松能力是短跑获取胜利的关键,放松能力的培养可从短跑专项技术的高度自动化和稳定性、肌肉力量的均衡发展、神经系统的灵活性、肌体的柔韧性及心理素质等方面共同协调形成。     

潜艇水下回转运动稳定性分析

水下回转运动是潜艇常用的运动形式之一,属于潜艇转向运动的重要研究内容。回转运动过程中,潜艇受力复杂,容易出现分岔等非线性现象,潜艇运动稳定性变差。运用同伦延拓法、分岔理论和李雅普诺夫运动稳定性理论分析了潜艇水下回转运动稳定性,并通过数值仿真试验验证了分析结果的正确性和分析方法的有效性,为潜艇运动稳定性的研究提供了思路。     

Missile defense and strategic stability: Terminal High Altitude Area Defense (THAAD) in South Korea

South Korea is threatened by its troubled relationship with North Korea. North Korea possesses a large cache of missiles as well as chemical and biological weapons, and the future potential to mount nuclear weapons on its missiles. The United States is also challenged because of its defense commitments to Seoul. As a countermeasure, the United States and South Korea decided to deploy Terminal High Altitude Area Defense (THAAD) missile defenses in South Korea. However, China has objected. Chinese scholars believe the THAAD radar would be able to track Chinese inter-continental ballistic missiles, thereby weakening their deterrent. A technical analysis does not support this assertion. However, it is vital for South Korea, given its proximity and economic interdependence, to reassure China. South Korea should highlight that THAAD will be deployed by the United States Forces Korea and is not a commitment by Seoul to become part of U.S.-led missile defenses in the Asia-Pacific.     

Dynamic analysis of a guided projectile during engraving process

The reliability of the electronic components inside a guided projectile is highly affected by the launch dynamics of guided projectile. The engraving process plays a crucial role on determining the ballistic performance and projectile stability. This paper analyzes the dynamic response of a guided projectile during the engraving process. By considering the projectile center of gravity moving during the engraving process, a dynamics model is established with the coupling of interior ballistic equations. The results detail the stress situation of a guided projectile band during its engraving process. Meanwhile, the axial dynamic response of projectile in the several milliseconds following the engraving process is also researched. To further explore how the different performance of the engraving band can affect the dynamics of guided projectile, this paper focuses on these two aspects: (a) the effects caused by the different band geometry; and (b) the effects caused by different band materials. The time domain and frequency domain responses show that the dynamics of the projectile are quite sensitive to the engraving band width. A material with a small modulus of elasticity is more stable than one with a high modulus of elasticity.     

MEO非共振轨道导航星座摄动补偿控制

针对我国新一代全球导航星座长期构型维持控制问题,提出了MEO星座构型状态描述方法,分析了主要摄动力和轨道参数偏差作用下的星座构型演化规律,结合实测数据对稳定性规律进行了验证;研究了参数偏置摄动补偿控制原理,提出了一种改进的解耦控制方案,分析了星座部署时间对摄动补偿控制量的影响规律,得到了一些有益的关键性结论,为我国全球导航系统的星座构型设计和运控策略制定奠定了基础。