排序方式: 共有110条查询结果,搜索用时 31 毫秒
41.
基于模糊神经网络的导弹最优寻的末制导律 总被引:2,自引:1,他引:2
提出了一种适用于一类末制导段采用推力矢量控制的新型导弹的模糊神经网络最优寻的末制导律.在制导律设计时不仅要求导弹能量最省,脱靶量最小,同时考虑了推力矢量控制的非线性特点,并且为改善该神经网络系统的学习效果,在学习算法中还引入模糊学习规则.数字仿真表明所提出的模糊神经网络制导律对于机动目标具有较好的攻击能力. 相似文献
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针对RTK精密定位系统存在的稳定性差、可靠性低、系统兼容能力低等问题,提出了高稳定高可靠多平台兼容RTK精密定位系统设计方法。该系统基于冗余式方法设计GNSS定位单元,以提高系统兼容性;基于工作距离设计冗余式修正信息交互方式,并设计了基于ARM+DSP架构的AM5728实时解算RTK修正信息,通过复合型高速通信链路共享信息。以精密标定点为参考测试其定位精度并采用CEP评估其定位精准性,评估结果表明,CEP=0.0071m,说明定位精度高且可靠性好,解决了稳定性差、可靠性低、系统兼容能力低的问题,有效弥补了RTK精密定位系统领域受限的不足。 相似文献
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加强实验室大型精密仪器的管理及技术开发 总被引:1,自引:0,他引:1
吕洪军 《华北航天工业学院学报》2006,16(2):18-19
随着我国高等教育事业的迅速发展,全国各高校都不同程度地扩大招生规模,高校斥巨资购入各种大型精密仪器已司空见惯。然而如何对这些精密仪器进行科学管理、正确使用和维护,如何做好精密仪器的后继开发利用,成为各高校发展中的重要问题。 相似文献
45.
Kewei Xi Xiaoya Wang 《Advances in Space Research (includes Cospar's Information Bulletin, Space Research Today)》2021,67(12):4054-4065
The ionospheric error affects the accuracy of the Global Navigation Satellite Systems observation and precise orbit determination. Usually, only the first order ionospheric error is considered, which can be eliminated by the ionospheric-free linear combination observation. But the remaining higher order ionospheric error will affect the accuracy of observations and their applications. In this paper, the influence of the higher order ionospheric error have been studied by using the International Geomagnetic Reference Field 13 and the Global Ionosphere Maps model produced by the Center for Orbit Determination in Europe. Focus on ionospheric error, the experiment of paper at doy 302 in 2019, which show that the second order ionospheric error impacting BeiDou Navigation Satellite System (BDS) B1I and B3I observation is 6.3569 mm and 11.8484 mm, respectively. Whereas, the third order ionospheric error impacting BDS B1I and B3I observation is 0.1734 mm and 0.3977 mm, respectively. Due to the current measurement accuracy of BDS carrier-phase observation can reach 2 mm, the influence of high order ionospheric error on observation should be considered. For BDS precise orbit determination, the orbit overlapping results are indicated that its orbit accuracy can be improved approximately 5 mm with the higher order ionospheric error correction, which is also in agreement with the results of Satellite Laser Ranging in this work. 相似文献
46.
介绍了一种利用激光测距仪测距、CCD光学经纬仪测角对动态的舰载雷达天线进行定位的雷达标校方法。探讨了对动态目标的定位原理,给出了真值测量的数学模型,论证了方位标的设计原则,分析了雷达标校的精度。 相似文献
47.
介绍了多缸同步液压伺服控制系统在线圈压床中的组成、控制原理,及在线圈压床中的实际应用效果. 相似文献
48.
In-flight phase center systematic errors of global positioning system(GPS) receiver antenna are the main restriction for improving the precision of precise orbit determination using dual-frequency GPS.Residual approach is one of the valid methods for in-flight calibration of GPS receiver antenna phase center variations(PCVs) from ground calibration.In this paper,followed by the correction model of spaceborne GPS receiver antenna phase center,ionosphere-free PCVs can be directly estimated by ionosphere-free carrier phase post-fit residuals of reduced dynamic orbit determination.By the data processing of gravity recovery and climate experiment(GRACE) satellites,the following conclusions are drawn.Firstly,the distributions of ionosphere-free carrier phase post-fit residuals from different periods have the similar systematic characteristics.Secondly,simulations show that the influence of phase residual estimations for ionosphere-free PCVs on orbit determination can reach the centimeter level.Finally,it is shown by in-flight data processing that phase residual estimations of current period could not only be used for the calibration for GPS receiver antenna phase center of foretime and current period,but also be used for the forecast of ionosphere-free PCVs in future period,and the accuracy of orbit determination can be well improved. 相似文献
49.
基于经验学习的空间机器人精细抓捕方法 《空间控制技术与应用》2015,41(5):1-5
机器人在空间环境下完成对复杂形状物体的精细操作,要求其具有较强的自主操作规划能力.从学习人类经验出发,模仿人类经验生成来建立经验数据库,提出有效的物体分类方法,在物体类别基础上,识别同类物体的可抓取区域,并提出“单拇指”姿态规划方法,将对物体的操作经验泛化到同类物体的操作规划中.试验证明了算法的有效性. 相似文献
50.
大偏心率轨道星上快速计算方法 《空间控制技术与应用》2015,41(4):20-23
卫星星上轨道的计算方法通常有解析方法和数值积分方法等.采用数值积分方法计算量较大,对于大偏心率的探测器任务轨道,解析方法也不适用.通过引入精密轨道与二体轨道的位置差,利用位置差拟合切比雪夫多项式系数,大大提高拟合精度.该方法计算精度高、计算速度快,可以很好地解决大偏心率椭圆轨道的星上轨道计算问题. 相似文献