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| Servo control system for friction drive with ultra-low speed and high accuracy 会议论文 Advanced Software and Control for Astronomy II, Marseille, France, 2008-6-23 作者: Shihai Yang ; Zhenchao Zhang![](/image/person.jpg)
浏览  |   Adobe PDF(335Kb)  |   收藏  |  浏览/下载:503/195  |  提交时间:2014/01/02 Control System Friction Drive Ultra-low Speed |
| Pre-research on arithmetic for facing control of segmented-mirror in LAMOST 会议论文 Advanced Software and Control for Astronomy II, Marseille, France, 2008-6-23 作者: Hanjie Miao ; Yongjun Qi![](/image/person.jpg)
浏览  |   Adobe PDF(330Kb)  |   收藏  |  浏览/下载:465/149  |  提交时间:2014/01/02 Segmented-mirror Facing Control Sensor Equation Set Dls Petal-effect |
| Research and realization of message bus architecture for LAMOST control system 会议论文 Advanced Software and Control for Astronomy II, Marseille, France, 2008-6-23 作者: Lingzhe Xu![](/image/person.jpg)
浏览  |   Adobe PDF(301Kb)  |   收藏  |  浏览/下载:450/134  |  提交时间:2014/01/02 Lamost Tcs Message Bus Communication Link |
| Software design for the control system of Small LAMOST 会议论文 Advanced Software and Control for Astronomy II, Marseille, France, 2008-6-23 作者: Shihai Yang![](/image/person.jpg)
浏览  |   Adobe PDF(663Kb)  |   收藏  |  浏览/下载:420/151  |  提交时间:2014/01/02 Software Servo Control Real Time Tracking Drive System Small Lamost |
| A type of displacement actuator applied on LAMOST 会议论文 Advanced Software and Control for Astronomy II, Marseille, France, 2008-6-23 作者: Yajun Zhang ; Yongjun Qi![](/image/person.jpg)
浏览  |   Adobe PDF(335Kb)  |   收藏  |  浏览/下载:414/161  |  提交时间:2013/12/31 Displacement Actuator Lamost Active Optics Nanometer |
| Integrated thermal disturbance analysis of optical system of astronomical telescope 会议论文 Advanced Software and Control for Astronomy II, Marseille, France, 2008-6-23 作者: Dehua Yang ; Zibo Jiang ; Xinnan Li![](/image/person.jpg)
浏览  |   Adobe PDF(1460Kb)  |   收藏  |  浏览/下载:609/201  |  提交时间:2014/01/01 Integrated Modeling Thermal Disturbance Astronomical Telescope Power Series Zernike Polynomials Figure Representation Finite Element Method Temperature Field |