| 李建宏宇,庞贺伟.大型航天器结构-控制-光学一体化建模与微振动响应快速计算方法[J].装备环境工程,2020,17(6):1-6. LI Jian-hong-yu,PANG He-wei.Model of Large Spacecraft Integrated Structure-Control-Optical and Fast Calculation of Micro-vibration Response[J].Equipment Environmental Engineering,2020,17(6):1-6. |
| 大型航天器结构-控制-光学一体化建模与微振动响应快速计算方法 |
| Model of Large Spacecraft Integrated Structure-Control-Optical and Fast Calculation of Micro-vibration Response |
| 投稿时间：2020-03-31 修订日期：2020-04-01 |
| DOI：10.7643/issn.1672-9242.2020.06.001 |
| 中文关键词: 一体化模型 微振动响应 附加刚度法 快速计算 |
| 英文关键词:integrated model micro-vibration response additional stiffness method fast calculation |
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| 中文摘要: |
| 目的 控制大型航天器一体化模型的计算成本。方法 分别使用状态空间法和附加刚度法建立结构-控制-光学一体化模型，并求解微振动响应。使用稀疏矩阵LU分解法和迭代法求解线性方程来加速微振动响应的求解速度。结果 对某大型航天器建立一体化模型，并求解微振动响应，总耗时10.35 s，其中使用迭代法计算2794个频率点耗时7.20 s，使用稀疏LU分解法计算6个频率点耗时3.15 s。结论 数值算例证明了该方法的高效性，是适用于实际工程中大型航天器微振动预示的高效算法。 |
| 英文摘要: |
| The paper aims to control the calculation cost of integrated model for large spacecraft. The state-space method and the additional stiffness method were used to build the structure-control-optical integration model and solve the micro-vibration response. The sparse matrix LU decomposition method and iterative method were used to solve linear equations to accelerate the solution speed of the micro-vibration response. An integrated model was established for a large spacecraft and the micro vibration response was solved. The total time was 10.35s, among which the time used to calculate the 2794 frequency points by iterative method was 7.20s, and that used to calculate 6 frequency points by sparse LU decomposition method was 3.15s. Numerical examples show the efficiency of the method. It is an efficient algorithm for the prediction of micro vibration of large spacecraft in practical engineering. |
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