摘要
航天器在飞行过程中经历了复杂的力学环境,但是目前又无法直接测量出这种复杂力学载荷函数。针对这一问题,提出了一种应用力学载荷识别方法确定航天器所经受力学载荷的新方法,针对单自由度振动系统模型,以二次多项式为基函数,推导建立了基于Duhamel积分的动态载荷识别模型。仿真分析结果表明,该方法具有很高的识别精度,且不存在误差积累问题。该方法为下一步试验验证和工程应用提供了理论基础和技术支撑。
The spacecraft is in a complicated mechanical environment, and its external load can not be measured directly. So a mechanical load identification method is proposed for spacecraft during the flight phase. Based on the Duhamel’s integration, with the second order polynomial as the base function, the dynamic load identification mode for a single-degree-of-freedom vibration system is built. The simulation results show that this method has a high identification precision and the problem of error accumulation is solved. The method can provide theoretical bases and technological supports for the test validation and engineering applications.
出处
《航天器环境工程》
2016年第2期136-140,共5页
Spacecraft Environment Engineering
基金
国家重大科技专项工程
关键词
复杂力学环境
载荷识别
Duhamel积分
二次多项式
complicated mechanical environment
load identification
Duhamel’s integration
quadratic polynomial