A control strategy to eliminate the influence of flexibility is proposed by use of the iteration method,and a numerical example is given.
导出了漂浮载体弹性机械臂系统约束方程和动力学方程，利用逐次近似法讨论了机械臂结构弹性对负载位姿的影响。
The relations of sensitivity among state variables, measured and estimated values of voltage and power are analyzed, and then a sequential tracking stated estimation method based on sensitivity analysis is proposed.
对状态量、量测量以及功率估计量之间的灵敏度关系进行了分析,进而提出了基于灵敏度分析的逐次追踪状态估计。
In this paper, based on the uniform design principle, an abrasive wear test of Ti-Al coating produced by supersonic arc spraying was conducted, and a stepwise regression analysis was made.
基于均匀设计试验设计方法,进行了超音速电弧喷涂Ti-Al 涂层磨粒磨损试验,在对试验结果进行逐次回归分析的基础上,系统并定量的研究了涂层耐磨性能随着喷涂工艺参数的变化规律,得到了优化后的最佳喷涂工艺参数。
In order to eliminate systemic error caused by different times, different labs, different analysis methods, and to solve some problems in merging maps, we propose a map adjustment theory and gradual approach method, based on a hypothesis that there are same means and standard deviate of data in adjacent small areas between maps.
针对区域地球化学中因不同时间、不同实验室、不同分析手段等原因存在于各图幅数据的系统偏差而造成的图边拼接问题，提出了抑制图幅间数据系统误差影响的图幅平差思想，阐述了图幅平差的数学原理及逐次逼近平差方法。
By means of constructional iterative equationthis paper presents a way to give out the existence and singularity of a type of e- quational root with gradual approach method.
本文通过构造迭代函数，利用逐次逼近的方法给出了一类方程根的存在性与唯一性的判断的一种解决方案。
Kepler s equations can be solved with the gradual approach, which can be further extended to the solution of the non-linear equations.
求解开普勒方程可用逐次逼近法 ,这种方法还可推广到非线性方程的求解问题中。