摘要
研究由脱靶量和经纬仪位置获得和预测运动目标位置的方法。提出利用解方程组确定插值多项式系数的方法。与Lagrange插值多项式相比 ,使用这种方法得到的多项式在形式上更加简单。利用插值多项式 ,根据非整数倍周期时的偏差量 ,给出偏差量在整数倍周期时的带有延时作为参数的表示式。利用这一表示式 ,在目标作匀加速运动的前提下提出了延时的辨识方法 ,从而解决了目标位置合成中的难题。
This paper deals with the synthesis and forecasting of a moving target's positions through measurements of the miss distance and the positions of the theodolite. A method for calculating the coefficients of an interpolation polynomial through resolving the set of equations is proposed. Compared with Lagrange's, the interpolation polynomial obtained by this method is simpler. Based on the interpolation polynomial and the deviations in azimuth angle and elevation angle obtained at non?integral multiple sampling periods the deviation at integral multiple sampling period can be written as a polynomial with time-delay as parameter. An identification algorithm of the time-delay is given in this paper, and thus the problem in the synthesis of a moving target's positions is solved.
出处
《系统工程与电子技术》
EI
CSCD
北大核心
2002年第9期16-18,65,共4页
Systems Engineering and Electronics
