摘要
构建了无定向导线的一般形式,提供了无定向导线在3种坐标系中方位角的计算方法和转换方法,对无定向导线条件方程的问题进行了深入地研究,找到了建立无定向导线条件方程的最佳方法,依据无定向导线的自身规律,推导出了一套完整的实用计算公式,建立了无定向导线条件平差的具有可操作性的数学模型.
This paper constructed the general form of nondirective traverse,provided the calculational and converting method of azimuth in three kinds of coordinate system,and found the best method for listing condition equation based on in-depth research for problems of nondirective traverse condition equation.According to the nondirective traverse's rule,a set of practical formulas was obtained,and established the mathematical model which is operated.
出处
《吉林建筑工程学院学报》
CAS
2005年第1期37-40,共4页
Journal of Jilin Architectural and Civil Engineering
关键词
数学模型
条件平差
无定向导线
mathematical model
condition adjustment
nondirective traverse
