The probabilities of the cut distribution laws

V. E. Mizin, A. Ilin
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Abstract

The limit measurement errors in the geodesy are determining for the normal distribution law, But the errors, exceeding the limits are throw aside and accidental errors are obey the cut law. Cut laws are not study enough. The article is leading the results of calculate the probabilities hit accidental measurements errors for intervals σ, 2σ, 2,5σ, 3σ for cut normal and cut logical distribution laws. The analysis was accomplished.The probabilities of the cut normal and normal laws is different immaterial. 0,043 - maximum of the different. The normal law replace to the cut normal law is not recommending. Probabilities of the cut law may to use, when it is allowing to avoid the repetition of the field measurements.
切割分布规律的概率
大地测量中的极限测量误差是按正态分布规律确定的,超出极限的误差不予考虑,偶然误差服从切割规律。切割法研究得不够。本文给出了切正态分布规律和切逻辑分布规律在σ、2σ、2σ、5σ、3σ区间的偶然测量误差的概率计算结果。分析完成了。切割法向和法向定律的概率是不同的。0.043 -最大的差异。不建议用正常法代替削减正常法。如果允许避免现场测量的重复,则可以使用切割定律的概率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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