多管炮的射击交会点优化和立靶射击结果的检验

陶化成;卜建成

兵工学报 ›› 1995, Vol. 16 ›› Issue (3) : 1-4.

兵工学报 ›› 1995, Vol. 16 ›› Issue (3) : 1-4. DOI: 10.3969/j.issn.1000-1093.1995.03.001
论文

多管炮的射击交会点优化和立靶射击结果的检验

  • 陶化成、卜建成
作者信息 +

Optimization of the Fire Intersection Point and Inspection of the Veftlcal Target Fire Effect for Muiti-Tube Guns

  • Tao Huacheng,Bu Jiancheng
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文章历史 +

摘要

对于边炮配置的小高炮系统,左右炮横向间距较大,为减小多管射击总散布,左右炮不应完全平行,其射击线应在某点交会。需要解决的问题是交会点选在什么位置最佳?另外,当边炮作立靶射击试验时,左右炮之间大的横向间距将严重影响多管总射击密集度,在这种情况下,仍按常规方法对立靶射击结果进行检验是错误的,需要研究新的正确检验方法。本文导出了计算火炮最佳交会点的数学表达式,证明了在一定条件下边炮立靶射击结果的某种统计值遵从非中心卡方分布,并给出了边炮立靶射击结果的检验方法。

Abstract

For a broadside disposition anti-aircraft gun system, the transverse distance between the left- and right-tubes is quite considerable. To reduce the total fire dispersion of the system, the right- and left- tubes should not be placed parallel. Their shooting lines should intersect at a certain point. The question is how to determine the optimal intersection point. Besides, when the broadside disposition anti-aircraft gun system is trying out, the transverse distance between the two tubes will seriously affect the total density of the multi-tube gun. Thus it would be inappropriate to test the vertical target fire effect following the traditional routine. In this paper, the expression for calculating the optimal fire intersection point is given. It is proved that statistically the vertical target fire effect of the broadside gun system has a noncentral chi-square distribution under some conditions. A test method for the fire effect is given.

关键词

射击交会 / 假设检验 / 非中心卡方分布

Key words

fire intersection / hypothesis testing / noncentral chi-square distribution

引用本文

导出引用
陶化成、卜建成. 多管炮的射击交会点优化和立靶射击结果的检验. 兵工学报. 1995, 16(3): 1-4 https://doi.org/10.3969/j.issn.1000-1093.1995.03.001
Tao Huacheng,Bu Jiancheng. Optimization of the Fire Intersection Point and Inspection of the Veftlcal Target Fire Effect for Muiti-Tube Guns. Acta Armamentarii. 1995, 16(3): 1-4 https://doi.org/10.3969/j.issn.1000-1093.1995.03.001

参考文献

[1] 张尧庭,方开泰.多元统计分析引论.科学出版社,1982
[2] 复旦大学编.概率论.人民教育出版社,1983
[3] 中国科学院计算中心概率统计组.概率统计计算.科学出版社,1979

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