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Using the statistic tolerance interval for control measuring of building construction

机译:使用统计公差区间进行建筑施工的控制测量

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The basic requierement for ensuring of geometrical accuracy is knowledge of all requierements on accuracy of geometrical parameters on finished construction. It makes safe function of construction from the point of view safeness, durability and reliability. It is necessary to know the selected functional geometrical parameters (parameters operate about functional qualification construction) and their limiting deviations. The limiting deviations of geometrical parameters are prescribed at the technical documentations, projection documentations etc. If these limiting deviations of buildings are unavailable or much free (both of the cases are uneconomic), it should take account of the technological quality building process and use empirically determinated tolerance extends, which reply for technological possibility of construction. Otherwise carried out study of the capability building process, so-called check of statistical stability building process. The subject of this paper is solving of empirically determinating of the tolerance extends which may be neither parametrical extend for file which has normal division of watch sign or non-parametrical extend which has not normal division of watch sign.
机译:保证几何精度的基本要求是对成品结构几何参数精度的所有要求的了解。从安全性,耐用性和可靠性的角度来看,它具有安全的结构功能。有必要知道所选的功能几何参数(有关功能鉴定构造的参数)及其极限偏差。在技​​术文档,投影文档等中规定了几何参数的极限偏差。如果建筑物的这些极限偏差不可用或没有多少余地(两种情况都不经济),则应考虑技术质量的建造过程并凭经验使用确定的公差范围扩大了,这为建造的技术可能性做出了回应。否则进行能力建设过程的研究,即所谓的统计稳定性建设过程检查。本文的主题是根据经验确定公差范围的解决方案,对于具有正时符号划分的文件,该公差扩展可能既不是参数扩展,也不是具有正符号划分的非参数扩展。

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