DIN EN ISO 10360-6-2009 几何产品技术规范(GPS).坐标测量机(CMM)的验收和复检试验.第6部分:计算高斯相关特性误差的评估

标准号：DIN EN ISO 10360-6-2009
中文标准名称：几何产品技术规范(GPS).坐标测量机(CMM)的验收和复检试验.第6部分:计算高斯相关特性误差的评估
英文标准名称：Geometrical Product Specifications (GPS) - Acceptance and reverification tests for coordinate measuring machines (CMM) - Part 6: Estimation of errors in computing Gaussian associated features (ISO 10360-6:2001+Cor. 1:2007); English version of DIN EN ISO 1
标准类型：N13
发布日期：1999/12/31 12:00:00
实施日期：1999/12/31 12:00:00
中国标准分类号：N13
国际标准分类号：17.040.30
引用标准：ISO 10360-1-2000;ISO 10360-2-2001;ISO 14253-1-1998;ISO 14660-1-1999;ISO 14660-2-1999;International Vocabulary of Basic and General Terms in Metrology(VIM). BIPM, IFCC, IEC, ISO, IUPAP, OIML, 2nd edition, 1993
适用范围：This part of ISO 10360 specifies a method for testing software used for computing associated features fromcoordinate measurements. The features of concern are the line (in two and three dimensions), the plane, the circle(in two and three dimensions), the sphere, the cylinder, the cone and the torus.One or more separate tests are required for each feature claimed to be covered by the software.The test is of the software alone and therefore independent of the coordinate measuring system.NOTE 1 If the result of the test indicates that the performance values for linear size parameters of the associated feature aresignificant compared with the error of indication of a CMM for size measurement (see ISO 10360-2), as provided by the CMMmanufacturer, the software is inadequate for application on that measuring system. However, small performance values,obtained as a result of this test, do not provide complete assurance that the software is totally suitable for computing associatedfeatures.This part of ISO 10360 is concerned with complete features and non-extremely partial features; however, the testfor complete features and that for partial features are separate, and software may be submitted for either or bothtests.Cones with very large apex angles are not covered by the test.NOTE 2 Associated cones with very large angles are unusual in practice and the software for their stable computation is notwidely available.