#Temperature error on pc dmis 2018 iso

ISO 10360-4:2000 (2000) Geometrical product specifications (GPS)-acceptance and reverification tests for coordinate measuring machines (CMM)-part 4: CMMs used in scanning measuring mode. International Organization for Standardization, Geneva ISO 10360-3:2000 (2000) Geometrical product specifications (GPS)-acceptance and reverification tests for coordinate measuring machines (CMM)-part 3: CMMs with the axis of a rotary table as the fourth axis. ISO 10360-2:2009 (2009) Geometrical product specifications (GPS)-acceptance and reverification tests for coordinate measuring machines (CMM)-part 2: CMMs used for measuring size.

ISO 10360-1:2000 (2000) Geometrical product specifications (GPS)-acceptance and reverification tests for coordinate measuring machines (CMM)-part 1: vocabulary. Wilhelm RG, Hocken R, Schwenke H (2001) Task specific uncertainty in coordinate measurement. Hocken RJ, Pereira PH (2016) Coordinate measuring machines and systems. (1998) Geometrical Product Specifications (GPS)вЂ“inspection by measurement of workpieces and measuring equipment-part 1: decision rules for proving conformance or non-conformance with specifications. Д¬amboulives M, Lartigue C, Bourdet P, Salgado J (2016) Calibration of a 3D working space by multilateration. Wenwen L, Penghao H, Kuangchao F (2018) Comparison of current five-point cylindricity error separation techniques. Zhu K, Chen H, Zhang S, Shi Z, Wang Y, Tan Y (2019) Frequency-shifted optical feedback measurement technologies using a solid-state microchip laser. Tung-Hsien H, Po-Yu C, Wen-Yuh J, Guan-Wu C, Ming-Shi W (2019) A geometric error measurement system for linear guideway assembly and calibration. In 2008 IEEE International Workshop on Advanced Methods for Uncertainty Estimation in Measurement: 108вЂ“111 Gapinski B, Rucki M (2008) The roundness deviation measurement with CMM.

Weckenmann A, Knauer M, Kunzmann H (1998) The influence of measurement strategy on the uncertainty of CMM-measurements. GД…ska A, Harmatys W, GД…ska P, Gruza M, Gromczak K, Ostrowska K (2017) Virtual CMM-based model for uncertainty estimation of coordinate measurements performed in industrial conditions. 87(2):111вЂ“121Д¬heng Y, Wang Z, Chen X, Li Y, Li H, Li H, Wang H (2019) Evaluation and optimization of task-oriented measurement uncertainty for coordinate measuring machines based on geometrical product specifications. MГјller AM, Butzhammer L, Wohlgemuth F, Hausotte T (2020) Automated evaluation of the surface point quality in dimensional X-ray computed tomography. The state-of-the-art technique for determining the uncertainty of the measurements is discussed. Assessment of the uncertainty of thermal errors covers almost all factors related to the uncertainty of the CMM. Computation of the thermal errors must account for environmental influences and internal heat sources of the CMM.

The thermal issues of CMMs include measurements of the temperature of the environment and CMM errors, estimation of the uncertainties of the thermal errors of the CMM, and reduction of the uncertainties related to thermal errors of CMMs. Task-specific experiments based on the identification of residual errors using a hole plate standard calibrated by Physikalisch-Technische Bundesanstalt (PTB) were performed to compare the measurement uncertainty results in the different temperature ranges. Here, we attempted to solve problems related to the thermal influences in the assessment of uncertainty in Coordinate Metrology. Coordinate measuring machine (CMM) measurements are suitable when complex measurement tasks of a workpiece must be made, such as measurements of positional tolerances or repetitive measurements. Without rigorous uncertainty assessment, manufacturers risk making incorrect decisions. Dimensional compliance with geometric product specifications (GPS) plays a key role in decision-making in manufacturing engineering. Estimates of the measurement uncertainty are crucial, without which precision measurements are useless from a practical point of view.

Temperature error on pc dmis 2018