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The International Journal of Advanced Manufacturing Technology
Erschienen in: The International Journal of Advanced Manufacturing Technology 9-12/2020

04.08.2020 | ORIGINAL ARTICLE

A removal method for installation error of double ball bar in circular tests for linear axis

verfasst von: Kai Xu, Guolong Li, Kun He, Changjiu Xia, Zheyu Li

Erschienen in: The International Journal of Advanced Manufacturing Technology | Ausgabe 9-12/2020

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Abstract

The accurate length change of the double ball bar (DBB) is very important for the quantitative calculation of geometric errors. The installation error of the DBB can seriously affect the length change, which was usually considered as the eccentricities and removed mistakenly. This paper proposed a removal method for the installation error in the circular test. Firstly, the comprehensive length change model was established with pre-fitting the geometric errors. Secondly, the Fourier transformation was carried out to solve the installation errors. Meanwhile, the quantitative relationship between the eccentricity and the installation error is built. Then, the essential errors of the proposed methods were analyzed, and the simulation results indicated that the proposed method can achieve a good removal accuracy with an appropriate radius difference. Finally, two circular tests with a radius of 100 mm and 112.936 mm were carried out, and installation error was separated from the geometric errors. As the result, the installation errors were obtained as − 13.9 μm in X direction and 37.7 μm in Y direction, and the amplitude of the length change of the DBB decreases from 69.0 to 21.5 μm, which shows the great effect of the installation error.
Vorheriger Artikel Development and preliminary process design of beta-SiAlONs by the spark plasma sintering process
Nächster Artikel Analysis of the initial damage region in agate plates cut by abrasive waterjet (AWJ) process

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Literatur
1.
Yang J, Feng Q (2017) Research progress on volumetric geometric error measurement of numerical control (NC) machine tools. Chin J Sci Instrum 38(08):1901–1911 (in Chinese)
2.
Ibaraki S, Knapp W (2011) Indirect measurement of volumetric accuracy for three-axis and five-axis machine tools: a review. Int J Autom Technol 6(2):110–124CrossRef
3.
RENISHAW PLC. Renishaw ball bar help. Ball bar 5HPS software. Version 5.09.09. [Computer Software]. Wotton-under-Edge, United Kingdom: Renishaw
4.
Schwenke H, Knapp W, Haitjema H, Weckenmann A, Schmitt R, Delbressine F (2008) Geometric error measurement and compensation of machines-an update. CIRP Ann 57:660–675CrossRef
5.
Zhang Y, Yang J, Zhang K (2012) Geometric error measurement and compensation for the rotary table of five-axis machine tool with double ballbar. Int J Adv Manuf Technol 65(1–4):275–281
6.
Lee K II, Yang SH (2016) Compensation of position-independent and position-dependent geometric errors in the rotary axes of five-axis machine tools with a tilting rotary table. Int J Adv Manuf Technol 85:1677–1685CrossRef
7.
Tsutsumi M, Saito A (2003) Identification and compensation of systematic deviations particular to 5-axis machining centers. Int J Mach Tools Manuf 43(8):771–780CrossRef
8.
Xiang S, Yang J (2014) Using a double ball bar to measure 10 position-dependent geometric errors for rotary axes on five-axis machine tools. Int J Adv Manuf Technol 75(1–4):559–572CrossRef
9.
Xiang S, Yang J, Zhang Y (2014) Using a double ball bar to identify position-independent geometric errors on the rotary axes of five-axis machine tools. Int J Adv Manuf Technol 70:2071–2082CrossRef
10.
Fu G, Fu J, Xu Y, Chen Z, Lai J (2015) Accuracy enhancement of five-axis machine tool based on differential motion matrix: geometric error modeling, identification and compensation. Int J Mach Tools Manuf 89:170–181CrossRef
11.
Fan J, Tao H, Wu C, Pan R, Tang Y, Li Z (2018) Kinematic errors prediction for multi-axis machine tools’ guideways based on tolerance. Int J Adv Manuf Technol 98(5):1131–1144CrossRef
12.
Li J, Xie F, Liu X, Li W, Zhu S (2016) Geometric error identification and compensation of linear axes based on a novel 13-line method. Int J Adv Manuf Technol 87(5–8):2269–2283CrossRef
13.
Aguado S, Samper D, Santolaria J, Aguilar JJ (2012) Identification strategy of error parameter in volumetric error compensation of machine tool based on laser tracker measurements. Int J Mach Tools Manuf 53(1):160–169CrossRef
14.
Zhang Z, Hu H (2014) Measurement and compensation of geometric errors of three-axis machine tool by using laser tracker based on a sequential multilateration scheme. Proc IMechE, B: J Eng Manuf 228(8):819–831CrossRef
15.
Xiang S, Li H, Deng M, Yang J (2018) Geometric error analysis and compensation for multi-axis spiral bevel gears milling machine. Mech Mac Theory 121:59–74CrossRef
16.
Tian W, Yin F, Liu H, Li J, Li Q, Huang T, Chetwynd DG (2016) Kinematic calibration of a 3-DOF spindle head using a double ball bar. Mech Mac Theory 102:167–178CrossRef
17.
Lee HH, Lee DM, Yang SH (2014) A technique for accuracy improvement of squareness estimation using a double ball-bar. Meas Sci Technol 25(9):094009CrossRef
18.
Zhong L, Bi Q, Wang Y (2017) Volumetric accuracy evaluation for five-axis machine tools by modeling spherical deviation based on double ball-bar kinematic test. Int J Mach Tools Manuf 122:106–119CrossRef
19.
Lee KI, Yang SH (2013) Accuracy evaluation of machine tools by modeling spherical deviation based on double ball-bar measurements. Int J Mach Tools Manuf 75:46–54CrossRef
20.
Tian W, Yang G, Yin F, Wang L, Gao W (2018) The application of a regularization method to the estimation of geometric errors of a three-axis machine tool using a double ball bar. J Mech Sci Technol 32:4871–4881CrossRef
21.
Lasemi A, Xue DY, Gu PH (2016) Accurate identification and compensation of geometric errors of 5-axis CNC machine tools using double ball bar. Meas Sci Technol 27(5):055004CrossRef
22.
Xu K, Li G, He K, Tao X (2020) Identification of position-dependent geometric errors with non-integer exponents for linear axis using double ball bar. Int J Mech Sci 170:105326CrossRef
23.
Chen J, Lin S, Zhou X, Gu T (2016) A ballbar test for measurement and identification the comprehensive error of tilt table. Int J Mach Tool Manu 103:1–12CrossRef
24.
Lee KI, Yang SH (2013) Robust measurement method and uncertainty analysis for position-independent geometric errors of a rotary axis using a double ball-bar. Int J Precis Eng Manuf 14(2):231–239CrossRef
25.
Lee KI, Yang SH (2013) Measurement and verification of position-independent geometric errors of a five-axis machine tool using a double ball-bar. Int J Mach Tools Manuf 70:45–52CrossRef
26.
Zhong L, Yu J, Bi Q, Wang Y (2019) A dynamic two-axis interpolation test with linear and rotary axes in five-axis machine tool. Int J Adv Manuf Technol 106:91–104CrossRef
27.
Lee KI, Yang SH (2014) Circular tests for accurate performance evaluation of machine tools via an analysis of eccentricity. Int J Precis Eng Manuf 15(12):2499–2506CrossRef
28.
Zargarbashi SHH, Mayer JRR (2005) A model based method for centering double ball bar test results preventing fictitious ovalization effects. Int J Mach Tools Manuf 45(10):1132–1139CrossRef
29.
Lu H, Yang J, Xiang S (2015) Effects of double ball bar setup errors on accuracy of circular tests of machine tools. J Shanghai Jiaotong Univ 49(09):1353–1358 (in Chinese)
30.
Lee DM, Cha YT, Yang SH (2010) Analysis of eccentricity in the ball bar measurement. J Mech Sci Technol 24(1):271–274CrossRef
31.
Yang B, Zhang G, Ran Y, Yu H (2019) Kinematic modeling and machining precision analysis of multi-axis CNC machine tools based on screw theory. Mech Mac Theory 140:538–552CrossRef
32.
Dong Z, Li J, Liu X, Mei B, Chen J (2019) Experimental study on the effectiveness of two different geometric error modeling methods for machine tools. Aust J Mech Eng 55(5):137–147 (in Chinese)CrossRef
33.
Wu CJ, Fan JW, Wang QH, Pan R, Tang YH, Li ZS (2018) Prediction and compensation of geometric error for translational axes in multi-axis machine tools. Int J Adv Manuf Technol 95:3413–3435CrossRef
34.
Florussen GHJ, Delbresine FLM, Molengraf MJG, Schellekens PHJ (2001) Assessing geometrical errors of multi-axis machines by three-dimensional length measurements. Measurement 30:241–255CrossRef
35.
ASME B89.3.1 (1972) Measurement of out-of-roundness, ASME
36.
ISO 12181-1 (2011) Geometrical product specifications (GPS)-roundness-part 1: vocabulary and parameters of roundness, ISO
Metadaten
Titel
A removal method for installation error of double ball bar in circular tests for linear axis
verfasst von
Kai Xu
Guolong Li
Kun He
Changjiu Xia
Zheyu Li
Publikationsdatum
04.08.2020
Verlag
Springer London
Erschienen in
The International Journal of Advanced Manufacturing Technology / Ausgabe 9-12/2020
Print ISSN: 0268-3768
Elektronische ISSN: 1433-3015
DOI
https://doi.org/10.1007/s00170-020-05805-w

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