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. 4. , ( 1,8 , 1000, 15 ). . 4, a = 90, b = 0; . 4, a = 60, b = 45. 42 %, 0,5 %. , . .
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50 30 0,002 . , , Talyrond 30. a = 60, 90, 120 b = 0, 15, 30, 45, 60, 75. . 5 . 6 .
, . 120 %. 62 % a = 120, b = 75, 17,5 % a = 90, b = 15. 26 % 14,5 % . , . . .
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[1] .. . .: - , 1974. 176 .
[2] .., .. // . 1972. 4. . 20-21.
[3] / . . , . . , . . . // . 1999. 8. C. 25-27.
[4] Zakharov O.V., Brzhozovskii B.M. Accuracy of centering during measurement by roundness gauges // Measurement Techniques. 2006. Volume 49. Number 11. Pp. 1094-1097.
[5] .. // . 1995. 10. . 22-25.
[6] Witzke F. W. Measuring roundness in place // American Machinist. 1969, v. 113, 1, pp. 103-106.
[7] Zakharov O.V., Pogorazdov V.V., Kochetkov A.V. Methodological Principles in the Harmonic Analysis of Cyclograms // Metrologiya. 2004. 6. P. 3-10.
[8] Spragg R.C. Accurate Calibration of Surface Texture and Roundness Measuring Instruments // Proceedings of the Institution of Mechanical Engineers, Conference Proceedings. September 1967. vol. 182. 11. pp. 397-405.
[9] Changcai Cui, Wei Fan, Fugui Huang. An iterative neighborhood search approach for minimum zone circularity evaluation from coordinate measuring machine data // Measurement Science and Technology. 2010. Volume 21. Number 2. p. 027001.
[10] Xiuming Li, Hongqi Liu. A simple and efficient algorithm for evaluation of roundness error // Measurement Science and Technology. 2012. Volume 23. Number 8. p. 087003.
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