CN103234496A - High-precision correction method for two-dimensional platform error of three-dimensional coordinate measuring machine - Google Patents
High-precision correction method for two-dimensional platform error of three-dimensional coordinate measuring machine Download PDFInfo
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Abstract
The invention discloses a high-precision correction method for a two-dimensional platform error of a three-dimensional coordinate measuring machine. The high-precision correction method including utilizing a rigid grid plate with precision lower than or equal to a two-dimensional platform of the three-dimensional coordinate measuring machine as an auxiliary measuring device, separating an error of the two-dimensional platform to be measured and an error of a utilized grid plate scale from initial measured data via a least square method based self-correction algorithm according to coordinates of various marked points on the coordinate measuring machine in six-position state, and thereby realizing high-precision correction of the two-dimensional platform of the three-dimensional coordinate measuring machine. By the high-precision correction method, the two-dimensional platform errors of the three-dimensional coordinate measuring machine to be measured can be effectively obtained, the measurement precision can reach to the submicron grade. Meanwhile, the high-precision correction method requires no expensive special high-precision auxiliary devices, is high in reliability, provides the high-precision correction method for correcting the two-dimensional platform errors of the three-dimensional coordinate measuring machine, and has extremely high practical application value.
Description
Technical field
The invention belongs to the precision measurement field, relate in particular to a kind of high-precision correction method of three coordinate measuring machine two-dimensional stage error.
Background technology
The high speed development of Ultraprecision Machining is had higher requirement to the measuring accuracy of corresponding three-dimensional checkout equipment.Three coordinate measuring machine (Coordinate Measuring Machining, CMM) as traditional general purpose type high accuracy surveying instrument, irreplaceable effect is arranged in the detection of workpiece morpheme error, and just develop towards the direction of compact in size and nano-precision.The key of ultraprecise three coordinate measuring machine research is that it is carried out form and position error measurement and uncertainty evaluation, and then guarantees the measuring accuracy of its micro/nano level.
Three coordinate measuring machine is a complication system with more error source, and Chinese scholars has been carried out research widely to its error correcting method.For realizing the high-precision correction of measuring error, must accurately obtain each individual error of measuring machine.According to the requirement of coordinate measuring machine calibrating standard JJF1064-2010, general gauge block or the laser interferometer (additional survey of large-scale coordinate measuring machine is used laser interferometer to carry out the position error of indication and measured) used is as standard during the calibration dimensional measurement error of indication.Measured value and the difference between the standard value by gauge point on the measurement standard device draw the error of indication of being demarcated, and carry out match and compensation, and then realize the correction to coordinate measuring machine to be measured.But this method is used one dimension standard cubing to carry out individual error and is detected, and length consuming time, instrumentation and apparatus cost costliness, data are handled loaded down with trivial details.Especially when precision surface plate to be measured is the nanoscale that uses of ultraprecise manufacture fields such as the processing of VLSI (very large scale integrated circuit) manufacturing, high density memory device and fiber alignment or Subnano-class ultra precise workbench, traditional coordinate measuring machine calibration technique can't be used because finding more the high precision standard gauging instrument.
Summary of the invention
The technical problem to be solved in the present invention is to utilize the lower Turbogrid plates of accuracy class to isolate two-dimensional stage error and the employed Turbogrid plates staff error of three coordinate measuring machine effectively, and then realizes the high-precision correction of two-dimensional stage.
A kind of high-precision correction method of three coordinate measuring machine two-dimensional stage error is as follows:
1) select the square grid plate of n * n for use, n is natural number, these Turbogrid plates are fixed on the three-dimensional coordinates measurement machine platform, and the grid direction is alignd with x, the y axis rail direction of motion of coordinate measuring machine;
2) be that benchmark is set up coordinate system with Turbogrid plates, utilize this three coordinate measuring machine to record under the original pose state coordinate data M of all gauge point centers on the corresponding Turbogrid plates
1
3) with Turbogrid plates with respect to original pose respectively along grid distance of each translation of the positive and negative direction of x axle, utilize three coordinate measuring machine to record the coordinate data M of all gauge point centers on the Turbogrid plates respectively
2And M
3
4) step 2 is returned in the Turbogrid plates translation) in original pose, and with its respectively original relatively pose be rotated counterclockwise to 90 °, 180 ° and 270 ° of positions, the coordinate data of utilizing three coordinate measuring machine to record all gauge point centers on the corresponding Turbogrid plates respectively is M
4, M
5, M
6
5) with step 2) six groups of measured coordinate data M in the step 4)
1, M
2, M
3, M
4, M
5And M
6Corresponding six position and attitude error of substitution are separated system of equations, that is:
Wherein I is that principal diagonal is 1 matrix, I
1, I
2Be the x direction of principal axis translation matrix of I, R
90, R
180, R
270Be counterclockwise 90 °, 180 ° and 270 ° of rotation matrixs of I, N
x, N
yBe the nominal value of measurement point x on the Turbogrid plates and y coordinate, N
XsAnd N
YsAnd N
YtAnd N
XtBe respectively N
x, N
yThe matrix that forms owing to the positive negative direction translation of x axle; E is that all elements is 1 matrix.A
x, A
yBe two-dimensional stage x and the y error of coordinate of measurement point, G
x, G
yBe Turbogrid plates x and the y coordinate staff error of measurement point, V
i, W
iBe two ideal coordinates be the x of initial point and y coordinate offset (i=1,2 ..., 6, down with), θ
iBe the angular deflection of two ideal coordinates system, and have:
6) utilize step 2) to six measured pose data M of step 4)
1, M
2, M
3, M
4, M
5, M
6And the system of equations in the step 5), obtain two-dimensional stage error A
x, A
y
7) three coordinate measuring machine two-dimensional stage error is proofreaied and correct:
[T wherein
x, T
y]
TBe the measured data of three coordinate measuring machine before proofreading and correct, T
0Then be the data after proofreading and correct.
Beneficial effect of the present invention: the present invention utilizes the lower Turbogrid plates of accuracy class to carry out the measurement of a plurality of pose point coordinate on the three coordinate measuring machine two-dimensional stage to be measured, and uses the self-correcting algorithm to isolate the employed Turbogrid plates staff error of three coordinate measuring machine two-dimensional stage sum of errors effectively.Measuring method proposed by the invention need not expensive special high-accuracy and rectifies an instrument and install, has higher reliability, and measuring method is simple, does not relate to complicated actual mechanical process, is suitable for having the high-precision correction of the coordinate measuring machine two-dimensional stage error of precision surface plate.
Description of drawings
Fig. 1 is the Turbogrid plates servicing unit figure in the error correction of three coordinate measuring machine two-dimensional stage;
Fig. 2 is ideal coordinates system relation and the systematic error synoptic diagram of three coordinate measuring machine two-dimensional stage to be measured and Turbogrid plates;
Fig. 3 is that the three coordinate measuring machine global error of utilizing Turbogrid plates to record in the embodiment of the invention under original pose state distributes;
Fig. 4 is that the three coordinate measuring machine two-dimensional stage error of utilizing six pose numbers to record in the embodiment of the invention distributes.
Embodiment
A kind of high-precision correction method of three coordinate measuring machine two-dimensional stage error is as follows:
1) selects the square grid plate of n * n for use, n is natural number, the positional precision of these Turbogrid plates can be lower than the positional precision of three coordinate measuring machine two-dimensional stage to be measured, these Turbogrid plates are fixed on the three-dimensional coordinates measurement machine platform, and the grid direction is alignd with x, the y axis rail direction of motion of coordinate measuring machine, as shown in Figure 1;
2) be that benchmark is set up coordinate system with Turbogrid plates, utilize this three coordinate measuring machine to record under the original pose state coordinate data M of all gauge point centers on the corresponding Turbogrid plates
1
3) with Turbogrid plates with respect to original pose respectively along grid distance of each translation of the positive and negative direction of x axle, utilize three coordinate measuring machine to record the coordinate data M of all gauge point centers on the Turbogrid plates respectively
2And M
3
4) step 2 is returned in the Turbogrid plates translation) in original pose, and with its respectively original relatively pose be rotated counterclockwise to 90 °, 180 ° and 270 ° of positions, the coordinate data of utilizing three coordinate measuring machine to record all gauge point centers on the corresponding Turbogrid plates respectively is M
4, M
5, M
6
5) make up two ideal coordinates system according to error source, as shown in Figure 2, the error of each gauge point can be expressed as follows:
M wherein
x, M
yBe the horizontal ordinate of measured value, N
x, N
yBe the nominal value of measurement point x on the Turbogrid plates and y coordinate, A
x, A
yBe two-dimensional stage x and the y error of coordinate of measurement point, G
x, G
yBe Turbogrid plates x and the y coordinate staff error of measurement point, V, W are that two ideal coordinates are x and the y coordinate offset of initial point, and θ is the angular deflection of two ideal coordinates system, and white point is the actual measurement gauge point, and stain is desirable measurement markers point.In following formula, get:
Data according to original pose records can obtain following system of equations:
In the formula, Q
1xAnd Q
1yFor original pose records data, []
TBe this transpose of a matrix.Hence one can see that, if measure n * n point on the original pose, the number of unknown number is 4n
2+ 3, and equation number is 2n
2+ 7, this moment equation number less than the number of unknown number, so system of equations has infinite solution.When the pose number was 3, the number of unknown number was 4n
2+ 9, and equation number is 6n
2-2n+7, system of equations application this moment least square method has solution.When the pose number continued to increase, equation number was much larger than the number of unknown number, so the precision of the solution of equations that the use least square method calculates is more high.Therefore, in the practical application, the pose number can not be less than 3, and the increase of pose number can improve computational accuracy effectively.It is 6 to carry out error correction that the present invention selects the pose number.With step 2) six groups of measured coordinate data M in the step 4)
1, M
2, M
3, M
4, M
5And M
6Corresponding six position and attitude error of substitution are separated system of equations, that is:
Wherein I is that principal diagonal is 1 matrix, I
1, I
2Be the x direction of principal axis translation matrix of I, R
90, R
180, R
270Be counterclockwise 90 °, 180 ° and 270 ° of rotation matrixs of I, N
x, N
yBe the nominal value of measurement point x on the Turbogrid plates and y coordinate, N
XsAnd N
YsAnd N
YtAnd N
XtBe respectively N
x, N
yThe matrix that forms owing to the positive negative direction translation of x axle; E is that all elements is 1 matrix.A
x, A
yBe two-dimensional stage x and the y error of coordinate of measurement point, G
x, G
yBe Turbogrid plates x and the y coordinate staff error of measurement point, V
i, W
iBe two ideal coordinates be the x of initial point and y coordinate offset (i=1,2 ..., 6, down with), θ
iBe the angular deflection of two ideal coordinates system, and have:
6) utilize step 2) to six measured pose data M of step 4)
1, M
2, M
3, M
4, M
5, M
6With the system of equations of step 5), can obtain two-dimensional stage error A
x, A
y
7) three coordinate measuring machine two-dimensional stage error is proofreaied and correct:
[T wherein
x, T
y]
TBe the measured data of three coordinate measuring machine before proofreading and correct, T
0Then be the data after proofreading and correct.
Embodiment
The precise 2-D platform that adopts among the embodiment is the workbench of the coordinate measuring machine Global Classical of Hai Kesikang, and the rigidity Turbogrid plates are the supporting Turbogrid plates of Hai Kesikang, and the mark point tolerance is ± 1mm on the Turbogrid plates, and the experimental situation temperature is 20 ℃.The trimming process of three coordinate measuring machine two-dimensional stage error is:
1) Turbogrid plates are fixed on the three-dimensional coordinates measurement machine platform, and the grid direction aligns with x, the y axis rail direction of motion of coordinate measuring machine, as shown in Figure 1.
2) be that benchmark is set up coordinate system with Turbogrid plates 1.4 * 4 grid points in 120mm on the Turbogrid plates * 120mm regional extent are measured by six pose numbers, and per two grid spacings are L
1=40mm obtains the global error of the direct measured value of original pose as shown in Figure 3.In order to realize that to two-dimensional stage error high-precision correction the high-precision correction method that needs further to adopt the present invention to propose is handled.Utilize this three coordinate measuring machine to record the coordinate data M of Turbogrid plates corresponding all gauge point centers under original pose state
1
3) with Turbogrid plates with respect to original pose respectively along grid distance of each translation of the positive and negative direction of x axle, utilize three coordinate measuring machine to record the coordinate data M of all gauge point centers on the Turbogrid plates respectively
2And M
3
4) step 2 is returned in the Turbogrid plates translation) in original pose, and with its respectively original relatively pose be rotated counterclockwise to 90 °, 180 ° and 270 ° of positions, the coordinate data of utilizing three coordinate measuring machine to record all gauge point centers on the corresponding Turbogrid plates respectively is M
4, M
5, M
6
5) with step 2) six groups of measured coordinate data M in the step 4)
1, M
2, M
3, M
4, M
5And M
6Corresponding six position and attitude error of substitution are separated system of equations, that is:
Wherein I is that principal diagonal is 1 matrix, I
1, I
2Be the x direction of principal axis translation matrix of I, R
90, R
180, R
270Be counterclockwise 90 °, 180 ° and 270 ° of rotation matrixs of I, N
x, N
yBe the nominal value of measurement point x on the Turbogrid plates and y coordinate, N
XsAnd N
YsAnd N
YtAnd N
XtBe respectively N
x, N
yThe matrix that forms owing to the positive negative direction translation of x axle; E is that all elements is 1 matrix.A
x, A
yBe two-dimensional stage x and the y error of coordinate of measurement point, G
x, G
yBe Turbogrid plates x and the y coordinate staff error of measurement point, V
i, W
iBe two ideal coordinates be the x of initial point and y coordinate offset (i=1,2 ..., 6, down with), θ
iBe the angular deflection of two ideal coordinates system, and have:
6) obtain three coordinate measuring machine two-dimensional stage error A at the measured value of each location point as shown in Figure 4 through handling, wherein the 1-16 point is x axis error value, and the 17-32 point is y axis error value.By to the analysis of each measuring point error among Fig. 4 as can be known, three coordinate measuring machine two-dimensional stage error is limited to ± 0.002mm, and the Turbogrid plates staff error is limited to ± 0.8mm, conforms to nominal value.
When being spaced apart L
1During=40mm, the probability distribution of measuring error is owing to be approximately normal distribution, and expanded uncertainty is U=ku.The two-dimensional stage error is only considered the uncertainty that the error of indication causes, then u=σ.Get k=2, obtain two-dimensional stage x, y deflection error uncertainty is respectively 1.2892 μ m and 1.4248 μ m, this value and MCV-500 Doppler type laser interferometer obtain three coordinate measuring machine two-dimensional stage measured value deviation to be measured and are respectively 0.07 μ m(x axle), 0.03 μ m(y axle).
7) three coordinate measuring machine two-dimensional stage error is proofreaied and correct:
Wherein
Be the measured data of three coordinate measuring machine before proofreading and correct, T
0Then be the data after proofreading and correct.
Claims (1)
1. the high-precision correction method of a three coordinate measuring machine two-dimensional stage error is characterized in that its step is as follows:
1) select the square grid plate of n * n for use, n is natural number, these Turbogrid plates are fixed on the three-dimensional coordinates measurement machine platform, and the grid direction is alignd with x, the y axis rail direction of motion of coordinate measuring machine;
2) be that benchmark is set up coordinate system with Turbogrid plates, utilize this three coordinate measuring machine to record under the original pose state coordinate data M of all gauge point centers on the corresponding Turbogrid plates
1
3) with the original relatively pose of Turbogrid plates respectively along grid distance of each translation of the positive and negative direction of x axle, utilize three coordinate measuring machine to record the coordinate data M of all gauge point centers on the Turbogrid plates respectively
2And M
3
4) step 2 is returned in the Turbogrid plates translation) in original pose, and with its respectively original relatively pose be rotated counterclockwise to 90 °, 180 ° and 270 ° of positions, the coordinate data of utilizing three coordinate measuring machine to record all gauge point centers on the corresponding Turbogrid plates respectively is M
4, M
5, M
6
5) with step 2) six groups of measured coordinate data M in the step 4)
1, M
2, M
3, M
4, M
5And M
6Corresponding six position and attitude error of substitution are separated system of equations, that is:
Wherein I is that principal diagonal is 1 matrix, I
1, I
2Be the x direction of principal axis translation matrix of I, R
90, R
180, R
270Be counterclockwise 90 °, 180 ° and 270 ° of rotation matrixs of I, N
x, N
yBe the nominal value of measurement point x on the Turbogrid plates and y coordinate, N
XsAnd N
YsAnd N
YtAnd N
XtBe respectively N
x, N
yThe matrix that forms owing to the positive negative direction translation of x axle; E is that all elements is 1 matrix.A
x, A
yBe two-dimensional stage x and the y error of coordinate of measurement point, G
x, G
yBe Turbogrid plates x and the y coordinate staff error of measurement point, V
i, W
iBe two ideal coordinates be the x of initial point and y coordinate offset (i=1,2 ..., 6, down with), θ
iBe the angular deflection of two ideal coordinates system, and have:
6) utilize step 2) to six measured pose data M of step 4)
1, M
2, M
3, M
4, M
5, M
6And the system of equations of step 5), obtain two-dimensional stage error A
x, A
y
7) three coordinate measuring machine two-dimensional stage error is proofreaied and correct:
[T wherein
x, T
y]
TBe the measured data of three coordinate measuring machine before proofreading and correct, T
0Then be the data after proofreading and correct.
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Cited By (9)
Publication number | Priority date | Publication date | Assignee | Title |
---|---|---|---|---|
CN103884311A (en) * | 2014-03-03 | 2014-06-25 | 广东赛因迪科技股份有限公司 | Method for determining height differences between all detectors of plane detection machine |
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Citations (5)
Publication number | Priority date | Publication date | Assignee | Title |
---|---|---|---|---|
DE4006835A1 (en) * | 1990-03-05 | 1991-09-12 | Eugen Dr Ing Trapet | Calibrating two=dimensional test bodies eliminating systematic errors - measuring in two or three positions depending on test body shape elements |
CN1172246A (en) * | 1996-07-29 | 1998-02-04 | 清野慧 | Scale for sensing moving object, and apparatus for sensing moving object using same |
JP2001027523A (en) * | 1999-07-14 | 2001-01-30 | Mitsutoyo Corp | Trend compensating method |
CN1991333A (en) * | 2005-12-30 | 2007-07-04 | 财团法人工业技术研究院 | Zero-Abbe error measuring system and its method |
CN102305608A (en) * | 2011-05-13 | 2012-01-04 | 哈尔滨工业大学 | Error measurement and compensation method for multi-target two-dimensional cross motion simulation system |
-
2013
- 2013-03-28 CN CN201310106750.2A patent/CN103234496B/en not_active Expired - Fee Related
Patent Citations (5)
Publication number | Priority date | Publication date | Assignee | Title |
---|---|---|---|---|
DE4006835A1 (en) * | 1990-03-05 | 1991-09-12 | Eugen Dr Ing Trapet | Calibrating two=dimensional test bodies eliminating systematic errors - measuring in two or three positions depending on test body shape elements |
CN1172246A (en) * | 1996-07-29 | 1998-02-04 | 清野慧 | Scale for sensing moving object, and apparatus for sensing moving object using same |
JP2001027523A (en) * | 1999-07-14 | 2001-01-30 | Mitsutoyo Corp | Trend compensating method |
CN1991333A (en) * | 2005-12-30 | 2007-07-04 | 财团法人工业技术研究院 | Zero-Abbe error measuring system and its method |
CN102305608A (en) * | 2011-05-13 | 2012-01-04 | 哈尔滨工业大学 | Error measurement and compensation method for multi-target two-dimensional cross motion simulation system |
Non-Patent Citations (7)
Title |
---|
DAODANG WANG: "Calibration of geometrical systematic error in high-precision spherical surface measurement", 《OPTICS COMMUNICATIONS》, 31 December 2011 (2011-12-31), pages 3878 - 3884 * |
XI HOU: "Comparative experimental study on absolute measurement of spherical surface with two-sphere method", 《OPTICS AND LASERS IN ENGINEERING》, 31 December 2011 (2011-12-31), pages 833 - 840 * |
夏瑞雪 陈晓怀: "新型纳米三坐标测量机误差检定方法的研究", 《电子测量与仪器学报》, vol. 24, no. 3, 31 March 2010 (2010-03-31), pages 251 - 256 * |
崔继文 刘雪明 谭久彬: "超精密级二维工作台的自标定", 《光学 精密工程》, vol. 20, no. 9, 30 September 2012 (2012-09-30), pages 1960 - 1966 * |
朱煜 朱立伟: "IC加工及检测装备超精密工作台自标定技术研究", 《电子工业专用设备》, 31 March 2005 (2005-03-31), pages 20 - 24 * |
王东升 李书和 张国雄: "三坐标测量机误差测量的新方法", 《天津大学学报》, vol. 32, no. 4, 31 July 1999 (1999-07-31), pages 515 - 517 * |
王琦 陈晓怀: "三坐标测量机的误差分析与修正", 《宇航计测技术》, vol. 26, no. 2, 30 April 2006 (2006-04-30), pages 1 - 3 * |
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