JPH06201375A - Cylindricity measuring device and measuring method - Google Patents
Cylindricity measuring device and measuring methodInfo
- Publication number
- JPH06201375A JPH06201375A JP5018235A JP1823593A JPH06201375A JP H06201375 A JPH06201375 A JP H06201375A JP 5018235 A JP5018235 A JP 5018235A JP 1823593 A JP1823593 A JP 1823593A JP H06201375 A JPH06201375 A JP H06201375A
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- measured
- measurement
- distance
- point
- measurement point
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Links
- 238000000034 method Methods 0.000 title description 9
- 238000005259 measurement Methods 0.000 claims abstract description 114
- 238000001514 detection method Methods 0.000 claims description 3
- 238000006073 displacement reaction Methods 0.000 abstract description 18
- 238000004441 surface measurement Methods 0.000 description 8
- 238000010586 diagram Methods 0.000 description 5
- 238000006243 chemical reaction Methods 0.000 description 1
Landscapes
- Length Measuring Devices By Optical Means (AREA)
- Length Measuring Devices With Unspecified Measuring Means (AREA)
Abstract
Description
【0001】[0001]
【産業上の利用分野】本発明は円筒度測定装置及び測定
方法、特にその演算処理の改良に関する。BACKGROUND OF THE INVENTION 1. Field of the Invention The present invention relates to a cylindricity measuring device and a measuring method, and more particularly to improvement of arithmetic processing thereof.
【0002】[0002]
【従来の技術】被測定物の真円度、円筒度等を測定する
ために円筒度測定機が用いられており、特に被測定物が
ゴム製品、薄肉パイプ、鏡面加工部品等の変形や損傷が
生じやすいものの測定には、レーザ光等を利用した非接
触円筒度測定機が汎用されている。図5には、従来の非
接触円筒度測定機が示されている。同図に示す円筒度測
定機は、測定機本体10に回転可能に設けられた回転テ
ーブル12と、測定機本体10に立設された支柱14
と、支柱14に上下動可能に設けられ、対向配置された
出光部16及び受光部18と、支柱14に設けられ、出
光部16と受光部18の間に配置された測定基準となる
ナイフエッジ部20と、を有している。2. Description of the Related Art Cylindricality measuring machines are used to measure the roundness and cylindricity of an object to be measured. Especially, the object to be measured is a rubber product, a thin pipe, a mirror-finished part, etc. is deformed or damaged. A non-contact cylindricity measuring instrument using a laser beam or the like is generally used for the measurement of the thing which is apt to occur. FIG. 5 shows a conventional non-contact cylindricity measuring machine. The cylindricity measuring machine shown in the figure has a rotary table 12 rotatably provided on the measuring machine body 10 and a support 14 provided upright on the measuring machine body 10.
And a light emitting portion 16 and a light receiving portion 18 which are provided on the support column 14 so as to be movable up and down and are opposed to each other; And a section 20.
【0003】そして、被測定物22の真円度を測定する
場合、該被測定物22を前記回転テーブル12に載置
し、前記出光部16及び受光部18を高さ調節つまみ2
4により真円度を測定する被測定物22の高さに位置す
るよう調節する。この状態において、前記高さにおける
ナイフエッジ部20と被測定物22の表面測定点との間
隙を測定する。すなわち、被測定物22表面の絶対位置
を検出するのが非常に困難なため、被測定物22を回転
させながらナイフエッジ部20と被測定物22表面との
間隙の変化を測定することにより被測定物22の真円度
を求めるのである。When measuring the roundness of the object 22 to be measured, the object 22 to be measured is placed on the rotary table 12, and the light emitting portion 16 and the light receiving portion 18 are adjusted by the height adjusting knob 2.
Adjustment is made so as to be positioned at the height of the object 22 to be measured for roundness by 4. In this state, the gap between the knife edge portion 20 and the surface measurement point of the DUT 22 at the height is measured. That is, since it is very difficult to detect the absolute position of the surface of the object 22 to be measured, it is possible to measure the change in the gap between the knife edge portion 20 and the surface of the object 22 to be measured while rotating the object 22 to be measured. The roundness of the measurement object 22 is obtained.
【0004】前記ナイフエッジ部20と被測定物22の
表面測定点との間隙の測定は、出光部16及び受光部1
8によって行う。すなわち、出光部16からレーザ光を
ナイフエッジ部20から被測定物22にかけて通過させ
る。このため、該レーザ光はナイフエッジ部20及び被
測定物22により遮蔽され、ナイフエッジ部20と被測
定物22の間を通過したレーザ光のみが受光部18によ
り受光される。そして、前記受光部18により受光され
た信号から距離演算部26において、前記ナイフエッジ
部20および被測定物22のそれぞれのエッジ位置、及
びナイフエッジ部20と被測定物22の表面測定点との
間隙が演算されるのである。The gap between the knife edge portion 20 and the surface measurement point of the object 22 to be measured is measured by the light emitting portion 16 and the light receiving portion 1.
8. That is, the laser light from the light emitting portion 16 is passed from the knife edge portion 20 to the object 22 to be measured. Therefore, the laser light is shielded by the knife edge portion 20 and the object to be measured 22, and only the laser light passing between the knife edge portion 20 and the object to be measured 22 is received by the light receiving portion 18. Then, from the signal received by the light receiving unit 18, in the distance calculation unit 26, the respective edge positions of the knife edge portion 20 and the DUT 22 and the surface measurement points of the knife edge portion 20 and the DUT 22 are measured. The gap is calculated.
【0005】従って、被測定物22を回転させながら前
記測定を行い、ナイフエッジ部20と被測定物22表面
との間隙を円周方向に所定角度毎に得ることにより被測
定物22の測定位置の高さにおける図6(A)に示すよ
うな表面形状データを検出することができ、真円度を測
定することが可能となる。一方、被測定物22の円筒度
を測定する場合は、前記真円度測定を被測定物22の測
定位置の高さを変えて所定箇所で行い、それぞれの測定
位置で得られた被測定物22の表面形状のデータを図6
(B)に示すように重ね合わせて円筒度を求めるのであ
る。Therefore, the measurement is performed while rotating the object to be measured 22, and the gap between the knife edge portion 20 and the surface of the object to be measured 22 is obtained at a predetermined angle in the circumferential direction to measure the position of the object to be measured 22. It is possible to detect the surface shape data as shown in FIG. 6 (A) at the height of, and it is possible to measure the roundness. On the other hand, when measuring the cylindricity of the object to be measured 22, the roundness measurement is performed at a predetermined position while changing the height of the measuring position of the object to be measured 22, and the object to be measured obtained at each measuring position. The data of the surface shape of No. 22 is shown in FIG.
As shown in (B), the cylindricity is obtained by superimposing them.
【0006】[0006]
【発明が解決しようとする課題】ところで、前記被測定
物22の円筒度を測定する場合、ナイフエッジ部20の
エッジ線と被測定物22の回転中心軸Z(回転テーブル
垂線)とが平行になっていなければならない。すなわ
ち、円筒度の測定は、前述したように被測定物22の所
定箇所の高さにおいて測定した真円度のデータを重ね合
せて求めるため、それぞれの真円度測定における被測定
物22の回転中心点から表面測定点までの距離が必要に
なってくる。By the way, when measuring the cylindricity of the object 22 to be measured, the edge line of the knife edge portion 20 and the rotation center axis Z (vertical table normal) of the object 22 to be measured are parallel to each other. Must have become. That is, since the cylindricity is determined by superimposing the data of the circularity measured at the height of the predetermined position of the object to be measured 22 as described above, the rotation of the object to be measured 22 in each circularity measurement is determined. The distance from the center point to the surface measurement point becomes necessary.
【0007】そして、前記真円度測定は、ナイフエッジ
部20と被測定物22表面との間隙を測定しているた
め、被測定物22の回転中心点から表面測定点までの距
離をそれぞれの高さにおいて正確に得るためには、基準
となる回転中心点からナイフエッジ部20までの距離が
全ての高さにおいて常に一定でなければならないのであ
る。従って、ナイフエッジ部20の傾き等による測定位
置における被測定物22の回転中心点とナイフエッジ部
20との距離のばらつきは、そのまま円筒度の測定誤差
として生じてしまう。In the roundness measurement, since the gap between the knife edge portion 20 and the surface of the object 22 to be measured is measured, the distance from the rotation center point of the object 22 to the surface measurement point is measured. In order to obtain the height accurately, the distance from the reference rotation center point to the knife edge portion 20 must always be constant at all heights. Therefore, the variation in the distance between the rotation center point of the object 22 to be measured and the knife edge portion 20 at the measurement position due to the inclination of the knife edge portion 20 and the like directly occurs as a cylindricity measurement error.
【0008】このため、従来の真円度測定においては、
測定前にナイフエッジ部20のエッジ線20aが被測定
物22の回転中心軸Zと平行となるように図7に示すよ
うにナイフエッジ傾き調整つまみ26により調整し、ナ
イフエッジ直角出し作業を行わなければならず、非常に
効率が悪いという課題があった。また、前記直角出しの
精度には限界があり、さらに直角出しが正確に行われて
もナイフエッジの真直度より精度の高い円筒度の測定は
不可能であるという問題もあった。本発明は前記従来技
術の課題に鑑みなされたものであり、その目的は極めて
高精度で、かつ容易に被測定物の円筒度測定が可能な円
筒度測定装置及び測定方法を提供することにある。Therefore, in the conventional roundness measurement,
Before measurement, the edge line 20a of the knife edge portion 20 is adjusted by the knife edge inclination adjusting knob 26 as shown in FIG. 7 so that the edge line 20a is parallel to the rotation center axis Z of the object to be measured 22, and the knife edge right angle operation is performed. There was a problem that it was very inefficient. Further, there is a limit to the accuracy of the right-angled output, and even if the right-angled output is accurately performed, it is impossible to measure the cylindricity higher than the straightness of the knife edge. The present invention has been made in view of the above-mentioned problems of the conventional art, and an object thereof is to provide a cylindricity measuring device and a cylindricity measuring method capable of measuring cylindricity of an object to be measured with extremely high accuracy. .
【0009】[0009]
【課題を解決するための手段】前記目的を達成するため
に本発明にかかる円筒度測定装置は、距離検出手段と、
距離演算手段と、真円度演算手段と、円筒度演算手段と
を備えたことを特徴とする。前記距離検出手段は、測定
基準手段から被測定物表面の測定点までの距離、及び被
測定物の径を検出する。前記距離演算手段は、被測定物
の回転中心軸との直交面における、前記測定基準手段か
ら被測定物表面の180度相対する第一測定点及び第二
測定点までのそれぞれの距離、及び該第一測定点と第二
測定点を結んだ被測定物の径の測定値に基づき、被測定
物の回転中心点から前記第一測定点までの距離Xを、In order to achieve the above-mentioned object, a cylindricity measuring device according to the present invention comprises distance detecting means,
It is characterized in that it comprises distance calculating means, roundness calculating means, and cylindricity calculating means. The distance detecting means detects the distance from the measurement reference means to the measurement point on the surface of the object to be measured and the diameter of the object to be measured. The distance calculating means includes respective distances from the measurement reference means to a first measurement point and a second measurement point which are 180 degrees opposite to each other on the surface of the measured object on a plane orthogonal to the rotation center axis of the measured object, and Based on the measured value of the diameter of the measured object that connects the first measurement point and the second measurement point, the distance X from the rotation center point of the measured object to the first measurement point,
【0010】[0010]
【数3】X=(R+r180−r0)/2 但し、R:第一測定点と第二測定点を結んだ被測定物の
径 r0:測定基準手段から第一測定点までの距離 r180:測定基準手段から第二測定点までの距離 により演算する。前記真円度演算手段は、前記距離演算
手段により得られた被測定物の回転中心点から被測定物
表面までの距離に基づき被測定物の前記直交面における
真円度を演算する。円筒度演算手段は、前記真円度演算
手段により得られた被測定物の所定箇所の高さにおける
真円度に基づき被測定物の円筒度を演算する。Equation 3] X = (R + r 180 -r 0) / 2 where, R: radius r of the first measuring point and the measurement object connecting the second measuring point 0: distance from the metric means to the first measurement point r 180 : Calculated from the distance from the measurement reference means to the second measurement point. The roundness calculating means calculates the roundness of the measured object in the orthogonal plane based on the distance from the rotation center point of the measured object to the surface of the measured object obtained by the distance calculation means. The cylindricity calculation means calculates the cylindricity of the object to be measured based on the roundness at the height of the predetermined position of the object to be measured, which is obtained by the circularity calculation means.
【0011】また、本発明にかかる円筒度測定方法は、
距離検出工程と、距離演算工程と、真円度演算工程と、
円筒度演算工程とを備えたことを特徴とする。前記距離
検出工程は、測定基準手段から被測定物表面の測定点ま
での距離、及び被測定物の径を検出する。前記距離演算
工程は、被測定物の回転中心軸との直交面における、前
記測定基準手段から被測定物表面の180度相対する第
一測定点及び第二測定点までのそれぞれの距離、及び該
第一測定点と第二測定点を結んだ被測定物の径の測定値
に基づき、被測定物の回転中心点から前記第一測定点ま
での距離Xを、The cylindricity measuring method according to the present invention is
A distance detecting step, a distance calculating step, a roundness calculating step,
And a cylindricity calculation step. In the distance detecting step, the distance from the measurement reference means to the measurement point on the surface of the object to be measured and the diameter of the object to be measured are detected. In the distance calculation step, the distances from the measurement reference means to the first measurement point and the second measurement point that are 180 degrees opposite to each other on the surface of the measured object on the plane orthogonal to the rotation center axis of the measured object, and Based on the measured value of the diameter of the measured object that connects the first measurement point and the second measurement point, the distance X from the rotation center point of the measured object to the first measurement point,
【0012】[0012]
【数4】X=(R+r180−r0)/2 但し、R:第一測定点と第二測定点を結んだ被測定物の
径 r0:測定基準手段から第一測定点までの距離 r180:測定基準手段から第二測定点までの距離 により演算する。前記真円度演算工程は、前記距離演算
工程により得られた被測定物の回転中心点から被測定物
表面までの距離に基づき被測定物の前記直交面における
真円度を演算する。円筒度演算工程は、前記真円度演算
工程により得られた被測定物の所定箇所の高さにおける
真円度に基づき被測定物の円筒度を演算する。Equation 4] X = (R + r 180 -r 0) / 2 where, R: radius r of the first measuring point and the measurement object connecting the second measuring point 0: distance from the metric means to the first measurement point r 180 : Calculated from the distance from the measurement reference means to the second measurement point. In the roundness calculating step, the roundness of the measured object in the orthogonal plane is calculated based on the distance from the rotation center point of the measured object to the surface of the measured object obtained in the distance calculating step. In the cylindricity calculation step, the cylindricity of the object to be measured is calculated based on the circularity at the height of a predetermined location of the object to be measured, which is obtained in the roundness calculation step.
【0013】[0013]
【作用】本発明にかかる円筒度測定装置及び測定方法
は、前述したように測定基準手段から被測定物表面の1
80度相対する第一測定点及び第二測定点までのそれぞ
れの距離、及び該第一測定点と第二測定点を結んだ被測
定物の径の測定値に基づき、被測定物の回転中心点から
前記第一測定点までの距離Xを、As described above, the cylindricity measuring device and the measuring method according to the present invention can measure the surface of the object to be measured from the measuring reference means.
The center of rotation of the object to be measured based on the respective distances to the first measuring point and the second measuring point facing each other by 80 degrees and the measured value of the diameter of the object to be measured connecting the first measuring point and the second measuring point. The distance X from the point to the first measurement point is
【0014】[0014]
【数5】X=(R+r180−r0)/2 但し、R:第一測定点と第二測定点を結んだ被測定物の
径 r0:測定基準手段から第一測定点までの距離 r180:測定基準手段から第二測定点までの距離 により演算する。従って、被測定物の回転中心点から測
定基準手段までの距離が一定でなくとも該回転中心点か
ら被測定物の表面測定点までの距離を正確に求めること
ができる。Equation 5] X = (R + r 180 -r 0) / 2 where, R: radius r of the first measuring point and the measurement object connecting the second measuring point 0: distance from the metric means to the first measurement point r 180 : Calculated from the distance from the measurement reference means to the second measurement point. Therefore, even if the distance from the rotation center point of the object to be measured to the measurement reference means is not constant, the distance from the rotation center point to the surface measurement point of the object to be measured can be accurately obtained.
【0015】すなわち、本発明においては前記r180と
r0の差及びRのデータを演算することにより回転中心
点から被測定物表面までの距離を求めているため、測定
位置の高さによって被測定物の回転中心点から測定基準
手段までの距離にばらつきがあっても、該ばらつきは前
記r0とr180とに同量含まれており、相殺されてしま
う。従って、前記R、r0、r180の測定、及び前記数5
の演算を被測定物の所定角度毎に行って真円度を測定
し、該真円度測定を所定箇所の高さにおいて行ったデー
タより円筒度を求めれば、測定位置の高さによって被測
定物の回転中心点から測定基準手段までの距離にズレが
生じても正確な円筒度測定が可能となる。That is, in the present invention, since the distance from the center of rotation to the surface of the object to be measured is calculated by calculating the difference between r 180 and r 0 and the data of R, the height of the measuring position can be measured. Even if there is a variation in the distance from the rotation center point of the measured object to the measurement reference means, the variation is included in the same amount in r 0 and r 180 and is offset. Therefore, the measurement of R, r 0 , and r 180 , and the equation 5
The circularity is measured by performing the calculation for each predetermined angle of the object to be measured, and if the cylindricity is obtained from the data obtained by measuring the circularity at the height of the predetermined location, the measured Accurate cylindricity measurement is possible even if the distance from the rotation center point of the object to the measurement reference means is deviated.
【0016】[0016]
【実施例】以下、図面に基づき本発明の好適な実施例を
説明する。図1には、本発明の一実施例にかかる円筒度
測定装置の外観斜視図が示されている。なお、前記従来
技術と対応する部分には符号100を加えて示し説明を
省略する。同図に示す円筒度測定装置は、測定機本体1
10に回転可能に設けられ、被測定物122が載置され
る回転テーブル112と、前記測定機本体110に立設
された支柱114と、該支柱114に上下動可能に設け
られ、前記被測定物122の両側に対面配置された距離
検出手段としての出光部116及び受光部118と、該
出光部116と受光部118の間に配置され出光部11
6及び受光部118と共に上下動する測定基準手段とし
ての変位基準エッジ130と、を有している。DESCRIPTION OF THE PREFERRED EMBODIMENTS Preferred embodiments of the present invention will be described below with reference to the drawings. FIG. 1 is an external perspective view of a cylindricity measuring device according to an embodiment of the present invention. It should be noted that the reference numeral 100 is added to the portion corresponding to the above-mentioned prior art to omit the description. The cylindricity measuring device shown in FIG.
10, a rotary table 112 rotatably provided on which an object to be measured 122 is placed, a column 114 erected on the measuring machine main body 110, and a column 114 movably provided on the column 114 for measurement. The light emitting unit 116 and the light receiving unit 118 as distance detecting means arranged facing each other on both sides of the object 122, and the light emitting unit 11 arranged between the light emitting unit 116 and the light receiving unit 118.
6 and the light receiving portion 118, and a displacement reference edge 130 as a measurement reference means that moves up and down.
【0017】前記出光部116は、図示を省略したビー
ム発生機、該ビーム発生機からのレーザビームを走査ビ
ームに変換する変換手段及び該走査ビームを平行走査ビ
ームとするコリメータレンズ等を含み構成される。ま
た、前記受光部118は前記変位基準エッジ130及び
被測定物122を通過した平行走査ビームの明暗を検出
する計測用受光装置を含み構成される。そして、前記平
行走査ビームが変位基準エッジ130及び被測定物12
2によって遮蔽されて生じる暗部又は明部の長さから該
変位基準エッジ130と被測定物122の間隙の距離及
び被測定物122の径の測定値を求めるものである。The light emitting section 116 includes a beam generator (not shown), a conversion unit for converting the laser beam from the beam generator into a scanning beam, a collimator lens for converting the scanning beam into a parallel scanning beam, and the like. It Further, the light receiving unit 118 includes a measurement light receiving device that detects the brightness of the parallel scanning beam that has passed through the displacement reference edge 130 and the DUT 122. Then, the parallel scanning beam is applied to the displacement reference edge 130 and the DUT 12.
The distance between the displacement reference edge 130 and the object to be measured 122 and the measured value of the diameter of the object to be measured 122 are obtained from the length of the dark part or the bright part that is shielded by 2.
【0018】また、前記距離検出手段及び測定機本体1
10には距離演算手段、真円度演算手段及び円筒度演算
手段としてのコンピュータ部132が接続されている。
そして、前記コンピュータ部132において、キーボー
ド134により各種測定条件を入力し、該測定条件に基
づく距離検出部からのデータを演算処理し、真円度及び
円筒度を求めるのである。以上が本実施例にかかる円筒
度測定装置の概略構成であり、次に測定方法について説
明する。被測定物122の真円度及び円筒度を測定する
場合、まず該被測定物122を回転テーブル112上に
載置する。次に、前記出光部116及び受光部118を
被測定物122の所定の測定位置の高さとなるように高
さ調節つまみ124を操作して調節する。Further, the distance detecting means and the measuring machine main body 1
A computer unit 132 serving as a distance calculation unit, a roundness calculation unit, and a cylindricity calculation unit is connected to the unit 10.
Then, in the computer unit 132, various measurement conditions are input by the keyboard 134, data from the distance detection unit based on the measurement conditions is arithmetically processed, and roundness and cylindricity are obtained. The above is the schematic configuration of the cylindricity measuring apparatus according to the present embodiment. Next, the measuring method will be described. When measuring the circularity and cylindricity of the DUT 122, the DUT 122 is first placed on the rotary table 112. Next, the light emitting section 116 and the light receiving section 118 are adjusted by operating the height adjusting knob 124 so that the height of the DUT 122 is a predetermined measurement position.
【0019】そして、前記測定高さにおいて、図2
(A)に示すように被測定物122の回転中心点Oと変
位基準エッジ130のエッジ部とを結ぶ線上にある被測
定物122表面の第一測定点n0と変位基準エッジ13
0の間隙の距離r0及び被測定物122の径R0を前記距
離検出手段により検出する。さらに、被測定物122を
180度回転させ、図2(B)に示すように前記第一測
定点n0と180度相対する被測定物122表面の第二
測定点n180と変位基準エッジ130との間隙の距離r
180を測定する。At the measured height, as shown in FIG.
As shown in (A), the first measurement point n 0 on the surface of the object to be measured 122 and the displacement reference edge 13 on the line connecting the rotation center point O of the object to be measured 122 and the edge portion of the displacement reference edge 130.
The distance r 0 of the gap of 0 and the diameter R 0 of the DUT 122 are detected by the distance detecting means. Further, the object 122 to be measured is rotated 180 degrees, and as shown in FIG. 2B, the second measurement point n 180 on the surface of the object 122 to be measured and the displacement reference edge 130 opposed to the first measurement point n 0 by 180 degrees. Distance r between
Measure 180 .
【0020】そして、本実施例においては、前記測定値
r0、R0、及びr180に基づきコンピュータ部132に
おいて演算処理を行うことにより被測定物122の回転
中心点Oから第一測定点n0までの距離Xを求める。す
なわち、図3(A)に示すように第一測定点n0が測定
位置にある状態において、被測定物122の回転中心点
Oから変位基準エッジ130までの距離xは、In the present embodiment, the computer unit 132 performs arithmetic processing based on the measurement values r 0 , R 0 , and r 180 , so that the rotation center point O of the DUT 122 to the first measurement point n. Find the distance X to 0 . That is, as shown in FIG. 3A, when the first measurement point n 0 is at the measurement position, the distance x from the rotation center point O of the DUT 122 to the displacement reference edge 130 is
【0021】[0021]
【数6】x=X+r0 で表せる。また、図3(B)に示すように第二測定点n
180が測定位置にある状態においては、被測定物122
の回転中心点Oから変位基準エッジ130までの距離x
は、## EQU6 ## It can be expressed by x = X + r 0 . In addition, as shown in FIG. 3B, the second measurement point n
In the state where 180 is in the measurement position, the DUT 122
From the rotation center point O of the to the displacement reference edge 130 x
Is
【0022】[0022]
【数7】x=R−X+r180 で表せる。すなわち、## EQU7 ## It can be expressed by x = R−X + r 180 . That is,
【0023】[0023]
【数8】X+r0=R−X+r180 となり、従って## EQU8 ## X + r 0 = R−X + r 180 , and therefore
【0024】[0024]
【数9】X=(R+r180−r0)/2 の演算式により被測定物122の回転中心点Oから第一
測定点n0までの距離Xが求められるのである。従っ
て、前記回転中心点Oから変位基準エッジ130までの
距離xにかかわらず、回転中心点Oから第一測定点n0
までの距離Xを求めることが可能となる。そして、前述
した測定及び演算を被測定物122を回転させながら円
周方向に行うことにより測定高さにおける被測定物12
2の表面形状が検出され、該表面形状に基づき真円度を
測定することができる。The distance X from the rotation center point O of the object to be measured 122 to the first measurement point n 0 is obtained by the arithmetic expression X = (R + r 180 −r 0 ) / 2. Therefore, regardless of the distance x from the rotation center point O to the displacement reference edge 130, the rotation center point O to the first measurement point n 0.
It is possible to obtain the distance X up to. Then, by performing the above-described measurement and calculation in the circumferential direction while rotating the DUT 122, the DUT 12 at the measurement height is measured.
The two surface shapes are detected, and the roundness can be measured based on the surface shape.
【0025】すなわち、被測定物122を前記第一測定
点n0から所定角度θiづつ回転させたそれぞれの第一測
定点niと変位基準エッジ130の距離ri及び径Riを
測定し、さらに該第一測定点niとそれぞれ180度相
対する第二測定点ni'と変位基準エッジ130の距離r
i'を測定する。そして、前記数9の演算式に基づき、そ
れぞれの第一測定点と回転中心点Oとの距離を演算し求
めるのである。次に、被測定物122の円筒度を測定す
るために、前記出光部116及び受光部118を上下動
させ、被測定物122の所定箇所の高さにおいて前記測
定及び演算を行う。そして、該所定箇所の高さにおける
被測定物122のそれぞれの表面形状を検出し、該検出
データに基づきコンピュータ部132において演算処理
が行われ、円筒度が求められる。That is, the distance r i and the diameter R i between the displacement reference edge 130 and each of the first measurement points ni obtained by rotating the DUT 122 by the predetermined angle θi from the first measurement point n 0 are measured. The distance r between the second measurement point ni ′ and the displacement reference edge 130, which are 180 degrees each opposite to the one measurement point ni
Measure i '. Then, the distance between each of the first measurement points and the rotation center point O is calculated and calculated based on the arithmetic expression of the equation (9). Next, in order to measure the cylindricity of the DUT 122, the light emitting unit 116 and the light receiving unit 118 are moved up and down, and the measurement and calculation are performed at the height of a predetermined position of the DUT 122. Then, the surface shape of each object 122 to be measured at the height of the predetermined location is detected, and the computer unit 132 performs the arithmetic processing based on the detected data to obtain the cylindricity.
【0026】ここで、前述したように本実施例において
は、被測定物122の回転中心点Oから表面測定点まで
の距離Xを前記数9の演算式により求めているため、回
転中心点Oから変位基準エッジ130までの距離xが変
化しても距離Xの算出には影響を与えることがない。従
って、図4に示すように被測定物122の測定位置の高
さによって、回転中心軸Zと平行な基準線Z'から変位
基準エッジ130にズレを生じても、それぞれの高さに
おいて正確な表面形状が測定でき、極めて精度の高い円
筒度を得ることが可能となる。Here, as described above, in the present embodiment, the distance X from the rotation center point O of the object to be measured 122 to the surface measurement point is obtained by the arithmetic expression of the above equation 9, so the rotation center point O Even if the distance x from the to the displacement reference edge 130 changes, the calculation of the distance X is not affected. Therefore, as shown in FIG. 4, even if the displacement reference edge 130 is deviated from the reference line Z ′ parallel to the rotation center axis Z due to the height of the measurement position of the object 122 to be measured, it is accurate at each height. The surface shape can be measured, and it becomes possible to obtain an extremely accurate cylindricity.
【0027】以上説明したように、本実施例にかかる円
筒度測定装置及び測定方法は、変位基準エッジ130の
上下動における傾きや真直度が円筒度測定に影響しない
ため、従来の円筒度測定において必要であったナイフエ
ッジ部の直角出し作業はもとより、ナイフエッジ部その
ものが必要なくなる。従って、構成が簡単な円筒測定装
置が得られ、かつ容易に精度の高い円筒度測定が可能と
なる。なお、本実施例においては、レーザビームを利用
した非接触円筒度測定装置を用いたが、接触式検出器を
二個用いて、被測定物の180度相対する表面位置及び
径を測定することも可能である。As described above, in the cylindricity measuring device and the measuring method according to the present embodiment, the inclination and straightness of the displacement reference edge 130 in the vertical movement do not affect the cylindricity measurement. The knife edge itself is no longer necessary, as well as the work of right angle cutting of the knife edge that was necessary. Therefore, it is possible to obtain a cylindrical measuring device having a simple configuration, and easily perform highly accurate cylindricity measurement. In this embodiment, the non-contact cylindricity measuring device using the laser beam was used, but two contact type detectors should be used to measure the surface position and the diameter of the object to be measured 180 degrees opposite to each other. Is also possible.
【0028】[0028]
【発明の効果】以上説明したように本発明にかかる円筒
度測定装置及び測定方法によれば、被測定物の回転中心
点から表面測定点までの距離の演算に被測定物の回転中
心点から測定基準手段までの距離を必要としないため、
被測定物の測定高さによって該被測定物の回転中心点か
ら測定基準手段までの距離にズレが生じても正確な表面
形状が検出でき、容易かつ高精度な円筒度測定が可能と
なる。As described above, according to the cylindricity measuring device and the measuring method of the present invention, the distance from the rotation center point of the measured object to the surface measurement point is calculated from the rotation center point of the measured object. Since no distance to the measurement reference means is required,
Even if the distance from the center of rotation of the object to be measured to the measurement reference means is deviated due to the measurement height of the object to be measured, an accurate surface shape can be detected, and cylindricity can be measured easily and with high accuracy.
【図1】本発明の一実施例にかかる円筒度測定装置の外
観斜視図である。FIG. 1 is an external perspective view of a cylindricity measuring device according to an embodiment of the present invention.
【図2】本実施例にかかる円筒度測定方法の説明図であ
る。FIG. 2 is an explanatory diagram of a cylindricity measuring method according to the present embodiment.
【図3】本実施例にかかる円筒度測定の測定原理の説明
図である。FIG. 3 is an explanatory diagram of a measurement principle of cylindricity measurement according to the present embodiment.
【図4】本実施例にかかる変位基準エッジの移動状態の
説明図である。FIG. 4 is an explanatory diagram of a moving state of a displacement reference edge according to the present embodiment.
【図5】従来の円筒度測定装置の外観斜視図である。FIG. 5 is an external perspective view of a conventional cylindricity measuring device.
【図6】真円度及び円筒度の測定データの説明図であ
る。FIG. 6 is an explanatory diagram of measurement data of roundness and cylindricity.
【図7】ナイフエッジ部の直角出し作業の説明図であ
る。FIG. 7 is an explanatory diagram of a right angle drawing operation of a knife edge portion.
10,110 … 測定機本体 12,112 … 回転テーブル 14,114 … 支柱 16,116 … 出光部 18,118 … 受光部 130 … 変位基準エッジ 132 … コンピュータ部 10, 110 ... Measuring machine main body 12, 112 ... Rotating table 14, 114 ... Struts 16, 116 ... Light emitting part 18, 118 ... Light receiving part 130 ... Displacement reference edge 132 ... Computer part
Claims (2)
回転テーブルと、 前記支柱に設けられ、回転テーブルに載置された被測定
物表面の測定点までの距離の測定基準となる測定基準手
段と、 前記測定基準手段から被測定物表面の測定点までの距
離、及び被測定物の径を検出する距離検出手段と、 前記被測定物の回転中心軸との直交面における、前記測
定基準手段から被測定物表面の180度相対する第一測
定点及び第二測定点までのそれぞれの距離、及び該第一
測定点と第二測定点を結んだ被測定物の径の測定値に基
づき、被測定物の回転中心点から前記第一測定点までの
距離Xを、 【数1】X=(R+r180−r0)/2 但し、R:第一測定点と第二測定点を結んだ被測定物の
径 r0:測定基準手段から第一測定点までの距離 r180:測定基準手段から第二測定点までの距離 により演算する距離演算手段と、 前記距離演算手段により得られた被測定物の回転中心点
から被測定物表面までの距離に基づき被測定物の前記直
交面における真円度を演算する真円度演算手段と、 前記真円度演算手段により得られた被測定物の所定箇所
の高さにおける真円度に基づき被測定物の円筒度を演算
する円筒度演算手段と、を備えたことを特徴とする円筒
度測定装置。1. A support column provided upright on a base, a rotary table rotatably provided on the base and on which an object to be measured is mounted, and a support table provided on the support column and mounted on the rotary table. And a measurement reference means serving as a measurement reference of the distance to the measurement point on the surface of the measured object, and a distance detection means for detecting the distance from the measurement reference means to the measurement point on the surface of the measured object and the diameter of the measured object. The respective distances from the measurement reference means to the first measurement point and the second measurement point which are 180 degrees opposite to each other on the surface of the object to be measured in the plane orthogonal to the rotation center axis of the object to be measured, and the first measuring point And the second measurement point, the distance X from the rotation center point of the measurement object to the first measurement point is calculated as follows: X = (R + r 180 −r 0 ) / 2 where R: diameter of the object to be measured connecting the first measurement point and the second measurement point r 0 : measurement base Distance from the quasi-means to the first measurement point r 180 : Distance calculation means for calculating by the distance from the measurement reference means to the second measurement point, and the measured point from the rotation center point of the measured object obtained by the distance calculation means Roundness calculating means for calculating the roundness in the orthogonal surface of the measured object based on the distance to the object surface, and a perfect circle at the height of a predetermined location of the measured object obtained by the roundness calculating means. A cylindricity measuring device comprising: a cylindricity calculating means for calculating the cylindricity of the object to be measured based on the degree.
回転テーブルと、 前記支柱に設けられ、回転テーブルに載置された被測定
物表面の測定点までの距離の測定基準となる測定基準手
段と、を有する真円度測定装置において、 前記測定基準手段から被測定物表面の測定点までの距
離、及び被測定物の径を検出する距離検出工程と、 前記被測定物の回転中心軸との直交面における、前記測
定基準手段から被測定物表面の180度相対する第一測
定点及び第二測定点までのそれぞれの距離、及び該第一
測定点と第二測定点を結んだ被測定物の径の測定値に基
づき被測定物の回転中心点から前記第一測定点までの距
離Xを、 【数2】X=(R+r180−r0)/2 但し、R:第一測定点と第二測定点を結んだ被測定物の
径 r0:測定基準手段から第一測定点までの距離 r180:測定基準手段から第二測定点までの距離 により演算する距離演算工程と、 前記距離演算工程により得られた被測定物の回転中心点
から被測定物表面までの距離に基づき被測定物の前記直
交面における真円度を演算する真円度演算工程と、 前記真円度演算工程により得られた被測定物の所定箇所
の高さにおける真円度に基づき被測定物の円筒度を演算
する円筒度演算工程と、を備えたことを特徴とする円筒
度測定方法。2. A support column provided upright on a base, a rotary table rotatably provided on the base and on which an object to be measured is mounted, and a support table provided on the support column and mounted on the rotary table. In the roundness measuring device having a measurement reference unit serving as a measurement reference of the distance to the measurement point on the surface of the object to be measured, the distance from the measurement reference unit to the measurement point on the surface of the object to be measured, and the object to be measured. A distance detection step of detecting the diameter of the measurement object, and a first measurement point and a second measurement point that are 180 degrees opposite to each other on the surface of the measurement object from the measurement reference means on a plane orthogonal to the rotation center axis of the measurement object. And the distance X from the rotation center point of the measured object to the first measured point based on the measured value of the diameter of the measured object connecting the first measurement point and the second measurement point, X = (R + r 180 -r 0) / 2 where, R: a first measurement point and the second measurement point Diameter r 0 of the object I: distance r 180 from metric means to the first measurement point: the distance calculation step of calculating the distance from the metric unit to the second measuring point, obtained by said distance calculation step The roundness calculating step of calculating the roundness of the DUT on the orthogonal plane based on the distance from the rotation center point of the DUT to the surface of the DUT, and the roundness calculating step obtained by the roundness calculating step. And a cylindricity calculating step for calculating the cylindricity of the object to be measured based on the circularity at the height of a predetermined location of the object to be measured.
Priority Applications (1)
| Application Number | Priority Date | Filing Date | Title |
|---|---|---|---|
| JP1823593A JP2754128B2 (en) | 1993-01-08 | 1993-01-08 | Cylindricity measuring device and measuring method |
Applications Claiming Priority (1)
| Application Number | Priority Date | Filing Date | Title |
|---|---|---|---|
| JP1823593A JP2754128B2 (en) | 1993-01-08 | 1993-01-08 | Cylindricity measuring device and measuring method |
Publications (2)
| Publication Number | Publication Date |
|---|---|
| JPH06201375A true JPH06201375A (en) | 1994-07-19 |
| JP2754128B2 JP2754128B2 (en) | 1998-05-20 |
Family
ID=11966016
Family Applications (1)
| Application Number | Title | Priority Date | Filing Date |
|---|---|---|---|
| JP1823593A Expired - Fee Related JP2754128B2 (en) | 1993-01-08 | 1993-01-08 | Cylindricity measuring device and measuring method |
Country Status (1)
| Country | Link |
|---|---|
| JP (1) | JP2754128B2 (en) |
Cited By (4)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| US7328125B2 (en) | 2004-09-01 | 2008-02-05 | Canon Kabushiki Kaisha | Measuring method of cylindrical body |
| CN105588517A (en) * | 2016-02-26 | 2016-05-18 | 浙江工业大学 | Flange diameter measuring device based on machine vision |
| CN106289027A (en) * | 2015-06-24 | 2017-01-04 | 智泰科技股份有限公司 | Roundness measuring device and roundness measuring method |
| CN115615381A (en) * | 2022-09-19 | 2023-01-17 | 东方电气(广州)重型机器有限公司 | Horizontal measuring device and correcting method for cylindricity of hoop tool |
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| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| JPH048296U (en) * | 1990-05-08 | 1992-01-24 | ||
| JPH0536538A (en) * | 1991-07-31 | 1993-02-12 | Sony Corp | Line filter transformer |
| JPH06168631A (en) * | 1992-11-30 | 1994-06-14 | Hitachi Cable Ltd | Litz wire for high frequency transformer and double braided litz wire and manufacture thereof |
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1993
- 1993-01-08 JP JP1823593A patent/JP2754128B2/en not_active Expired - Fee Related
Patent Citations (3)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| JPH048296U (en) * | 1990-05-08 | 1992-01-24 | ||
| JPH0536538A (en) * | 1991-07-31 | 1993-02-12 | Sony Corp | Line filter transformer |
| JPH06168631A (en) * | 1992-11-30 | 1994-06-14 | Hitachi Cable Ltd | Litz wire for high frequency transformer and double braided litz wire and manufacture thereof |
Cited By (4)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| US7328125B2 (en) | 2004-09-01 | 2008-02-05 | Canon Kabushiki Kaisha | Measuring method of cylindrical body |
| CN106289027A (en) * | 2015-06-24 | 2017-01-04 | 智泰科技股份有限公司 | Roundness measuring device and roundness measuring method |
| CN105588517A (en) * | 2016-02-26 | 2016-05-18 | 浙江工业大学 | Flange diameter measuring device based on machine vision |
| CN115615381A (en) * | 2022-09-19 | 2023-01-17 | 东方电气(广州)重型机器有限公司 | Horizontal measuring device and correcting method for cylindricity of hoop tool |
Also Published As
| Publication number | Publication date |
|---|---|
| JP2754128B2 (en) | 1998-05-20 |
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