CN105783816B - The three-coordinate measuring method in automatic identification radius compensation direction - Google Patents
The three-coordinate measuring method in automatic identification radius compensation direction Download PDFInfo
- Publication number
- CN105783816B CN105783816B CN201610334296.XA CN201610334296A CN105783816B CN 105783816 B CN105783816 B CN 105783816B CN 201610334296 A CN201610334296 A CN 201610334296A CN 105783816 B CN105783816 B CN 105783816B
- Authority
- CN
- China
- Prior art keywords
- capacitor plate
- capacitance
- plate
- contact point
- capacitor
- Prior art date
- Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
- Active
Links
Classifications
-
- G—PHYSICS
- G01—MEASURING; TESTING
- G01B—MEASURING LENGTH, THICKNESS OR SIMILAR LINEAR DIMENSIONS; MEASURING ANGLES; MEASURING AREAS; MEASURING IRREGULARITIES OF SURFACES OR CONTOURS
- G01B21/00—Measuring arrangements or details thereof, where the measuring technique is not covered by the other groups of this subclass, unspecified or not relevant
Landscapes
- Physics & Mathematics (AREA)
- General Physics & Mathematics (AREA)
- Measurement Of Length, Angles, Or The Like Using Electric Or Magnetic Means (AREA)
Abstract
本发明公开了自动识别半径补偿方向的三坐标测量方法。现有半径补偿方法都需要大量计算。本发明的具体步骤:在测头上用微阵列方式均匀布满面积极小的电容极板,单个极板的形状为正三角形或正方形;对测头上的电容极板阵列施加激励信号,当测头靠近金属被测物件时,金属被测物件与有正对面积的电容极板形成一对平板电容器,产生电容,同时不同大小的正对面积会产生不同大小的电容,根据产生电容的极板和产生电容的大小就可以计算出接触点所在位置,进而自动识别半径补偿方向。本发明在精度要求不高时,直接取输出电容值最大的电容极板作为接触点进行半径补偿,不需要计算;在精度要求较高时,通过计算反推接触点的精确位置。
The invention discloses a three-coordinate measuring method for automatically identifying the radius compensation direction. Existing radius compensation methods require a lot of calculation. Concrete steps of the present invention: use the microarray mode on the measuring head to uniformly cover the capacitor plates with a small surface area, and the shape of a single plate is an equilateral triangle or a square; apply an excitation signal to the capacitor plate array on the measuring head, when When the probe is close to the metal object to be tested, the metal object to be tested and the capacitor plate with the facing area form a pair of flat capacitors to generate capacitance. At the same time, different sizes of the facing area will generate different sizes of capacitance. The size of the plate and the generated capacitance can calculate the position of the contact point, and then automatically identify the direction of radius compensation. When the accuracy requirement is not high, the present invention directly takes the capacitor plate with the largest output capacitance value as the contact point for radius compensation without calculation; when the accuracy requirement is high, the precise position of the contact point is deduced through calculation.
Description
技术领域technical field
本发明属于三坐标测量机技术领域,具体涉及一种用微阵列方式布满电容极板的三坐标测量机半径补偿测量方法,可自动识别半径补偿法线方向。The invention belongs to the technical field of three-coordinate measuring machines, and in particular relates to a radius compensation measuring method of a three-coordinate measuring machine covered with capacitor plates in a microarray mode, which can automatically identify the normal direction of radius compensation.
背景技术Background technique
三坐标测量机广泛用于机械、电子、汽车和航空航天等领域复杂零件几何质量检测,涉及的检测内容包括零件的尺寸、形状及相互位置关系。由于具有通用性强、测量范围大、精度高、效率高、性能好、能与柔性制造系统相连接,已被称为复杂零件的“测量中心”。其测量原理是,首先将各种几何元素的测量转化为这些几何元素上一些点集坐标位置的测量。在测得这些点的坐标位置后,再由算法软件按一定的评定准则计算出要求的几何元素尺寸、形状、相对位置等。Three-coordinate measuring machines are widely used in the geometric quality inspection of complex parts in the fields of machinery, electronics, automobiles and aerospace. The inspection content involved includes the size, shape and mutual positional relationship of parts. Because of its strong versatility, large measurement range, high precision, high efficiency, good performance, and the ability to connect with flexible manufacturing systems, it has been called the "measurement center" for complex parts. Its measurement principle is to convert the measurement of various geometric elements into the measurement of the coordinate positions of some point sets on these geometric elements. After the coordinate positions of these points are measured, the algorithm software calculates the required geometric element size, shape, relative position, etc. according to certain evaluation criteria.
三坐标测量机的精度与效率(测量速度)主要取决于机械结构、控制系统、测头和软件系统等。当三坐标测量机采用接触式测头进行测量操作时,因为球形测头存在一定的半径,测头球心的轨迹和被测物件的实际轮廓是不一致的,需要在测量结果的基础上进行半径补偿。但是,测头与被测物的接触点对于测量机算法软件来说是未知的,如果不能较准确地获知接触点,便会产生半径补偿误差,影响测量精度。The accuracy and efficiency (measuring speed) of the three-coordinate measuring machine mainly depend on the mechanical structure, control system, probe and software system. When the three-coordinate measuring machine uses a contact probe to perform measurement operations, because the spherical probe has a certain radius, the trajectory of the center of the probe and the actual contour of the object to be measured are inconsistent, and the radius needs to be determined on the basis of the measurement results. compensate. However, the contact point between the probe and the measured object is unknown to the algorithm software of the measuring machine. If the contact point cannot be obtained accurately, a radius compensation error will occur, which will affect the measurement accuracy.
现有的半径补偿方法大致可以分为二维补偿法和三维补偿法。因为二维补偿法处理简单,处理速度快,所以目前被广泛的使用,二维补偿法的代表方法是三点共圆法。不过二维补偿法在测量不规则曲面时会产生比较大的误差,所以在二维补偿法的基础上,国内外学者针对曲面在测量点处的法矢提出了三维补偿法,主要的代表方法有平面法、矢量的反复迭代法和直接测量法等等。不过无论是二维补偿法还是三维补偿法,在使用时都需要大量的计算,得到三坐标测量机的测头与被测物件接触点的法线方向。The existing radius compensation methods can be roughly divided into two-dimensional compensation methods and three-dimensional compensation methods. The two-dimensional compensation method is widely used because of its simple processing and fast processing speed. The representative method of the two-dimensional compensation method is the three-point co-circle method. However, the two-dimensional compensation method will produce relatively large errors when measuring irregular surfaces. Therefore, on the basis of the two-dimensional compensation method, scholars at home and abroad have proposed a three-dimensional compensation method for the normal vector of the surface at the measurement point. The main representative method There are plane method, vector iterative method and direct measurement method and so on. However, whether it is a two-dimensional compensation method or a three-dimensional compensation method, a large amount of calculation is required to obtain the normal direction of the contact point between the probe of the three-dimensional coordinate measuring machine and the measured object.
为了解决上述缺陷,H.Aoyama等人针对金属被测物件提出了一种方法,在测头上某一经度上均匀的取四个测量点,当测头与金属被测物件接触时,四个测量点将会被测出不同的电位差,根据四个不同的电位差数值反推出接触点的位置。该测量方法的精度有0.2°,不过该测量方法需要测头与被测物件接触,并且在反推接触点位置时需要进行大量的计算。In order to solve the above-mentioned defects, H.Aoyama et al. proposed a method for the metal measured object, taking four measurement points evenly on a certain longitude on the probe, when the probe is in contact with the metal measured object, the four Different potential differences will be measured at the measuring point, and the position of the contact point will be deduced according to four different potential difference values. The accuracy of this measurement method is 0.2°, but this measurement method requires the probe to be in contact with the object to be measured, and a large number of calculations are required to reverse the position of the contact point.
发明内容Contents of the invention
本发明的目的是针对现有三坐标测量机测头半径补偿方向无法准确获取的不足,对三坐标测量机的测头进行改进,使测头在靠近金属被测物件时就可以知道测头与金属被测物件的接触点的位置,然后对测量结果进行误差补偿。具体来说,就是在测头上用微阵列的方式均匀布满面积极小的电容极板,单个极板的形状为正三角形或正方形。对测头上的电容极板阵列施加激励信号(可参考电容传感器的激励方式),当测头靠近金属被测物件时,金属被测物件与有正对面积的电容极板将会形成一对平板电容器,产生电容,同时不同大小的正对面积会产生不同大小的电容,根据产生电容的极板和产生电容的大小就可以计算出接触点所在位置。The purpose of the present invention is to improve the measuring head of the three-coordinate measuring machine in view of the deficiency that the radius compensation direction of the measuring head of the existing three-coordinate measuring machine cannot be accurately obtained, so that when the measuring head is close to the metal object to be measured, the contact between the measuring head and the metal can be known. The position of the contact point of the measured object, and then perform error compensation on the measurement result. Specifically, microarrays are used to evenly cover the capacitive plates on the measuring head, and the shape of a single plate is an equilateral triangle or square. Apply an excitation signal to the capacitive plate array on the probe (refer to the excitation method of the capacitive sensor), when the probe is close to the metal measured object, the metal measured object and the capacitive plate with a facing area will form a pair Plate capacitors generate capacitance, and different sizes of facing areas will generate different sizes of capacitance. The location of the contact point can be calculated according to the plate that generates the capacitance and the size of the capacitance.
本发明具体步骤如下:Concrete steps of the present invention are as follows:
步骤一、在三坐标测量机的测量头上以阵列方式均匀布满电容极板,并分别记录每个电容极板在测量头上的位置。电容极板形状为正方形或正三角形。Step 1. Spread capacitor plates evenly in an array on the measuring head of the three-coordinate measuring machine, and record the position of each capacitor plate on the measuring head. The capacitor plate is in the shape of a square or an equilateral triangle.
步骤二、电容元件的电容值计算。测量头上每个电容极板与金属被测物件均形成了一个电容元件;将测量头上的电容极板记为G,面积S的取值小于100μm2。将电容极板G投影到过电容极板G且与电容极板G在金属被测物件上的投影处切面平行的面上,形成投影电容极板G′;投影电容极板G′的面积为Scosθ,其中,θ为电容极板G与投影电容极板G′的夹角。根据电容值计算公式可得:其中,d表示投影电容极板G′与电容极板G在金属被测物件上的投影处切面的间隙,ε表示介电常数。Step 2, calculating the capacitance value of the capacitance element. Each capacitive plate on the measuring head and the metal object to be measured form a capacitive element; the capacitive plate on the measuring head is marked as G, and the value of the area S is less than 100μm 2 . Project the capacitive plate G onto the surface of the overcapacitive plate G and parallel to the cut plane of the projection of the capacitive plate G on the metal object to be measured to form a projected capacitive plate G′; the area of the projected capacitive plate G′ is Scosθ, where θ is the angle between the capacitive plate G and the projected capacitive plate G′. According to the capacitance value calculation formula can be obtained: Wherein, d represents the gap between the projected capacitor plate G′ and the projection of the capacitor plate G on the metal object to be measured, and ε represents the dielectric constant.
步骤三、判断测量头与金属被测物件的接触点位置。采用的电容极板为正三角形时,当测量头与金属被测物件接触时,接触点在测量头上的位置将会有三种情况:落在正三角形电容极板的顶点上,落在正三角形电容极板的三角边上,落在正三角形电容极板内。根据电容值的计算公式,通过电容极板的电容输出值分辨这三种位置:若电容极板的电容输出值有六个值相同且都为最大值,则接触点落在正三角形电容极板的顶点上;若电容极板的电容输出值有两个值相同且都为最大值,则接触点落在正三角形电容极板的三角边上;若电容极板的电容输出值只有一个最大值,则接触点落在正三角形电容极板内。电容极板为正方形时,接触点在测量头上的位置也将会有三种情况:落在正方形电容极板的顶点上,落在正方形电容极板的边上,落在正方形电容极板内。根据电容值的计算公式,通过电容极板的电容输出值分辨这三种位置:若电容极板的电容输出值有四个值相同且都为最大值,则接触点落在正方形电容极板的顶点上;若电容极板的电容输出值有两个值相同且都为最大值,则接触点落在正方形电容极板的边上;若电容极板的电容输出值只有一个最大值,则接触点落在正方形电容极板内。这样在电容极板有电容值输出后,根据产生电容的电容极板位置和产生电容的大小就可以对接触点位置进行判断,对于电容极板的电容输出值只有一个最大值的情况可以直接确定接触点的位置,进而自动识别半径补偿方向。Step 3, judging the position of the contact point between the measuring head and the metal object to be measured. When the capacitor plate used is a regular triangle, when the measuring head is in contact with the metal object to be measured, the position of the contact point on the measuring head will have three situations: falling on the apex of the regular triangle capacitor plate, falling on the regular triangle On the triangular edge of the capacitor plate, it falls in the regular triangle capacitor plate. According to the calculation formula of the capacitance value, the three positions are distinguished by the capacitance output value of the capacitor plate: if the capacitance output value of the capacitor plate has six values that are the same and are all the maximum value, then the contact point falls on the equilateral triangle capacitor plate on the vertex; if the capacitor output value of the capacitor plate has two values that are the same and both are the maximum value, then the contact point falls on the triangle edge of the regular triangle capacitor plate; if the capacitor output value of the capacitor plate has only one maximum value , then the contact point falls within the regular triangle capacitor plate. When the capacitor plate is a square, the position of the contact point on the measuring head will also have three situations: falling on the apex of the square capacitor plate, falling on the edge of the square capacitor plate, and falling in the square capacitor plate. According to the calculation formula of the capacitance value, the three positions are distinguished by the capacitance output value of the capacitor plate: if the capacitance output value of the capacitor plate has four values that are the same and are all maximum values, then the contact point falls on the square capacitor plate. on the vertex; if the capacitance output value of the capacitor plate has two values that are the same and both are the maximum value, then the contact point falls on the side of the square capacitor plate; if the capacitance output value of the capacitor plate has only one maximum value, then the contact point The points fall within the square capacitor plates. In this way, after the capacitor plate has a capacitance value output, the position of the contact point can be judged according to the position of the capacitor plate that generates capacitance and the size of the generated capacitance. For the case where the capacitance output value of the capacitor plate has only one maximum value, it can be directly determined. The position of the contact point, and then automatically identify the direction of radius compensation.
对接触点位置进行判断时,不用对每个有电容输出值的电容极板都进行分析,只需要根据电容极板的形状和精度要求,取几个电容输出值较大的电容极板进行分析即可。When judging the position of the contact point, it is not necessary to analyze each capacitor plate with a capacitance output value. It is only necessary to select several capacitor plates with larger capacitance output values for analysis according to the shape and accuracy requirements of the capacitor plate. That's it.
本发明的有益效果是:The beneficial effects of the present invention are:
1、本发明在精度要求不高时,直接取输出电容值最大的电容极板作为接触点进行半径补偿,不需要计算。1. When the accuracy requirement is not high, the present invention directly takes the capacitor plate with the largest output capacitance value as the contact point for radius compensation without calculation.
2、本发明在精度要求较高时,可以通过一些计算来反推出接触点的精确位置,满足高精度的要求。2. When the accuracy requirement is high, the present invention can deduce the precise position of the contact point through some calculations, so as to meet the high precision requirement.
3、本发明只要用微阵列的方式在三坐标测量机的测头上布满面积极小的电容极板即可,不影响现有的三坐标测量机的结构,可实现性强,结构简单。3. The present invention only needs to cover the measuring head of the three-coordinate measuring machine with extremely small capacitive plates in the form of a microarray, without affecting the structure of the existing three-coordinate measuring machine, with strong realizability and simple structure .
附图说明Description of drawings
图1为本发明的测量头上采用阵列的方式布满电容极板的示意图;Fig. 1 adopts the schematic diagram that the mode of array is covered with capacitance plate on the measuring head of the present invention;
图2为本发明中测量头靠近金属被测物件的示意图。Fig. 2 is a schematic diagram of the measuring head approaching the metal object to be measured in the present invention.
图3为本发明的测量头上布满正方形电容极板的局部放大图;Fig. 3 is the local enlargement figure that is covered with square capacitive pole plate on the measurement head of the present invention;
图4为本发明中电容极板与金属被测物件形成电容元件的示意图;Fig. 4 is the schematic diagram that capacitance plate and metal measured object form capacitance element among the present invention;
图5为接触点在测量头上相邻六块正三角形电容极板中的位置分类示意图。Fig. 5 is a schematic diagram showing the position classification of contact points in six adjacent equilateral triangular capacitive plates on the measuring head.
图6为接触点在测量头上相邻四块正方形电容极板中的位置分类示意图。Fig. 6 is a schematic diagram showing the position classification of contact points in four adjacent square capacitor plates on the measuring head.
具体实施方式Detailed ways
下面结合附图及实施例对本发明作进一步说明。The present invention will be further described below in conjunction with the accompanying drawings and embodiments.
自动识别半径补偿方向的三坐标测量方法,具体步骤如下:The three-coordinate measurement method of automatically identifying the direction of radius compensation, the specific steps are as follows:
步骤一、如图1所示,在三坐标测量机的测量头上以阵列方式均匀布满电容极板,并分别记录每个电容极板在测量头上的位置,图1只是示意了球面上的网格划分方式,实际中电容极板面积极小。如图2所示,测量头与金属被测物件靠近。如图3所示,将布满电容极板的测量头的一部分球面进行放大,可以看到电容极板的数目极多而且面积极小,可以被近似看成一个点。图3中的电容极板形状为正方形,也可采用如图1和2所示的正三角形。Step 1. As shown in Figure 1, the measuring head of the CMM is evenly covered with capacitor plates in an array, and the position of each capacitor plate on the measuring head is recorded separately. Figure 1 only shows the spherical surface In practice, the area of the capacitor plate is extremely small. As shown in Figure 2, the measuring head is close to the metal measured object. As shown in Figure 3, zooming in on a part of the spherical surface of the measuring head covered with capacitor plates, it can be seen that the number of capacitor plates is very large and the area is very small, which can be approximated as a point. The shape of the capacitive plate in Fig. 3 is a square, and an equilateral triangle as shown in Figs. 1 and 2 can also be used.
步骤二、如图4所示,电容元件的电容值计算。测量头上每个电容极板与金属被测物件均形成了一个电容元件;将测量头上的电容极板记为G,面积S的取值小于100μm2。将电容极板G投影到过电容极板G且与电容极板G在金属被测物件上的投影(上述已说明电容极板面积极小,可以被近似看成一个点,因此在金属被测物件上的投影也可近似看成一个点)处切面平行的面上,形成投影电容极板G′;投影电容极板G′的面积为Scosθ,其中,θ为电容极板G与投影电容极板G′的夹角。根据电容值计算公式可得:其中,d表示投影电容极板G′与电容极板G在金属被测物件上的投影处切面的间隙,ε表示介电常数。Step 2, as shown in FIG. 4 , the capacitance value of the capacitive element is calculated. Each capacitive plate on the measuring head and the metal object to be measured form a capacitive element; the capacitive plate on the measuring head is marked as G, and the value of the area S is less than 100μm 2 . Project the capacitive plate G onto the overcapacitive plate G and the projection of the capacitive plate G on the metal object to be tested (it has been explained above that the surface of the capacitive plate is very small and can be approximated as a point, so the The projection on the object can also be approximated as a point) on the plane parallel to the cut plane to form the projected capacitor plate G′; the area of the projected capacitor plate G’ is Scos θ, where θ is the capacitor plate G and the projected capacitor plate Angle of plate G'. According to the capacitance value calculation formula can be obtained: Wherein, d represents the gap between the projected capacitor plate G′ and the projection of the capacitor plate G on the metal object to be measured, and ε represents the dielectric constant.
当电容极板在正对金属被测物件的半球上时,离接触点越近的电容极板和金属被测物件之间的距离会越小,且与金属被测物件之间的夹角也越小,所以离接触点越近的电容极板的电容输出值越大。When the capacitor plate is on the hemisphere facing the metal test object, the distance between the capacitor plate and the metal test object closer to the contact point will be smaller, and the angle between the metal test object and the metal test object will be smaller. The smaller, so the capacitance output value of the capacitor plate closer to the contact point is larger.
步骤三、判断测量头与金属被测物件的接触点位置。若采用的电容极板为正三角形,当测量头与金属被测物件接触时,如图5所示,接触点在测量头上的位置将会有三种情况:1、落在正三角形电容极板的顶点上,即接触点A;2、落在正三角形电容极板的三角边上,即接触点B;3、落在正三角形电容极板内,即接触点C。根据电容值的计算公式,通过电容极板的电容输出值分辨这三种位置:若电容极板的电容输出值有六个值相同且都为最大值,则接触点落在正三角形电容极板的顶点上;若电容极板的电容输出值有两个值相同且都为最大值,则接触点落在正三角形电容极板的三角边上;若电容极板的电容输出值只有一个最大值,则接触点落在正三角形电容极板内。对于其它形状的电容极板可以类推。例如,若电容极板为正方形,如图6所示,接触点在测量头上的位置也将会有三种情况:1、落在正方形电容极板的顶点上,即接触点D;落在正方形电容极板的边上,即接触点E;落在正方形电容极板内,即接触点F。根据电容值的计算公式,通过电容极板的电容输出值分辨这三种位置:若电容极板的电容输出值有四个值相同且都为最大值,则接触点落在正方形电容极板的顶点上;若电容极板的电容输出值有两个值相同且都为最大值,则接触点落在正方形电容极板的边上;若电容极板的电容输出值只有一个最大值,则接触点落在正方形电容极板内。这样在电容极板有电容值输出后,根据产生电容的电容极板位置和产生电容的大小就可以对接触点位置进行判断,对于电容极板的电容输出值只有一个最大值的情况可以直接确定接触点的位置,进而自动识别半径补偿方向。Step 3, judging the position of the contact point between the measuring head and the metal object to be measured. If the capacitor plate used is a regular triangle, when the measuring head is in contact with the metal object to be measured, as shown in Figure 5, the position of the contact point on the measuring head will have three situations: 1. Falling on the regular triangle capacitor plate 2. It falls on the triangular edge of the equilateral triangle capacitor plate, namely contact point B; 3. Falls in the equilateral triangle capacitor plate, namely contact point C. According to the calculation formula of the capacitance value, the three positions are distinguished by the capacitance output value of the capacitor plate: if the capacitance output value of the capacitor plate has six values that are the same and are all the maximum value, then the contact point falls on the equilateral triangle capacitor plate on the vertex; if the capacitor output value of the capacitor plate has two values that are the same and both are the maximum value, then the contact point falls on the triangle edge of the regular triangle capacitor plate; if the capacitor output value of the capacitor plate has only one maximum value , then the contact point falls within the regular triangle capacitor plate. It can be analogized for capacitor plates of other shapes. For example, if the capacitor plate is a square, as shown in Figure 6, the position of the contact point on the measuring head will also have three situations: 1. Fall on the apex of the square capacitor plate, that is, contact point D; fall on the square On the edge of the capacitor plate, that is, the contact point E; falls in the square capacitor plate, that is, the contact point F. According to the calculation formula of the capacitance value, the three positions are distinguished by the capacitance output value of the capacitor plate: if the capacitance output value of the capacitor plate has four values that are the same and are all maximum values, then the contact point falls on the square capacitor plate. on the vertex; if the capacitance output value of the capacitor plate has two values that are the same and both are the maximum value, then the contact point falls on the side of the square capacitor plate; if the capacitance output value of the capacitor plate has only one maximum value, then the contact point The points fall within the square capacitor plates. In this way, after the capacitor plate has a capacitance value output, the position of the contact point can be judged according to the position of the capacitor plate that generates capacitance and the size of the generated capacitance. For the case where the capacitance output value of the capacitor plate has only one maximum value, it can be directly determined. The position of the contact point, and then automatically identify the direction of radius compensation.
为了分析的方便,在对接触点位置进行反推的时候,不用对每个有电容输出值的电容极板都进行分析,只需要根据电容极板的形状和精度要求,取几个电容输出值较大的电容极板进行分析即可。如果需要更高的精度,则输出电容值最大的电容极板周围的电容极板输出的电容值可以用来精确地反推出接触点的具体位置。减小电容极板的面积,增加电容极板的数量也可以用来提高测量精度。For the convenience of analysis, when inverting the position of the contact point, it is not necessary to analyze each capacitor plate with capacitance output value, only need to take several capacitor output values according to the shape and accuracy requirements of the capacitor plate Larger capacitive plates can be analyzed. If higher accuracy is required, the capacitance values output by the capacitor plates around the capacitor plate with the largest output capacitance value can be used to accurately deduce the specific position of the contact point. Reducing the area of the capacitive plates and increasing the number of capacitive plates can also be used to improve measurement accuracy.
Claims (2)
Priority Applications (1)
| Application Number | Priority Date | Filing Date | Title |
|---|---|---|---|
| CN201610334296.XA CN105783816B (en) | 2016-05-19 | 2016-05-19 | The three-coordinate measuring method in automatic identification radius compensation direction |
Applications Claiming Priority (1)
| Application Number | Priority Date | Filing Date | Title |
|---|---|---|---|
| CN201610334296.XA CN105783816B (en) | 2016-05-19 | 2016-05-19 | The three-coordinate measuring method in automatic identification radius compensation direction |
Publications (2)
| Publication Number | Publication Date |
|---|---|
| CN105783816A CN105783816A (en) | 2016-07-20 |
| CN105783816B true CN105783816B (en) | 2018-08-10 |
Family
ID=56380101
Family Applications (1)
| Application Number | Title | Priority Date | Filing Date |
|---|---|---|---|
| CN201610334296.XA Active CN105783816B (en) | 2016-05-19 | 2016-05-19 | The three-coordinate measuring method in automatic identification radius compensation direction |
Country Status (1)
| Country | Link |
|---|---|
| CN (1) | CN105783816B (en) |
Citations (5)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| CN2121676U (en) * | 1992-01-03 | 1992-11-11 | 天津大学 | Three dimensional capacitor test tip for measure three coordinate measuring machine error |
| JPH07260471A (en) * | 1994-03-16 | 1995-10-13 | Nikon Corp | Surface shape measuring device |
| CN1540280A (en) * | 2003-10-31 | 2004-10-27 | 哈尔滨工业大学 | A precision coordinate measuring method and device thereof |
| CN101424506A (en) * | 2008-10-17 | 2009-05-06 | 红塔烟草(集团)有限责任公司 | Method for precisely measuring points on space curved surface and space curved surface by using coordinate of sphere center of measuring needle |
| CN101750043A (en) * | 2008-11-28 | 2010-06-23 | 红塔烟草(集团)有限责任公司 | Method for measuring 3D profile surface by trigger measuring head on measuring machine |
-
2016
- 2016-05-19 CN CN201610334296.XA patent/CN105783816B/en active Active
Patent Citations (5)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| CN2121676U (en) * | 1992-01-03 | 1992-11-11 | 天津大学 | Three dimensional capacitor test tip for measure three coordinate measuring machine error |
| JPH07260471A (en) * | 1994-03-16 | 1995-10-13 | Nikon Corp | Surface shape measuring device |
| CN1540280A (en) * | 2003-10-31 | 2004-10-27 | 哈尔滨工业大学 | A precision coordinate measuring method and device thereof |
| CN101424506A (en) * | 2008-10-17 | 2009-05-06 | 红塔烟草(集团)有限责任公司 | Method for precisely measuring points on space curved surface and space curved surface by using coordinate of sphere center of measuring needle |
| CN101750043A (en) * | 2008-11-28 | 2010-06-23 | 红塔烟草(集团)有限责任公司 | Method for measuring 3D profile surface by trigger measuring head on measuring machine |
Also Published As
| Publication number | Publication date |
|---|---|
| CN105783816A (en) | 2016-07-20 |
Similar Documents
| Publication | Publication Date | Title |
|---|---|---|
| CN105066915B (en) | On-machine detection device and detection method for mold surface processing error and surface roughness | |
| CN103433810B (en) | Complicated curve surface normal vector on-machine detection device and method | |
| CN109032069B (en) | A method for calculating spherical center coordinates of non-contact R-test measuring instrument using eddy current displacement sensor | |
| CN109032070B (en) | A non-contact R-test measuring instrument calibration method using eddy current displacement sensor | |
| CN103256916B (en) | Evaluation method of part flatness error based on minimum area | |
| CN102001024A (en) | Measuring method for in-site measurement of free-form curved surface based on machining machine tool | |
| CN111540001B (en) | Method for detecting the axial direction of air film holes in aero-engine turbine blades | |
| CN102818523B (en) | Vision measurement method and measurement system of small workpiece | |
| CN103278126B (en) | A kind of sphericity error assessment method for part based on Minimum Area | |
| CN107414602B (en) | Calibration device and calibration method for trigger type measurement system of vertical machining center | |
| CN102589429A (en) | On-line engine cylinder hexahedral hole set position error detecting method | |
| CN106643613A (en) | Position error calibration method for on-line measurement of aspheric surface | |
| CN115578429B (en) | Mold online precision detection method based on point cloud data | |
| CN103292773B (en) | A kind of symmetry error evaluation method based on Minimum Area | |
| CN103294920B (en) | A kind of part Cylindricity error evaluation based on Minimum Area | |
| CN107990856B (en) | Spatial position error detection method for over-range workpiece | |
| CN103017701B (en) | A kind of relative position relation three-coordinate measuring method and device | |
| CN115597524A (en) | Hole axis perpendicularity error measuring method, device and equipment | |
| CN103292769B (en) | A kind of plane inclination error detection method based on Minimum Area | |
| CN113063353B (en) | Coordinate system establishment method, detection device, detection equipment and storage medium | |
| CN105627935A (en) | Product material thickness three-dimensional analysis system and method | |
| CN115615350A (en) | Detection method and system thereof | |
| CN104215171A (en) | Noncontact laser ray measuring method for internal threads | |
| CN205785048U (en) | Automatically the three coordinate measuring machine special plug gauge in radius compensation direction is identified | |
| CN204301670U (en) | Adjustable air throttle board plane degree measuring instrument |
Legal Events
| Date | Code | Title | Description |
|---|---|---|---|
| C06 | Publication | ||
| PB01 | Publication | ||
| C10 | Entry into substantive examination | ||
| SE01 | Entry into force of request for substantive examination | ||
| GR01 | Patent grant | ||
| GR01 | Patent grant | ||
| EE01 | Entry into force of recordation of patent licensing contract |
Application publication date: 20160720 Assignee: HANGZHOU ZHONG CE TECHNOLOGY Co.,Ltd. Assignor: HANGZHOU DIANZI University Contract record no.: X2020330000121 Denomination of invention: Three coordinate measurement method for automatically identifying radius compensation direction Granted publication date: 20180810 License type: Common License Record date: 20201224 |
|
| EE01 | Entry into force of recordation of patent licensing contract |