KR101777026B1 - Apparatus and method for integrated measuring of satellite alignment - Google Patents

Abstract

An apparatus for integrally measuring alignment of a satellite is provided. The apparatus includes: a measurement unit for measuring a position of a first reflector and a second reflector attached to a measurement target using a laser tracker; and a measurement unit for measuring a position of the first reflector and the second reflector, And an arithmetic unit for calculating a directionality of the first and second reflectors and a first coordinate system based on the calculated directionality.

Description

[0001] APPARATUS AND METHOD FOR INTEGRATED MEASURING OF SATELLITE ALIGNMENT [0002]

The present invention relates to a technique for integrally performing alignment measurement of a satellites. More particularly, the present invention relates to a technique for measuring and correcting alignment of various sensors, a propulsion system, and attitude control components mounted on a large- And a measuring coordinate system by means of a laser tracker.

Precision measurement equipment such as theodolite measure system, laser tracker, photogrammetry system, etc., are required for precise measurement such as precision assembly of satellites or fabrication of large structures. . Theodolite reflects the light source on the mirror's surface and measures its normal vector. In the theodolite measurement system, distance information between a plurality of theodolites and the horizontal angle And the three-dimensional coordinate information of the target is obtained by measuring the vertical angle. In addition, the laser tracker is a device for measuring three-dimensional position information of a measurement object by receiving a beam reflected from a tooling ball attached to a measurement object by a beam emitted from the laser tracker. These measurement devices are selectively used depending on the characteristics or purpose of the measurement object, or are integrally operated in combination.

When measuring the alignment of satellites, various sensors, thrusters, solar panels, etc. should be arranged in a single satellite coordinate system. In addition to the theodolite for measuring the three-dimensional direction vector, a laser tracker for measuring three- There is also a case where sorting is carried out using. In this case, the measurement coordinate system of the two measuring devices is not the same, and an alignment error may occur. Therefore, in order to increase the accuracy of the satellite alignment measurement and correction process, a technique for integrating coordinate systems measured in different measurement equipment is required.

According to one aspect, there is provided an apparatus for integrally measuring alignment of a satellite. The apparatus includes: a measurement unit for measuring a position of a first reflector and a second reflector attached to a measurement target using a laser tracker; and a measurement unit for measuring a position of the first reflector and the second reflector, And an arithmetic unit for calculating a directionality of the first and second reflectors and a first coordinate system based on the calculated directionality.

According to an embodiment, the measuring unit may measure a path through which the light beam emitted from the laser tracker reaches the first reflector and the second reflector, respectively.

More specifically, the measurement unit may include: a first straight path in which the light beam directly reaches the first reflector, and a second straight line that is reflected by the first surface of the plurality of reflection planes of the mirror cube to reach the first reflector, And measures a second straight path in which the light beam directly reaches the second reflector and a second reflector path reflected by the second one of the plurality of reflectors to reach the second reflector.

According to one embodiment, the arithmetic section calculates a first normal vector for the first surface of the first reflector using the first rectilinear path and the first reflector path, The second normal vector for the second surface of the second reflector can be calculated using the second reflector path.

In addition, the operation unit may generate the first coordinate system using a cross product calculation result of the first normal vector and the second normal vector.

At this time, the mirror cube may be arranged such that the first surface and the second surface are perpendicular to each other, and the angle between the laser tracker and the first surface and the second surface is 45 degrees.

According to one embodiment, the apparatus may further include: a processing unit for generating a third coordinate system by axis-transforming the first coordinate system based on a second coordinate system measured in advance by theodolite.

The apparatus may further comprise: a preprocessing unit for calculating a directionality from the reference theodolite and the moving theodolite to a plurality of reflecting surfaces of the mirror cube, and generating a second coordinate system based on the calculated directionality have.

According to another aspect, a method of integrally measuring alignment of a satellite is provided. The method includes the steps of: measuring the position of a first reflector and a second reflector attached to a measurement object using a laser tracker; and measuring the position of the first reflector and the second reflector on the plurality of reflectors included in the mirror cube, Calculating a directionality of the first reflector and the second reflector, and generating a first coordinate system based on the calculated directionality.

According to one embodiment, the first measurement data may comprise a plurality of two-dimensional photographs obtained by photographing the at least one first target at a plurality of different angles.

According to one embodiment, measuring the positions of the first and second reflectors may include: measuring a path through which the light beam emitted from the laser tracker reaches the first reflector and the second reflector, respectively.

More specifically, the step of measuring the positions of the first and second reflectors may include: a first straight path in which the light beam directly reaches the first reflector, and a second straight path through which the first straight line passes through the first one of the plurality of reflecting surfaces of the mirror cube Measuring a first reflector path that is reflected and reaches the first reflector, and a second straight path in which the light ray reaches the second reflector directly, and a second straight path that is reflected by the second one of the plurality of reflectors, And measuring a second reflector path reaching the second reflector.

At this time, the mirror cube is arranged such that the first surface and the second surface are perpendicular to each other, and the angle between the laser tracker and the first surface and the second surface is 45 degrees.

According to one embodiment, the step of generating the first coordinate system includes: calculating a first normal vector for the first surface of the first reflector using the first straight path and the first reflector path, And calculating a second normal vector for the second surface of the second reflector using the second straight path and the second reflector path.

In addition, the step of generating the first coordinate system may include: generating the first coordinate system using a cross product calculation result of the first normal vector and the second normal vector.

According to one embodiment, the method may further comprise: generating a third coordinate system by axis-transforming the first coordinate system based on a second coordinate system previously measured by theodolite.

The method may further comprise: calculating a directionality from the reference theodolite and the moving theodolite to a plurality of reflective surfaces of the mirror cube, and creating a second coordinate system based on the calculated directionality have.

1 is a block diagram showing an apparatus for measuring an integrated satellite alignment according to an embodiment.
2 is a view for explaining a process of measuring a direction vector of a mirror cube using a laser tracker.
3 is a view illustrating a process of measuring a direction vector of a plurality of reflection surfaces of a mirror cube using a laser tracker according to an exemplary embodiment of the present invention.
FIG. 4 is a diagram illustrating a process of measuring a direction vector for a mirror cube using theodolite according to an embodiment.
5 is a flow chart showing a method for integrating satellite alignment in accordance with an embodiment.

It is to be understood that the specific structural or functional descriptions of embodiments of the present invention disclosed herein are presented for the purpose of describing embodiments only in accordance with the concepts of the present invention, May be embodied in various forms and are not limited to the embodiments described herein.

Embodiments in accordance with the concepts of the present invention are capable of various modifications and may take various forms, so that the embodiments are illustrated in the drawings and described in detail herein. However, it is not intended to limit the embodiments according to the concepts of the present invention to the specific disclosure forms, but includes changes, equivalents, or alternatives falling within the spirit and scope of the present invention.

The terms first, second, or the like may be used to describe various elements, but the elements should not be limited by the terms. The terms may be named for the purpose of distinguishing one element from another, for example without departing from the scope of the right according to the concept of the present invention, the first element being referred to as the second element, Similarly, the second component may also be referred to as the first component.

It is to be understood that when an element is referred to as being "connected" or "connected" to another element, it may be directly connected or connected to the other element, . On the other hand, when an element is referred to as being "directly connected" or "directly connected" to another element, it should be understood that there are no other elements in between. Expressions that describe the relationship between components, for example, "between" and "immediately" or "directly adjacent to" should be interpreted as well.

The terminology used herein is for the purpose of describing particular embodiments only and is not intended to be limiting of the invention. The singular expressions include plural expressions unless the context clearly dictates otherwise. In this specification, the terms "comprises ", or" having ", and the like, are used to specify one or more of the features, numbers, steps, operations, elements, But do not preclude the presence or addition of steps, operations, elements, parts, or combinations thereof.

Unless defined otherwise, all terms used herein, including technical or scientific terms, have the same meaning as commonly understood by one of ordinary skill in the art to which this invention belongs. Terms such as those defined in commonly used dictionaries are to be interpreted as having a meaning consistent with the meaning of the context in the relevant art and, unless explicitly defined herein, are to be interpreted as ideal or overly formal Do not.

Hereinafter, embodiments will be described in detail with reference to the accompanying drawings. However, the scope of the patent application is not limited or limited by these embodiments. Like reference symbols in the drawings denote like elements.

FIG. 1 is a block diagram showing an apparatus 100 for measuring an integrated satellite alignment according to an embodiment.

The satellite-alignment-integrated measuring apparatus 100 is a means for measuring the alignment of various sensors and components mounted on a satellite using a laser tracker. The satellite-alignment-measuring apparatus 100 relatively easily and stably measures three- Obtain the location information. In addition, in the case of using the laser tracker measurement method and the theodolite measurement method in the course of performing the satellite alignment, in order to reduce the alignment error which occurs because the measurement coordinate system in the two measurement methods is not the same, Into the same coordinate system. The satellite-alignment-integrated measuring apparatus 100 may include a measuring unit 110, an arithmetic unit 120, a processing unit 130, and a preprocessing unit (not shown). However, the processing unit 130 and the preprocessing unit are optional. In some embodiments, the processing unit 130 and the preprocessing unit may be omitted.

First, the measuring unit 110 may measure the positions of the first and second reflectors attached to the object using a laser tracker. The measurement unit 110 measures a path through which the light beam emitted from the laser tracker reaches the first reflector and the second reflector, respectively. For example, the measuring unit 110 may reflect a first straight path through which the light beam directly reaches the first reflector and a first one of a plurality of reflecting surfaces of the mirror cube, 1 Measure the first reflector path that reaches the reflector. Here, the first straight path means a path through which the light beam reaches the first reflector directly from the laser tracker without passing through the first surface, and the first reflector causes the light beam to pass through the first surface And then reaches the first reflector after being reflected. Likewise, the measuring unit 110 reflects, with respect to the second reflector, a second straight path through which the ray directly reaches the second reflector and a second one of the plurality of reflectors of the mirror cube, 2 Measure the second reflector path that reaches the reflector. Here, the second linear path is a path through which the light beam reaches the second reflector directly from the laser tracker without passing through the second surface, and the second reflector passes through the second straight line after the light beam is reflected on the second surface And reaches the second reflector. Wherein the mirror cube is an object having a cubic shape having a plurality of reflection surfaces, the first surface and the second surface being perpendicular to each other so as to minimize a measurement error of the laser tracker, and the laser tracker and the first surface And the angle between the first surface and the second surface is 45 degrees.

The calculation unit 120 may calculate the first reflector and the second reflector for the plurality of reflective surfaces included in the mirror cube and generate the first coordinate system based on the calculated directionality. The calculation unit 120 calculates a first normal direction vector for the first surface of the first reflector using the first straight path and the first reflector path measured through the measurement unit 110. [ The calculating unit 120 calculates a second normal direction vector for the second surface of the second reflector using the second straight path and the second reflector measured by the measuring unit 110 . The first normal direction vector and the second normal direction vector are used for quaternion correction of the measurement object and coordinate system generation for the mirror cube.

In addition, the operation unit 120 may calculate one vector through a cross product of the first normal direction vector and the second normal direction vector, and generate a first coordinate system using the calculated vector have.

On the other hand, the pre-processing unit (not shown) can calculate the second coordinate system for the measurement object in advance using theodolite. The preprocessing unit calculates a directionality from a reference theodolite and a moving theodolite to a plurality of reflecting surfaces of the mirror cube, and generates a second coordinate system based on the calculated directionality.

The processing unit 130 can generate a third coordinate system by axis-transforming the first coordinate system based on the second coordinate system previously measured by theodolite. Since the first coordinate system and the second coordinate system are coordinate systems generated on the basis of the directionality calculated in the laser tracker and theodolite for the same mirror cube, the processing unit 130 calculates the distance between the first coordinate system and the second coordinate system And then generates the third coordinate system based on the calculated axial transformation relation. In addition, the processing unit 130 can collectively manage the measurement result of the laser tracker coordinate system and the measurement result of the theodolite coordinate system by determining the measurement origin as the satellite body reference point.

The satellite alignment measuring apparatus 100 integrates the coordinate systems generated by the two measuring methods in the same coordinate system in the process of using the measuring system of the laser tracker and the theodolite measuring system so that the measurement coordinate system of the two measuring systems is the same It is possible to reduce the alignment error that occurs due to the unevenness of the satellites.

2 is a view for explaining a process of measuring a direction vector of a mirror cube using a laser tracker.

In general, it is difficult to directly measure the direction of a mirror cube with a laser tracker in the process of generating a coordinate axis with a laser tracker for a mirror cube used in the theodolite measurement method. Therefore, instead of directly measuring the direction vector of the mirror cube with the laser tracker, a method of measuring the vector indirectly with respect to the reflection plane of the mirror cube can be applied.

In FIG. 2, the laser tracker 210 measures the path through which the light reaches the measurement target reflector 230. The path through which the light beam reaches the reflector 230 includes a reflector path reflected by the mirror cube 220 and a straight path directly reaching the mirror cube 220.

The reflector path refers to a path through which the light beam is reflected on one surface of the cubic mirror 220 and then reaches the reflector 230, as shown by 'A' in FIG. When the position of the reflector 230 is measured using the reflector path, a virtual reflector position 231 through which the light passes through the mirror cube 220 is measured.

으로 측정된다.The straight path means a path through which the light beam reaches the reflector 230 directly from the laser tracker without passing through the mirror cube 220, which can be represented as 'B' in FIG. At this time, the position of the reflector 230 and the direction vector of the imaginary reflector position 231 are set to the normal direction vector of the mirror cube 220

.

Meanwhile, in order to generate the measurement coordinate system of the laser tracker, the directionality should be measured on a plurality of surfaces of the mirror cube, which will be described in detail with reference to FIG. 3 below.

3 is a view illustrating a process of measuring a direction vector of a plurality of reflection surfaces of a mirror cube using a laser tracker according to an exemplary embodiment of the present invention.

In FIG. 3, the laser tracker 310 measures a path through which the light reaches the first reflector 330 and the second reflector 340 attached to the object to be measured. The measured path is reflected by the first surface 321 and the second surface 322 of the plurality of reflecting surfaces included in the mirror cube 320 and reflected by the first reflecting surface 330 and the second reflecting surface 322, A first rectilinear path and a second rectilinear path reaching the first reflector 330 and the second reflector 340 directly without passing through the mirror cube 320; 2 linear path.

The first reflector path means a path through which the light beam is reflected by the first surface 321 of the cubic mirror 320 in a cubic shape and then reaches the first reflector 330, Refers to a path through which the light beam reaches the second reflector 340 after being reflected by the second surface 322 of the mirror cube 320. When the positions of the first reflector 330 and the second reflector 340 are respectively measured using the first reflector path and the second reflector path, the light ray passes through the mirror cube 320, The reflector positions 331 and 341 are measured.

으로 측정되고, 상기 제2 반사구(340)의 위치 및 가상의 제2 반사구 위치(341)의 방향벡터가 상기 미러큐브(320)의 제2 노말 방향벡터

로 측정된다.Wherein the first straight path represents a path through which the light beam arrives at the first reflector 330 directly from the laser tracker without passing through the mirror cube 320 and the second straight path passes through the mirror cube 320) and reaches the second reflector 340 immediately. At this time, the position of the first reflector 330 and the direction vector of the imaginary first reflector position 331 are different from the first normal direction vector of the mirror cube 420

And the position of the second reflector 340 and the direction vector of the virtual second reflector position 341 are measured as the second normal direction vector of the mirror cube 320

.

The mirror cube 320 may be configured such that the first surface 321 and the second surface 322 are perpendicular to each other so as to minimize the measurement error of the laser tracker 310, The angle between the second surface 321 and the second surface 322 is 45 degrees.

Thereafter, one vector is calculated as a cross product of the first normal direction vector and the second normal direction vector, and a measurement coordinate system of the laser tracker is generated using the calculated one vector. However, since the measurement coordinate system of the laser tracker does not coincide with the existing theodolite measurement coordinate system, it is necessary to integrate the coordinate systems generated by the two measurement systems into the same coordinate system. To this end, a process of generating a new coordinate system by axis-transforming the measurement coordinate system of the laser tracker on the basis of the theodolite measurement coordinate system is additionally performed. The new coordinate system generated at this time is the same as the above-mentioned theodolite measurement coordinate system. By integrating the measurement result of the laser tracker coordinate system and the measurement result of the theodolite coordinate system, more accurate satellite alignment measurement and correction can be performed.

4 is a diagram illustrating a process of measuring a direction vector for a mirror cube using theodolite according to an embodiment.

More specifically, FIG. 4A shows a perspective view of a satellite alignment measurement apparatus using theodolite, and FIG. 4B shows a plan view of a satellite alignment measurement apparatus using theodolite, respectively.

Theodolite is a device for measuring horizontal and vertical, and measures the center point of a target (facet) installed in advance on a measurement object by using a plurality of theodolites to measure the three-dimensional coordinate value of the measurement point Can be obtained.

4A and 4B, an alignment measurement system using theodolite includes a reference theodolite 410, a plurality of moving theodolites 421, 422, and 423, and a reflector 430. First, the first facet 441 attached to the measurement object and the reference theodolite 410 are automatically collimated to measure data such as angle, rotation angle, and angular velocity of the first facet. At the time of the automatic collimation, the measurement object is rotated in the clockwise direction (R _n ), and the reference theodolite 410 can be performed by adjusting the height of the vertical tooling bar supporting it. Then, the movable theodolites 421, 422, and 423 are moved to the first facet 441 and the second facet 423 attached to the measurement object, respectively, by adjusting the height of the stand that supports the movable theodolites 421, 422, When the automatic ophthalmoscope is automatically collimated with the facet 442, the angle information of each facet is measured and the moving theodolites 421, 422, and 423 on the same straight line through mutual collimation between the moving theodolites 421, 422, ) Are positioned so that the horizontal angle information is shared. The reference theodolite 410 and the reflecting mirror 430 are automatically collimated to measure a reference angle and the reference theodolite 410 and the moving theodolite 421, 422, and 423 are mutually collimated The reference angle information of the reflector 430 is shared. The alignment measurement system using theodolite is installed in the measurement object using data measured and shared through reference theodolite 410, movable theodolites 421, 422, and 423, The directionality of the facets 441 and 442 can be calculated. The directionality and three-dimensional coordinates of the measurement object requiring high-precision measurement can be calculated by repeating the above-described process.

The rotational angle of the object to be measured according to the measurement number of _{R 1, R 2, R 3} , ... R _n are divided into, based Deodorant a horizontal mirror angle calculated automatically collimate the light 410 and the mirror 430 A ₁ , A ₂ , ... A _n , the horizontal angle of the first facet 441 measured by the automatic collimation of the reference theodolite 410 at the nth measurement can be calculated by Equation (1) .

The rotation angle R _n is subtracted from the reference angle information shared through the mutual collimation between the reference theodolite 410 and the moving theodolites 421, 422 and 423, and the moving theodolites 421, 422, 423 are calculated. For example, if the rotational angle of the measurement object is R _n at the n-th measurement and the auto-collimated reference angle between the reference theodolite 410 and the reflector 430 is A _{n -} I, the reference theodolite 410 The angle of mutual collimation with the moving theodolites 421, 422 and 423 is A _{n -} II, the angle between the moving theodolites 421, 422 and 423 and the second facet 442 is Bn_I, The reference angles of the moving theodolites 421, 422 and 423 can be calculated as shown in Equation (2), where Bn_II is the angle at which the mutually collimated beams 421, 422 and 423 are collimated with the reference theodolite 410 have.

Then, the horizontal angle of the second facet 442 measured by the moving theodolites 421, 422, and 423 is calculated through Equation (3).

In the alignment measurement system, it is determined whether or not the alignment measurement value of the measurement object satisfies the design tolerance range through measurement results inputted through the reference theodolite 410, the moving theodolite 421, 422, 423, If the measurement error is out of the allowable error range, the process of repositioning the alignment is repeated after changing the position of the measurement target of the satellites through the coordinate conversion of the alignment measurement value, so that the satellite alignment measurement value is corrected can do.

The reference Theodolite 410 and the moving theodolites 421, 422 and 423 automatically collimate the facet 441 and 442 attached to the measurement object to obtain a polar coordinate value for the vertical vector of the facet, To obtain a unit vector value for the vertical vector. The measured values (horizontal angle (AH) and vertical angle (AV)) of the reference theodolite 410 and the moving theodolites 421, 422 and 423 are subjected to coordinate transformation through the following expression (4) Dimensional coordinates (x, y, z) can be calculated.

As described above, the alignment measurement system using theodolite can calculate the directionality of the sensors and equipment installed in the measurement object (satellites). In this process, a plurality of theodolites can be mutually collimated and at the same time, The measurement time can be shortened.

5 is a flowchart showing a method of integrating satellite alignment in one embodiment.

The satellite alignment integration measurement device acquires three-dimensional position information of a measurement object by using a laser tracker, and in a process of using a laser tracker measurement method and a theodolite measurement method, And integrating the generated coordinate systems into the same coordinate system.

In step 510, the measurement unit of the satellite alignment integration measuring apparatus can measure the positions of the first reflector and the second reflector attached to the measurement object using the laser tracker. In step 510, the measurement unit measures a path through which the light beam emitted from the laser tracker reaches the first reflector and the second reflector, respectively. For example, the measuring unit may be configured such that the measurement unit reflects, with respect to the first reflector, a first straight path through which the light ray directly reaches the first reflector and a first straight line of the plurality of reflector planes of the mirror cube, The first reflector path is measured. Here, the first straight path means a path through which the light beam reaches the first reflector directly from the laser tracker without passing through the first surface, and the first reflector causes the light beam to pass through the first surface And then reaches the first reflector after being reflected. In addition, the measurement unit may be configured such that, with respect to the second reflector, the light beam is reflected by the second straight path that directly reaches the second reflector and a second one of the plurality of reflectors of the mirror cube, The second reflector path is measured. Here, the second linear path is a path through which the light beam reaches the second reflector directly from the laser tracker without passing through the second surface, and the second reflector passes through the second straight line after the light beam is reflected on the second surface And reaches the second reflector. At this time, the mirror cube maintains the first surface and the second surface at right angles to each other so that the measurement error of the laser tracker is minimized, and the angle between the laser tracker and the first surface and the second surface Lt; RTI ID = 0.0 > 45.

In operation 520, the calculation unit of the satellite alignment integration measuring apparatus calculates the directionality of the first reflector and the second reflector with respect to a plurality of reflection planes included in the mirror cube, and generates a first coordinate system based on the calculated directionality can do. The operation unit calculates a first normal direction vector for the first surface of the first reflector using the first straight path and the first reflector measured at step 510 and similarly calculates the first normal direction vector for the first surface of the first reflector using the first straight path and the first reflector measured at step 510, And calculates a second normal direction vector with respect to the second surface of the second reflector using the second straight line path and the second reflector path. The first normal direction vector and the second normal direction vector are used for quaternion correction of the measurement object and coordinate system generation for the mirror cube. Further, in step 520, the arithmetic unit calculates one vector through the cross product of the first normal direction vector and the second normal direction vector, and generates a first coordinate system using the calculated vector .

In step 530, the processing unit of the satellite alignment integration measuring apparatus may generate a third coordinate system by axis-transforming the first coordinate system based on the second coordinate system previously measured by theodolite. For this, in step 530, the pre-processing unit of the integrated satellite alignment measuring apparatus can calculate the second coordinate system for the measurement object in advance using theodolite. The preprocessing unit calculates a directionality from a reference theodolite and a moving theodolite to a plurality of reflecting surfaces of the mirror cube, and generates a second coordinate system based on the calculated directionality.

Since the first coordinate system and the second coordinate system are coordinate systems generated based on the directionality calculated respectively in the laser tracker and theodolite with respect to the same mirror cube, in step 530, the processing unit determines the distance between the first coordinate system and the second coordinate system And then the third coordinate system can be generated based on the calculated axial transformation relation. In addition, the processing section can also manage the measurement result of the laser tracker coordinate system and the measurement result of the theodolite coordinate system by integrating and managing the measurement origin as the satellite body reference point.

While the present invention has been particularly shown and described with reference to exemplary embodiments thereof, it is to be understood that the invention is not limited to the disclosed exemplary embodiments. For example, it is to be understood that the techniques described may be performed in a different order than the described methods, and / or that components of the described systems, structures, devices, circuits, Lt; / RTI > or equivalents, even if it is replaced or replaced.

Therefore, other implementations, other embodiments, and equivalents to the claims are also within the scope of the following claims.

Claims (17)

A measuring unit for measuring a position of a first reflector and a second reflector attached to a measurement object using a laser tracker; And
Calculating a directionality of the first reflector and the second reflector with respect to a plurality of reflective surfaces included in a mirror cube and generating a first coordinate system based on the calculated directionality,
/ RTI >
Wherein the measuring unit includes a first straight path in which a ray of light emitted from the laser tracker directly reaches the first reflector, a first straight path that is reflected by a first surface of the plurality of reflecting surfaces of the mirror cube and reaches the first reflector A second straight path in which the light beam directly reaches the second reflector and a second reflector path which is reflected by the second one of the plurality of reflection surfaces of the mirror cube to reach the second reflector, ,
Wherein the mirror cube is arranged so that the first surface and the second surface are perpendicular to each other and the angle between the laser tracker and the first surface and the second surface is 45 degrees.
delete delete The method according to claim 1,
The operation unit,
Calculating a first normal vector for the first surface of the first reflector using the first straight path and the first reflector path,
And calculates a second normal vector for the second surface of the second reflector using the second straight path and the second reflector. 5. The method of claim 4,
The operation unit,
And generates the first coordinate system by using a cross product calculation result of the first normal vector and the second normal vector. delete The method according to claim 1,
Transforming the first coordinate system based on a second coordinate system previously measured by theodolite to generate a third coordinate system,
Further comprising: a satellite-alignment-integrated measuring device. 8. The method of claim 7,
A preprocessing unit for calculating a directionality from a reference theodolite and a moving theodolite to a plurality of reflection planes of the mirror cube and generating a second coordinate system based on the calculated orientation,
Further comprising: a satellite-alignment-integrated measuring device. Measuring a position of a first reflector and a second reflector attached to a measurement object using a laser tracker; And
Calculating a directionality of the first reflector and the second reflector with respect to a plurality of reflection surfaces included in a mirror cube and generating a first coordinate system based on the calculated directionality
/ RTI >
Wherein the step of measuring the positions of the first and second reflectors comprises the steps of: a first straight path through which a ray of light emitted from the laser tracker directly reaches the first reflector; a second straight line passing through the first one of the plurality of reflectors of the mirror cube And a second straight path in which the light beam reaches the second reflector directly and a second straight path that is reflected by the second one of the plurality of reflection surfaces of the mirror cube, 2 < / RTI >
Wherein the mirror cube is arranged so that the first surface and the second surface are perpendicular to each other and the angle between the laser tracker and the first surface and the second surface is 45 degrees.
delete delete delete 10. The method of claim 9,
Wherein the generating the first coordinate system comprises:
Calculating a first normal vector for the first surface of the first reflector using the first straight path and the first reflector path; And
Calculating a second normal vector for the second surface of the second reflector using the second straight path and the second reflector path
The method comprising the steps of: 14. The method of claim 13,
Wherein the generating the first coordinate system comprises:
Wherein the first coordinate system is generated using the cross product calculation result of the first normal vector and the second normal vector. 10. The method of claim 9,
Transforming the first coordinate system based on a second coordinate system previously measured by theodolite to generate a third coordinate system;
Further comprising the steps of: 16. The method of claim 15,
Calculating a directionality from the reference theodolite and the moving theodolite to a plurality of reflective surfaces of the mirror cube and generating a second coordinate system based on the calculated directionality
Further comprising the steps of: delete

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