PROCESS AND ARRANGEMENT FOR DETERMINING THE POSITION OF A MEASURING POINT IN GEOMETRICAL SPACE

• US 20130113897A1
• Filed: 07/31/2012
• Published: 05/09/2013
• Est. Priority Date: 09/25/2011
• Status: Abandoned Application

• Current Assignee: Robin Pagan, Zdenko Kurtovic
• Original Assignee: Robin Pagan, Zdenko Kurtovic
• Inventors: PAGAN, ROBIN, KURTOVIC, ZDENKO
• Application Number:
  US13/563,600
• Publication Number:
  US 20130113897A1
• Time in Patent Office: Days
• US Class Current: 348/50
• CPC Class Codes: G01C 11/06 by comparison of two or more pictures of the same area
• CPC Class Codes: G01C 15/00 Surveying instruments or accessories not provided for in groups G01C1/00 - G01C13/00

Abstract

The computerised determination of the position of a measuring point M to be surveyed in three-dimensional space requires two reference points PI and PII with known space coordinates, a digital video camera with an image-capturing sensor and a computer with a screen. The camera is positioned at reference point PI. In this position, it can be rotated to two different alignment positions PI* and PI**. In the first of these rotation positions PI*, the screen shows (among other things) the depiction PII′ of the second reference point PII lying at a distance and a number of marking points (P1′, P2′, PT, P4′, P5′, . . . ) which are marked by abrupt changes in the brightness profile of the image. In the second rotation position PI**, only certain marking points (P1″, P2″, P3″, . . . ) selected according to certain criteria are shown as well as the measuring point M to be surveyed. The position of an imaginary beam in geometrical space, on which the measuring point M and the reference point PI are located, is then calculated from these screen images. Its (M) absolute space coordinates can be calculated from the direction of the beam and the distance value (of PI from M).

Claims

1-20. -20. (canceled)

21. Computerized process for determining the position of a measuring point (M) in a three-dimensional space (D) with a cartesian coordinate x-y-z system, using an arrangement comprising:

a computer (C) with a screen (B);

a digital video camera (K) is connected to said computer;

said digital video camera (K) includes;

a lens (O), said lens (O) includes a center (Z);

an image-sensor chip with an image-capture plane (BE) consisting of addressable pixels (image-point positions) arranged in a grid;

an optical axis (A) which passes through said center (Z) of lens (O) and meets said image-capture plane (BE) perpendicularly at point PZ;

said screen (B) of said computer (C) depicts an image of said digital video camera and marks points in said image;

said digital video camera (K) occupies a setup position, said optical center (Z) coincides with a reference point (PI) definable by means of x-y-z coordinates;

said digital video camera (K) can be rotated around said reference point (PI) to different alignment positions (PI*, PI**);

said optical axis of said digital video camera (K) assumes a different position in three-dimensional space for each of said alignment positions (PI*, PI**), characterized by the following process steps;

in said alignment position (PI*), said optical axis (A) is aligned with said optical center (Z) of said lens (O) creating an image point (PZ) on said image capture plane (BE) and said screen (BO), reference point (PII) in three-dimensional space definable by x-y-z coordinates creates an image (PII′

of PII) on said screen image capture plane (BE) and on said screen (B) at a distance, d, from said point (PZ), where the position of said point (PII′

) with reference to said point (PZ) in the screen plane (B0) is determined by the horizontal (dx) and vertical (dy) distance components between points (PZ and PII′

);

computerized calculation of said position of said optical axis (A) in three-dimensional space during alignment position (PI*) of said digital video camera (K) by means of said x-y-z coordinates of said reference points (PII and PI) and said distance components (dx and dy) between points (PZ and PII′

);

computerized marking and logging of imaginary marking points (P1, P2, P3, P4, P5, . . . , Pn) located in three-dimensional space, said imaginary marking points (P1, P2, P3, P4, P5, . . . , Pn) depicted as (P1′

, P2′

, P3′

, P4′

, P5′

, . . . Pn′

) on said screen (B1) captured by said digital video camera (K) in said alignment position (PI*), said depicted points (P1′

, P2′

, P3′

, P4′

, P5′

, . . . , Pn′

) characterized and marked by abrupt changes in the brightness profile of an image taken in alignment position (PI*);

computerized marking and logging of at least two of said imaginary marking points (P1, P2, P3, . . . ) located in three-dimensional space, whose depictions (P1″

, P2″

, P3″

, ″

,) in an image (B2) captured by said digital video camera (K) in an alignment position (PI**) have the same mutual angle-related deviation as the depiction of points (P1′

, P2′

, P3′

, . . . ,) of said imaginary marking points (P1, P2, P3, . . . ) in said image (B1) captured by said digital video camera (K) in said alignment position PI*, whereby the angle-related position of a point on said screen (B) refers to said angle between said optical axis (A) of said camera (K) and an imaginary beam passing through said center (Z) of said lens (O) and said point, and where said angle is defined by angle components corresponding to the cartesian coordinates of said point;

for every said imaginary marking point (P1, P2, P3,) whose depiction (P1′

, P2′

, P3′

) appears in said screen image (B1) during alignment of said camera in said position (PI*) and whose depiction (P1″

, P2″

, P3″

) appears in said screen image (B2) during alignment of said camera in said position (PI**), said course of an imaginary beam passing through three-dimensional space is calculated as an initial direction value by means of said screen components (d1x, d1y for P1′

etc,) of each said imaginary marking point in screen image (B1) with reference to said point (PZ) and by means of said previously calculated position of said optical axis (A) during alignment position (PI*) of said digital video camera on which said imaginary marking points and said reference point (PI) are located;

computerized calculation of said direction of said optical axis (A) in three-dimensional space for said digital video camera (K) in said alignment position PI** based on said angle-related shift value between said depictions (P1′

, P1″

) of said imaginary marking point (P1) and said initial direction value of said imaginary marking point (P1); and

,

computerized determination of the horizontal (mh) and vertical (mv) coordinate deviation of the depiction (M′

) in image (B2) of said measuring point (M) in three-dimensional space with reference point (PZ) in image (B2) and calculation of said position of an imaginary beam in three-dimensional space on which said measuring point (M) and said reference point (PZ) are located, by means of the previously calculated position of said optical axis (A) for said digital video camera (K) in said alignment position (PI**) and said coordinate deviations (mh and mv).

22. Process in accordance with claim 21, characterized in that a computerized calculation of an average value for the angle-related offset values of several imaginary marking points takes place, where said offset value for each said imaginary marking point (P1, P2, P3,) is defined as the offset in the point of its depiction (P1′

, P2′

, P3′

) in the screen image (B1) with reference to its point of depiction (P1″

, P2″

, P3″

) in said screen image (B2), and where said average value is used as the basis for said calculation of said direction of said optical axis in three-dimensional space for said digital video camera (K) in said alignment position (PI**).

23. Process in accordance with claim 21, characterized in that for a given distance value from the setup position (PI) of the digital video camera (K) to the measuring point (M) in three-dimensional space, the spatial coordinates of the measuring point (M) are determined by computer from the direction of an imaginary beam passing through the measuring point (M) and the reference point (PI) and from the distance value.

24. Process in accordance with claim 21, characterized in that, when said digital video camera (K) is being positioned, any deviations in said reference point (PI) from the center (Z) of the lens (O) are recorded as deviation values by known processes of measurement and used to calculate the required adjustment as if the digital video camera (K) were correctly positioned with the reference point (PI) coinciding with the center (Z) of said lens (O).

25. Process in accordance with claim 24, characterized in that said adjustment is calculated by computer by means of parallax compensation.

26. Process in accordance with claim 21, characterized in that said digital video camera (K) has a digital zoom function and that during the computer-controlled capture of depiction points, selected image areas can be shown enlarged on said screen (B), and that in the enlarged image of a point in space a certain target area can be marked within this image by means of the screen framing grid.

27. Process in accordance with claim 21, characterized in that the positioning of said digital video camera (K) to an alignment position (PI*, PI**) is controlled by means of a screen image.

28. Process in accordance with claim 21, characterized in that a receiver for a satellite-navigation system is used to define the xyz coordinates for the reference point (PI).

29. Process in accordance with claim 28, characterized in that, in the case of deviations in a receiver which is not aligned to the rotation point (PI) of said camera, a computer-calculated adjustment takes place as if said receiver were aligned to said rotation point (PI) of said camera.

30. Process in accordance with claim 23, characterized in that a laser distance meter is used to measure said distance value.

31. Process in accordance with claim 30, characterized in that, where said distance meter can rotate with said camera, computerized parallax compensation takes place with reference to said optical axis and aiming beam of said distance meter.

32. Process in accordance with any of the claims 23, characterized in that an image camera with a three-dimensional image-capturing sensor is coupled to the arrangement comprising said camera (K), said computer (C) and said screen (B), where said relative coordinates of an image captured by the three-dimensional image-capturing sensor are related to the space coordinates of said measuring point (M) in three-dimensional space.

33. Arrangement for determining the position of a measuring point (M) in three-dimensional space D with a cartesian coordinate x-y-z system, comprising:

a digital video camera (K) and a computer (C);

a screen (B) connected to said camera (K), said screen displays said image captured by said camera (K) and marks said image points thereon;

said digital video camera (K) has an optical axis (A), a lens (O) and an image-recording plane (BE), said optical axis (A) passes through said center (Z) of said lens (O) and meets said image-recording plane (BE) at a right angle;

said digital video camera (K) positioned at a reference point (PI), said reference point having specified space coordinates, said reference point (PI) coincides with said center (Z) of said lens (O);

said digital video camera (K) is rotatable around said center point (Z) of said lens (O) into alignment positions (PI*, PI**);

said first alignment position (PI*) of said digital video camera (K) produces an image (BO), said image (BO) includes a reference point (PII) with known specified space coordinates located in geometrical space;

in said alignment position (PI*) of said digital video camera (K), an image (B1) captured by said camera includes depictions (P1′

, P2′

, P3′

, P4′

, P5′

, . . . , Pn′

) of imaginary points in space (P1, P2, P3, P4, P5, . . . , Pn) with unknown space coordinates;

an image (B2) captured by said digital video camera (K) in said second alignment position (PI″

) includes depictions (P1″

, P2″

, P3″

, . . . ) of said imaginary points in space (P1, P2, P3, . . . );

an image (B1 and B2), by superposition, depicts image points (P1″

, P2″

, P3″

, . . . ) in said second alignment position (PI″

) having mutual angular arrangement with respect to said depictions of image points (P1′

, P2′

, P3′

, . . . ) In said first alignment position (PI*);

said image (B2) includes the depiction M′

of a measuring point M in space, and that the spatial position of an imaginary beam passing through this measuring point M and the reference point (PI) is defined by the screen data for the alignment positions (PI*, PI**) of said camera (K) and the space coordinates of the reference points (PI and PII).

34. Arrangement in accordance with claim 33, wherein said digital video camera (K) is rotatable to an alignment position (PI*, PI**).

35. Arrangement in accordance with claim 33, wherein said digital video camera (K) can be moved into an alignment position (PI*, PI**) by means of a screen image.

36. Arrangement in accordance with claim 33, wherein said arrangement for determining the position of a measuring point M in geometrical space includes a positioning receiver connected with the computer (C), which is based on a satellite-navigation system such as the Global Positioning System (GPS).

37. Arrangement in accordance with claim 36, wherein said positioning receiver is aligned with rotation point (PI) of said camera.

38. Arrangement in accordance with claim 33, wherein said distance meter with connection to computer (C) is provided for recording the distance from measuring point (M) to the digital video camera (K).

39. Arrangement in accordance with claim 33, wherein said digital video camera with said computer connection comprises a three-dimensional image-capturing sensor aligned to an object to be measured and that the arrangement for determining the position of a measuring point (M) in geometrical space is aligned to a point on this object and that the relative coordinates of the image captured by the three-dimensional image-capturing sensor can be linked with the space coordinates of the measuring point (M).

40. Arrangement in accordance with claim 33, wherein deviations of said reference point (PI) from said center (Z) of said lens (O) occurs when said digital video camera K is positioned, and said deviations can be compensated by a known method as if said digital video camera (K) were correctly positioned with said reference point (PI) coinciding with said center (Z) of said lens (O).