Surveying device and surveying method
A technique is provided to more easily measure a distance of a target from a ground surface or a ceiling surface. A surveying device has a laser scanner part and a total station in a unitary manner. The surveying device includes a TS functional part, a laser scanner part, and a distance calculator. The TS functional part positions a reflective prism by using laser light. The laser scanner part performs laser scanning of a ground surface along a vertical plane containing the reflective prism and an optical axis for the laser positioning to obtain a laser scanned point cloud. The distance calculator calculates a distance between the ground surface and the reflective prism on the basis of one or multiple points, which are extracted from the laser scanned point cloud and in proximity to a straight line connecting the reflective prism and a specific plane.
1. A surveying device comprising:
a horizontally rotating unit configured to rotate horizontally;
a total station (TS) functional part including a vertically rotating unit and configured to function as a total station, the vertically rotating unit fixed to the horizontally rotating unit in a vertically rotatable manner and including an optical system of distance measuring laser light;
a laser scanner part fixed to the horizontally rotating unit and configured to perform laser scanning along a vertical plane containing an optical axis of the distance measuring laser light; and
a processor or circuitry configured to:
calculate a three-dimensional coordinate position of a target reflective prism on a basis of a measured value that is obtained by using the distance measuring laser light of the TS functional part;
calculate a height “H” of the target reflective prism from a ground surface or a floor surface, on a basis of the calculated three-dimensional coordinate position of the target reflective prism and on a basis of a linear laser scanned point cloud that is obtained in laser scanning along the vertical plane by the laser scanner part;
obtain coordinates (X0, Y0, Z0) of a point on the ground surface or the floor surface vertically immediately under the target reflective prism,
in a case in which the calculated three-dimensional coordinate position of the target reflective prism is (Xp, Yp, Zp):
extract two points that have a point (Xp, Yp) therebetween from the laser scanned point cloud;
calculate an equation of a straight line connecting the two points;
calculate a point closest to the point (Xp, Yp) on the straight line, as the position (X0, Y0, Z0); and
calculate of the height “H” from an equation H=Zp−Z0.
2. A surveying device comprising:
a horizontally rotating unit configured to rotate horizontally;
a total station (TS) functional part including a vertically rotating unit and configured to function as a total station, the vertically rotating unit fixed to the horizontally rotating unit in a vertically rotatable manner and including an optical system of distance measuring laser light;
a laser scanner part fixed to the horizontally rotating unit and configured to perform laser scanning along a vertical plane containing an optical axis of the distance measuring laser light; and
a processor or circuitry configured to:
calculate a three-dimensional coordinate position of a target reflective prism on a basis of a measured value that is obtained by using the distance measuring laser light of the TS functional part;
calculate a height “H” of the target reflective prism from a ground surface or a floor surface, on a basis of the calculated three-dimensional coordinate position of the target reflective prism and on a basis of a linear laser scanned point cloud that is obtained in laser scanning along the vertical plane by the laser scanner part; and
obtain coordinates (X0, Y0, Z0) of a point on the ground surface or the floor surface vertically immediately under the target reflective prism,
in a case in which the calculated three-dimensional coordinate position of the target reflective prism is (Xp, Yp, Zp):
extract multiple laser scanned points in an area surrounding a point (Xp±ΔX, Yp±ΔY), from the laser scanned point cloud;
calculate a position of a geometric center of the extracted multiple laser scanned points as the position (X0, Y0, Z0); and
calculate the height “H” from an equation H=Zp−Z0.
3. A surveying device comprising:
a horizontally rotating unit configured to rotate horizontally;
a total station (TS) functional part including a vertically rotating unit and configured to function as a total station, the vertically rotating unit fixed to the horizontally rotating unit in a vertically rotatable manner and including an optical system of distance measuring laser light;
a laser scanner part fixed to the horizontally rotating unit and configured to perform laser scanning along a vertical plane containing an optical axis of the distance measuring laser light; and
a processor or circuitry configured to:
calculate a three-dimensional coordinate position of a target reflective prism on a basis of a measured value that is obtained by using the distance measuring laser light of the TS functional part;
calculate a height “H” of the target reflective prism from a ground surface or a floor surface, on a basis of the calculated three-dimensional coordinate position of the target reflective prism and on a basis of a linear laser scanned point cloud that is obtained in laser scanning along the vertical plane by the laser scanner part; and
obtain coordinates (X0, Y0, Z0) of a point on the ground surface or the floor surface vertically immediately under the target reflective prism,
in a case in which the calculated three-dimensional coordinate position of the target reflective prism is (Xp, Yp, Zp):
extract multiple laser scanned points from the laser scanned point cloud, the multiple laser scanned points surrounding a point (Xp, Yp) while being separated from the point (Xp, Yp) by distances of a threshold or shorter;
calculate a position of a geometric center of the extracted multiple laser scanned points as the position (X0, Y0, Z0); and
calculate the height “H” from an equation H=Zp−Z0.