CN112630751A - Calibration method of laser radar - Google Patents

Calibration method of laser radar Download PDF

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CN112630751A
CN112630751A CN201910952199.0A CN201910952199A CN112630751A CN 112630751 A CN112630751 A CN 112630751A CN 201910952199 A CN201910952199 A CN 201910952199A CN 112630751 A CN112630751 A CN 112630751A
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group
ground
ground fitting
point
points
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张智腾
朱田
易慧斌
彭之川
赵平安
刘修扬
刘光伟
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CRRC Electric Vehicle Co Ltd
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    • GPHYSICS
    • G01MEASURING; TESTING
    • G01SRADIO DIRECTION-FINDING; RADIO NAVIGATION; DETERMINING DISTANCE OR VELOCITY BY USE OF RADIO WAVES; LOCATING OR PRESENCE-DETECTING BY USE OF THE REFLECTION OR RERADIATION OF RADIO WAVES; ANALOGOUS ARRANGEMENTS USING OTHER WAVES
    • G01S7/00Details of systems according to groups G01S13/00, G01S15/00, G01S17/00
    • G01S7/48Details of systems according to groups G01S13/00, G01S15/00, G01S17/00 of systems according to group G01S17/00
    • G01S7/497Means for monitoring or calibrating
    • G01S7/4972Alignment of sensor

Abstract

The invention discloses a calibration method of a laser radar, which is used for a vehicle driving system and comprises the following steps: acquiring ground fitting point data of the laser radar, and calculating the position of each ground fitting point in a rectangular coordinate system according to the information of the ground fitting points; selecting a first group of ground fitting points and a second group of ground fitting points, wherein the first group of ground fitting points and the second group of ground fitting points have different included angles with the advancing direction of the vehicle, and respectively fitting a linear equation of the first group of ground fitting points and a linear equation of the second group of ground fitting points; calculating a first normal vector of a plane where the first group of ground fitting points are located and a second normal vector of a plane where the second group of ground fitting points are located according to the linear equation of the first group of ground fitting points and the linear equation of the second group of ground fitting points respectively; calculating an included angle between a first normal vector of a plane where the first group of ground fitting points are located and a second normal vector of a plane where the second group of ground fitting points are located; and analyzing the included angle to finish calibration.

Description

Calibration method of laser radar
Technical Field
The invention relates to the technical field of laser radars, in particular to a calibration method of a laser radar.
Background
The laser radar determines the distance through the time difference and the phase difference of laser signals, measures the horizontal angle through horizontal rotation scanning or phase control scanning, and can carry out three-dimensional detection on the environment through acquiring multi-angle signals in the vertical direction. In a general laser radar attitude calibration method, a special measuring instrument is adopted to manually measure the pitch angle, the roll angle and the rotation angle of a laser radar during installation, and measurement data is written into a configuration file. The method has low calibration precision, easily causes false alarm during target detection, and can cause frequent false alarm of the target response of the automatic braking system in serious cases, thereby influencing the automatic driving experience. And the method cannot ensure the detection consistency of the batch application programs.
Disclosure of Invention
In view of this, the present invention provides a calibration method capable of automatically measuring a laser radar installation angle.
Based on the above purpose, the invention provides a calibration method of a laser radar, which is used for a vehicle driving system and comprises the following steps:
acquiring ground fitting point data of the laser radar, and calculating the position of each ground fitting point in the rectangular coordinate system according to the ground fitting point data;
selecting a first group of ground fitting points and a second group of ground fitting points, wherein the first group of ground fitting points and the second group of ground fitting points have different included angles with the advancing direction of the vehicle, and fitting a first group of linear equations and a second group of linear equations respectively;
calculating a first normal vector of a plane where the first group of ground fitting points are located and a second normal vector of a plane where the second group of ground fitting points are located according to the first group of linear equations and the second group of linear equations respectively;
calculating an included angle between the first normal vector and the second normal vector;
and analyzing the included angle to finish calibration.
In one embodiment, the first group of ground fit points comprises a first group of ground fit points and a second group of ground fit points, and the first group of ground fit points and the second group of ground fit points are symmetrically arranged; the included angle between the first grouping ground fitting point and the advancing direction of the vehicle is-15 degrees to-10 degrees, and the included angle between the second grouping ground fitting point and the advancing direction of the vehicle is 10 degrees to 15 degrees.
In one embodiment, the first set of linear equations includes a first spatially formulated linear equation and a second spatially formulated linear equation;
the expression of the first spatial linear equation is (1x-x0)/xa=(1y-y0)/ya=(1z-z0)/zaWherein, in the step (A),1x is variable and is a coordinate point of the first grouping ground fitting point on the x axis,1y is a variable and is a coordinate point of the ground fit point of the first packet on the y axis,1z is a variable and is a coordinate point of the first grouping ground fitting point on the z axis; x is the number of0、xa、y0、ya、z0And zaAre constants of a first space type linear equation, and a normal vector of the first space type linear equation is
Figure BDA0002226111480000021
The expression of the second spatial linear equation is (2x-x1)/xb=(2y-y1)/yb=(2z-z1)/zb(V) wherein, in the formula (V),2x is variable and is a coordinate point of the first grouping ground fitting point on the x axis,2y is a variable and is a coordinate point of the ground fit point of the first packet on the y axis,2z is a variable and is a coordinate point of the second group of ground fitting points on the z axis; x is the number of1、xb、y1、yb、z1And zbAre constants of a second spatial linear equation with a normal vector of
Figure BDA0002226111480000022
In one embodiment, the second set of ground fit points includes a third group of ground fit points and a fourth group of ground fit points, the third group of ground fit points and the fourth group of ground fit points being symmetrically disposed; the included angle between the fitting point of the third grouping ground and the advancing direction of the vehicle is-20 degrees to-15 degrees, and the included angle between the fitting point of the fourth grouping ground and the advancing direction of the vehicle is 15 degrees to 20 degrees.
In one embodiment, the second set of linear equations includes a third spatially formulated linear equation and a fourth spatially formulated linear equation;
the expression of the third spatial linear equation is (3x-x2)/xc=(3y-y2)/yc=(3z-z2)/zc(VI) wherein, in the formula (VI),3x is variable and is a coordinate point of the third grouping ground fitting point on the x axis,3y is variable and is a coordinate point of the third grouping ground fitting point on the y axis,3z is a variable and is a coordinate point of the third grouping ground fitting point on the z axis; x is the number of2、xc、y2、yc、z2And zcAre constants of a spatial linear equation, and the normal vector of the third spatial linear equation is
Figure BDA0002226111480000023
The expression of the fourth spatial equation is (4x-x3)/xd=(4y-y3)/yd=(4z-z3)/zdWherein, in the step (A),4x is variable and is a coordinate point of the fourth group of ground fitting points on the x axis,4y is variable and is the coordinate point of the fourth group of ground fitting points on the y axis,4z is a variable and is a coordinate point of the fourth group of ground fitting points on the z axis; x is the number of3、xd、y3、yd、z3And zdAre constants of a space linear equation, and the normal vector of the fourth space linear equation is
Figure BDA0002226111480000024
In one embodiment, the first normal vector passes through a system of equations
Figure BDA0002226111480000031
Figure BDA0002226111480000032
So as to obtain the compound with the characteristics of,
Figure BDA0002226111480000033
a first normal vector of a plane where the first group of ground fitting points are located,
Figure BDA0002226111480000034
is the normal vector of the first spatial equation,
Figure BDA0002226111480000035
is a normal vector of a second space type linear equation;
the second normal vector of the plane where the second group of ground fitting points are located passes through the equation set
Figure BDA0002226111480000036
Figure BDA0002226111480000037
So as to obtain the compound with the characteristics of,
Figure BDA0002226111480000038
is the normal vector of the plane where the first group of ground fitting points are located,
Figure BDA0002226111480000039
is the normal vector of the third space-wise linear equation,
Figure BDA00022261114800000310
is the normal vector of the fourth space-based linear equation.
In one embodiment, the included angle is expressed as,
Figure BDA00022261114800000311
wherein theta is an included angle,
Figure BDA00022261114800000312
a first normal vector of a plane where the first group of ground fitting points are located,
Figure BDA00022261114800000313
and the normal vector of the plane where the second group of ground fitting points are located.
In one embodiment, the calculating the position of each ground fitting point in the rectangular coordinate system according to the information of the ground fitting points comprises:
by the formula x ═ L × cos (δ) × sin (γ)azimuth) Calculating a coordinate point of the ground fitting point on an x axis, wherein x is the coordinate point of the ground fitting point on the x axis, L is the longitudinal distance from the ground fitting point to the laser radar, cos is cosine, delta is the vertical angle between the ground fitting point and the laser radar, sin is sine, and gamma isazimuthFitting points for the ground and the horizontal angular resolution of the laser radar;
by the formula y ═ L ═ cos (δ) × (γ)azimuth) Calculating a coordinate point of the ground fitting point on a y axis, wherein y is the coordinate point of the ground fitting point on the y axis;
and calculating the coordinate point of the ground fitting point on the z axis by the formula z-L sin (delta), wherein z is the coordinate point of the ground fitting point on the z axis.
In one embodiment, the step of analyzing the included angle and completing calibration includes: and judging whether the included angle is smaller than a preset threshold value, and if so, respectively recording the coordinates of the first normal vector and the second normal vector to finish calibration.
In one embodiment, the preset threshold is 1 ° to 10 °.
From the above, the calibration method of the laser radar provided by the invention can be seen by selecting the first group of ground fitting points and the second group of ground fitting points with different included angles with the vehicle advancing direction, respectively fitting the linear equation of the corresponding first group of ground fitting points and the linear equation of the corresponding second group of ground fitting points, then calculating the first normal vector of the plane where the first group of ground fitting points are located and the second normal vector of the plane where the second group of ground fitting points are located, and completing the calibration according to the included angle between the first normal vector and the second normal vector. Therefore, automatic detection of the installation posture of the laser radar is achieved, man-hour is short without manual consumption, and consistency of laser radar detection programs can be guaranteed.
Drawings
Fig. 1 is a schematic diagram of a pitch angle ω of a lidar according to an embodiment of the invention;
FIG. 2 is a schematic diagram of a roll angle γ of a lidar according to an embodiment of the invention;
fig. 3 is a schematic view of a rotation angle α of the lidar according to an embodiment of the present invention;
FIG. 4 is a flowchart of a calibration method for a laser radar according to an embodiment of the present invention;
fig. 5 is a schematic diagram of a ground fitting point according to an embodiment of the present invention.
Detailed Description
In order to make the objects, technical solutions and advantages of the present invention more apparent, the present invention is described in further detail below with reference to specific embodiments and the accompanying drawings.
The environmental perception system is a key system for realizing intelligent driving. The environment sensing system usually comprises a camera, a millimeter wave radar and a laser radar, and the detection precision of the laser radar is directly influenced by the precision of the installation posture of the laser radar. Therefore, the calibration of the lidar is the most important loop in the debugging of the sensing system. The calibration of the laser radar means 1) measuring the installation position of the laser radar, namely the offset on X, Y and Z coordinates relative to a perception coordinate system; 2) the attitude of the lidar, i.e., pitch angle, roll angle, and rotation angle, is measured. Fig. 1 is a schematic diagram of the pitch angle ω of the lidar. Fig. 2 is a schematic diagram of a roll angle γ of the lidar. Fig. 3 is a schematic diagram of the rotation angle α of the lidar.
The usual attitude calibration of the coordinates of the lidar is manually calibrated by the measuring instrument and the measured values are filled into a parameter file for manual updating. The inventor of the application finds that the manual measurement method has inevitable errors in long-term test work, and the situation that the errors of a plurality of vehicles are inconsistent is not favorable for ensuring the consistency of the laser radar detection program. The application analyzes the data of the laser radar point cloud, respectively fits the planes where the two groups of measuring points are located, analyzes the error of the normal vectors of the two planes, updates the parameters and automatically calibrates the laser radar.
Referring to fig. 4, an embodiment of the present invention provides a method for calibrating a laser radar, which is used for a vehicle driving system, and includes:
s100, obtaining ground fitting point data of the laser radar, and calculating the position of each ground fitting point in a rectangular coordinate system according to the ground fitting point data;
s200, selecting a first group of ground fitting points and a second group of ground fitting points, wherein the first group of ground fitting points and the second group of ground fitting points have different included angles with the advancing direction of the vehicle, and respectively fitting a first group of linear equations and a second group of linear equations;
s300, calculating a first normal vector of a plane where the first group of ground fitting points are located and a second normal vector of a plane where the second group of ground fitting points are located according to the first group of linear equations and the second group of linear equations respectively;
s400, calculating an included angle between the first normal vector and the second normal vector;
and S500, analyzing the included angle to finish calibration.
According to the calibration method of the laser radar, the first group of ground fitting points and the second group of ground fitting points which have different included angles with the advancing direction of the vehicle are selected, the corresponding first group of linear equations and the second group of linear equations are respectively fitted, then the first normal vector of the plane where the first group of ground fitting points are located and the second normal vector of the plane where the second group of ground fitting points are located are calculated, and calibration can be completed according to the included angle between the first normal vector and the second normal vector. Therefore, automatic detection of the installation posture of the laser radar is achieved, man-hour is short without manual consumption, and consistency of laser radar detection programs can be guaranteed.
Before step S100, the vehicle mounted with the laser radar is stopped on a horizontal road surface.
In step S100, the ground fitting point data refers to data of points, at the same angle, where the distance difference does not change suddenly, in the point cloud data obtained when the laser beam in the laser radar scans the flat ground, as shown in fig. 5. The ground fitting points form a plurality of elliptical areas, the origins of the ellipses are the same, and the lengths of the major axes and the minor axes of the ellipses are different. The information of each ground fitting point comprises the longitudinal distance L between the ground fitting point and the laser radar, the vertical angle delta between the ground fitting point and the laser radar, and the horizontal angle resolution gamma between the ground fitting point and the laser radarazimuth
Wherein, calculating the position of each ground fitting point in the rectangular coordinate system according to the information of the ground fitting points comprises: and (3) calculating a coordinate point of the ground fitting point on the x axis through a formula (I), calculating a coordinate point of the ground fitting point on the y axis through a formula (II), and calculating a coordinate point of the ground fitting point on the z axis through a formula (III).
x=L*cos(δ)*sin(γazimuth)(Ⅰ);y=L*cos(δ)*cos(γazimuth) (II); z ═ L × sin (δ) (iii). Wherein x is a coordinate point of the ground fitting point on the x axis; y is a coordinate point of the ground fitting point on the y axis; z is a coordinate point of the ground fitting point on the z axis, L is the longitudinal distance between the ground fitting point and the laser radar, cos is cosine, delta is the vertical angle between the ground fitting point and the laser radar, sin is sine, and gamma isazimuthFitting points to the ground with the horizontal and angular resolution of the lidar.
In step S200, the first group of ground fitting points and the second group of ground fitting points selected both include a plurality of ground fitting points, and the plurality of ground fitting points are respectively distributed on different ellipses. Optionally, the plurality of ground fit points comprises points on each ellipse. The first group of ground fitting points and the second group of ground fitting points have different included angles with the advancing direction of the vehicle so as to avoid the first group of ground fitting points and the second group of ground fitting points from being overlapped.
The first set of ground fit points includes a first group of ground fit points and a second group of ground fit points. The included angles between the first grouping ground fitting point and the second grouping ground fitting point and the advancing direction of the vehicle are different, so that the accuracy of plane simulation is improved. The first sub-group ground fit point and the second sub-group ground fit point may be symmetrically disposed. Optionally, the first group ground fitting point forms an angle θ with the vehicle forward direction1Is-15 degrees to-10 degrees, and the included angle theta between the second sub-group ground fitting point and the advancing direction of the vehicle2Is 10-15 degrees.
The second set of ground fit points includes a third grouping of ground fit points and a fourth grouping of ground fit points. The included angles between the first grouping ground fitting point and the second grouping ground fitting point and the advancing direction of the vehicle are different, so that the accuracy of plane simulation is improved. The third grouping ground fitting point and the fourth grouping ground fitting point are symmetrically arranged. Optionally, the third grouping ground fitting point forms an angle θ with the vehicle forward direction3Is-20 degrees to-15 degrees, and the angle theta between the fourth group of ground fitting points and the advancing direction of the vehicle4Is 15-20 degrees.
The linear equation of each group of ground fitting points can be a spatial linear equation, and the linear equation of each group of ground fitting points comprises two linear equations. The first set of linear equations includes a first spatial linear equation and a second spatial linear equation. Namely, the first grouping of ground fit points and the second grouping of ground fit points respectively correspond to the first spatial equation of straight line and the second spatial equation of straight line. The second set of linear equations includes a third spatial linear equation and a fourth spatial linear equation. The third grouping ground fit point and the fourth grouping ground fit point correspond to a third spatial equation of straight lines and a fourth spatial equation of straight lines respectively.
The first spatial equation is calculated by the formula (IV) (IV)1x-x0)/xa=(1y-y0)/ya=(1z-z0)/za(IV). Wherein the content of the first and second substances,1x is variable and is a coordinate point of the first grouping ground fitting point on the x axis,1y is a variable and is a coordinate point of the ground fit point of the first packet on the y axis,1z is a variable and is a coordinate point of the first grouping ground fitting point on the z axis; x is the number of0、xa、y0、ya、z0And zaAre constants of a first space type linear equation, and a normal vector of the first space type linear equation is
Figure BDA0002226111480000061
The second spatial linear equation is calculated by the formula (V) ((V))2x-x1)/xb=(2y-y1)/yb=(2z-z1)/zb(V). Wherein the content of the first and second substances,2x is variable and is a coordinate point of the first grouping ground fitting point on the x axis,2y is a variable and is a coordinate point of the ground fit point of the first packet on the y axis,2z is a variable and is a coordinate point of the second group of ground fitting points on the z axis; x is the number of1、xb、y1、yb、z1And zbAre constants of a second spatial linear equation with a normal vector of
Figure BDA0002226111480000062
The third space equation is calculated by the formula (VI) < CHEM >3x-x2)/xc=(3y-y2)/yc=(3z-z2)/zc(VI). Wherein the content of the first and second substances,3x is variable and is a coordinate point of the third grouping ground fitting point on the x axis,3y is variable and is a coordinate point of the third grouping ground fitting point on the y axis,3z is a variable and is a coordinate point of the third grouping ground fitting point on the z axis; x is the number of2、xc、y2、yc、z2And zcAll constants of a space linear equation, a third space equationThe normal vector of the linear equation is
Figure BDA0002226111480000071
The fourth space-wise linear equation is calculated by the formula (VII) < CHEM >4x-x3)/xd=(4y-y3)/yd=(4z-z3)/zd(VII). Wherein the content of the first and second substances,4x is variable and is a coordinate point of the fourth group of ground fitting points on the x axis,4y is variable and is the coordinate point of the fourth group of ground fitting points on the y axis,4z is a variable and is a coordinate point of the fourth group of ground fitting points on the z axis; x is the number of3、xd、y3、yd、z3And zdAre constants of a space linear equation, and the normal vector of the fourth space linear equation is
Figure BDA0002226111480000072
In step S300, a first normal vector of a plane where the first group of ground fitting points are located passes through a system of equations
Figure BDA0002226111480000073
Figure BDA0002226111480000074
Figure BDA0002226111480000075
So as to obtain the compound with the characteristics of,
Figure BDA0002226111480000076
a first normal vector of a plane where the first group of ground fitting points are located,
Figure BDA0002226111480000077
is the normal vector of the first spatial equation,
Figure BDA0002226111480000078
is the normal vector of the second space-based linear equation.
The second normal vector of the plane where the second group of ground fitting points are located passes through the equation set
Figure BDA0002226111480000079
Figure BDA00022261114800000710
So as to obtain the compound with the characteristics of,
Figure BDA00022261114800000711
is the normal vector of the plane where the first group of ground fitting points are located,
Figure BDA00022261114800000712
is the normal vector of the third space-wise linear equation,
Figure BDA00022261114800000713
is the normal vector of the fourth space-based linear equation.
In step S400, the included angle is calculated by formula (viii),
Figure BDA00022261114800000714
wherein theta is an included angle,
Figure BDA00022261114800000715
a first normal vector of a plane where the first group of ground fitting points are located,
Figure BDA00022261114800000716
and the normal vector of the plane where the second group of ground fitting points are located.
In step S500, the step of analyzing the included angle and completing calibration includes: and comparing the included angle with a preset threshold, and recording the coordinates of the first normal vector and the second normal vector when the included angle is smaller than the preset threshold, so as to finish calibration. At this time, the parameters of the first normal vector and the second normal vector, of which the included angle is smaller than the preset threshold value, are stored as the parameters of the ground normal vector. And when the included angle is larger than the preset threshold, returning to the step S200, reselecting the ground fitting points, and performing subsequent calculation until the included angle between the first normal vector of the plane where the first group of ground fitting points are located and the second normal vector of the plane where the second group of ground fitting points are located is smaller than the preset threshold.
The preset threshold value is related to the intersection where the vehicle runs, and the better the road condition is, the smaller the value is. Optionally, the preset threshold is 1 ° to 10 °.
In the method for calibrating the laser radar provided by the embodiment of the invention, when the method is implemented specifically, a vehicle carrying the laser radar is stopped on a horizontal road surface, a laser beam in the laser radar starts to scan the ground, and data of points with non-abrupt distance difference at the same angle are selected. During selection, two groups of data points with an included angle of-15 degrees to-10 degrees and an included angle of 10 degrees to 15 degrees are respectively selected to simulate a first space type linear equation and a second space type linear equation, and a first normal vector is calculated; two groups of data points with an included angle of-20 degrees to-15 degrees and an included angle of 15 degrees to 20 degrees are respectively selected to simulate a third space type linear equation and a fourth space type linear equation, and a second plane normal vector is calculated. And calculating an included angle between the first normal vector and the second normal vector, comparing whether the obtained included angle is smaller than a preset threshold value, and if the result is negative, selecting the first group of ground fitting points and the second group of ground fitting points again until the result is positive. And recording the parameters of the first normal vector and the second normal vector when the result is yes as the parameters of the ground normal vector, namely completing the calibration. The method has the advantages that the method can accurately and automatically calibrate only by the aid of laser radar point cloud without other auxiliary equipment; meanwhile, the plane is fitted through a plurality of groups of ground fitting points, so that the accuracy of plane parameters is improved; and the included angle between the normal vectors of the planes is compared with a preset threshold determined according to the road condition information, and the parameters of the normal vectors smaller than the preset threshold are recorded to realize more accurate parameter selection. The method can reduce the manual calibration of the laser radar and reduce the workload; the laser radar can be automatically calibrated, and the calibration precision is higher than that of manual calibration; the consistency of the laser radar target detection program is improved.
The embodiment of the invention also provides a calibration device of the laser radar, which comprises:
the ground fitting point coordinate calculation module is used for acquiring ground fitting point data of the laser radar and calculating the position of each ground fitting point in the rectangular coordinate system according to the information of the ground fitting points;
the linear equation fitting module is used for selecting a first group of ground fitting points and a second group of ground fitting points, wherein the first group of ground fitting points and the second group of ground fitting points have different included angles with the advancing direction of the vehicle, and respectively fitting a linear equation of the first group of ground fitting points and a linear equation of the second group of ground fitting points;
the normal vector solving module is used for calculating a first normal vector of a plane where the first group of ground fitting points are located and a second normal vector of a plane where the second group of ground fitting points are located according to a linear equation of the first group of ground fitting points and a linear equation of the second group of ground fitting points respectively;
the normal vector included angle calculation module is used for calculating the included angle between a first normal vector of the plane where the first group of ground fitting points are located and a second normal vector of the plane where the second group of ground fitting points are located;
and the analysis module is used for analyzing the included angle to finish calibration.
Optionally, the analysis module further comprises:
the judgment submodule is used for judging whether the included angle is smaller than a preset threshold value or not and outputting a judgment result;
and the parameter storage submodule is used for respectively recording the coordinates of the first normal vector and the second normal vector when the judgment result is yes, so as to finish calibration.
It should be noted that all expressions using "first" and "second" in the embodiments of the present invention are used for distinguishing two entities with the same name but different names or different parameters, and it should be noted that "first" and "second" are merely for convenience of description and should not be construed as limitations of the embodiments of the present invention, and they are not described in any more detail in the following embodiments.
Those of ordinary skill in the art will understand that: the discussion of any embodiment above is meant to be exemplary only, and is not intended to intimate that the scope of the disclosure, including the claims, is limited to these examples; within the idea of the invention, also features in the above embodiments or in different embodiments may be combined, steps may be implemented in any order, and there are many other variations of the different aspects of the invention as described above, which are not provided in detail for the sake of brevity.
In addition, well known power/ground connections to Integrated Circuit (IC) chips and other components may or may not be shown within the provided figures for simplicity of illustration and discussion, and so as not to obscure the invention. Furthermore, devices may be shown in block diagram form in order to avoid obscuring the invention, and also in view of the fact that specifics with respect to implementation of such block diagram devices are highly dependent upon the platform within which the present invention is to be implemented (i.e., specifics should be well within purview of one skilled in the art). Where specific details (e.g., circuits) are set forth in order to describe example embodiments of the invention, it should be apparent to one skilled in the art that the invention can be practiced without, or with variation of, these specific details. Accordingly, the description is to be regarded as illustrative instead of restrictive.
While the present invention has been described in conjunction with specific embodiments thereof, many alternatives, modifications, and variations of these embodiments will be apparent to those of ordinary skill in the art in light of the foregoing description. For example, other memory architectures (e.g., dynamic ram (dram)) may use the discussed embodiments.
The embodiments of the invention are intended to embrace all such alternatives, modifications and variances that fall within the broad scope of the appended claims. Therefore, any omissions, modifications, substitutions, improvements and the like that may be made without departing from the spirit and principles of the invention are intended to be included within the scope of the invention.

Claims (10)

1. A calibration method of a laser radar is used for a vehicle driving system, and is characterized by comprising the following steps:
acquiring ground fitting point data of the laser radar, and calculating the position of each ground fitting point in the rectangular coordinate system according to the ground fitting point data;
selecting a first group of ground fitting points and a second group of ground fitting points, wherein the first group of ground fitting points and the second group of ground fitting points have different included angles with the advancing direction of the vehicle, and fitting a first group of linear equations and a second group of linear equations respectively;
calculating a first normal vector of a plane where the first group of ground fitting points are located and a second normal vector of a plane where the second group of ground fitting points are located according to the first group of linear equations and the second group of linear equations respectively;
calculating an included angle between the first normal vector and the second normal vector;
and analyzing the included angle to finish calibration.
2. The lidar calibration method according to claim 1, wherein the first group of ground fit points comprises a first group of ground fit points and a second group of ground fit points, and the first group of ground fit points and the second group of ground fit points are symmetrically arranged; the included angle between the first grouping ground fitting point and the advancing direction of the vehicle is-15 degrees to-10 degrees, and the included angle between the second grouping ground fitting point and the advancing direction of the vehicle is 10 degrees to 15 degrees.
3. The lidar calibration method according to claim 2, wherein the first set of linear equations comprises a first spatial linear equation and a second spatial linear equation;
the expression of the first spatial linear equation is (1x-x0)/xa=(1y-y0)/ya=(1z-z0)/zaWherein, in the step (A),1x is variable and is a coordinate point of the first grouping ground fitting point on the x axis,1y is a variable and is a coordinate point of the ground fit point of the first packet on the y axis,1z is a variable and is a coordinate point of the first grouping ground fitting point on the z axis; x is the number of0、xa、y0、ya、z0And zaAre constants of a first space type linear equation, and a normal vector of the first space type linear equation is
Figure FDA0002226111470000011
The expression of the second spatial linear equation is (2x-x1)/xb=(2y-y1)/yb=(2z-z1)/zb(V) wherein, in the formula (V),2x is variable and is a coordinate point of the first grouping ground fitting point on the x axis,2y is a variable and is a coordinate point of the ground fit point of the first packet on the y axis,2z is a variable and is a coordinate point of the second group of ground fitting points on the z axis; x is the number of1、xb、y1、yb、z1And zbAre constants of a second spatial linear equation with a normal vector of
Figure FDA0002226111470000012
4. The lidar calibration method according to claim 3, wherein the second group of ground fitting points comprises a third group of ground fitting points and a fourth group of ground fitting points, and the third group of ground fitting points and the fourth group of ground fitting points are symmetrically arranged; the included angle between the fitting point of the third grouping ground and the advancing direction of the vehicle is-20 degrees to-15 degrees, and the included angle between the fitting point of the fourth grouping ground and the advancing direction of the vehicle is 15 degrees to 20 degrees.
5. The lidar calibration method according to claim 4, wherein the second set of linear equations comprises a third spatial linear equation and a fourth spatial linear equation;
the expression of the third spatial linear equation is (3x-x2)/xc=(3y-y2)/yc=(3z-z2)/zc(VI) wherein, in the formula (VI),3x isThe variable is a coordinate point of the third grouping ground fitting point on the x axis,3y is variable and is a coordinate point of the third grouping ground fitting point on the y axis,3z is a variable and is a coordinate point of the third grouping ground fitting point on the z axis; x is the number of2、xc、y2、yc、z2And zcAre constants of a spatial linear equation, and the normal vector of the third spatial linear equation is
Figure FDA0002226111470000021
The expression of the fourth spatial equation is (4x-x3)/xd=(4y-y3)/yd=(4z-z3)/zdWherein, in the step (A),4x is variable and is a coordinate point of the fourth group of ground fitting points on the x axis,4y is variable and is the coordinate point of the fourth group of ground fitting points on the y axis,4z is a variable and is a coordinate point of the fourth group of ground fitting points on the z axis; x is the number of3、xd、y3、yd、z3And zdAre constants of a space linear equation, and the normal vector of the fourth space linear equation is
Figure FDA0002226111470000022
6. The lidar calibration method of claim 5, wherein the first normal vector passes through a system of equations
Figure FDA0002226111470000023
So as to obtain the compound with the characteristics of,
Figure FDA00022261114700000213
a first normal vector of a plane where the first group of ground fitting points are located,
Figure FDA0002226111470000024
is the first emptyThe normal vector of the equation of the formula,
Figure FDA00022261114700000214
is a normal vector of a second space type linear equation;
the second normal vector of the plane where the second group of ground fitting points are located passes through the equation set
Figure FDA00022261114700000211
Figure FDA00022261114700000212
So as to obtain the compound with the characteristics of,
Figure FDA0002226111470000025
is the normal vector of the plane where the first group of ground fitting points are located,
Figure FDA0002226111470000029
is the normal vector of the third space-wise linear equation,
Figure FDA0002226111470000026
is the normal vector of the fourth space-based linear equation.
7. The method for calibrating laser radar according to claim 6, wherein the included angle is expressed as,
Figure FDA0002226111470000027
wherein theta is an included angle,
Figure FDA00022261114700000210
a first normal vector of a plane where the first group of ground fitting points are located,
Figure FDA0002226111470000028
and the normal vector of the plane where the second group of ground fitting points are located.
8. The lidar calibration method according to claim 1, wherein the calculating the position of each ground fitting point in the rectangular coordinate system according to the information of the ground fitting points comprises:
by the formula x ═ L × cos (δ) × sin (γ)azimuth) Calculating a coordinate point of the ground fitting point on an x axis, wherein x is the coordinate point of the ground fitting point on the x axis, L is the longitudinal distance from the ground fitting point to the laser radar, cos is cosine, delta is the vertical angle between the ground fitting point and the laser radar, sin is sine, and gamma isazimuthFitting points for the ground and the horizontal angular resolution of the laser radar;
by the formula y ═ L ═ cos (δ) × (γ)azimuth) Calculating a coordinate point of the ground fitting point on a y axis, wherein y is the coordinate point of the ground fitting point on the y axis;
and calculating the coordinate point of the ground fitting point on the z axis by the formula z-L sin (delta), wherein z is the coordinate point of the ground fitting point on the z axis.
9. The lidar calibration method according to claim 1, wherein the step of analyzing the included angle and completing calibration comprises: and judging whether the included angle is smaller than a preset threshold value, and if so, respectively recording the coordinates of the first normal vector and the second normal vector to finish calibration.
10. The lidar calibration method according to claim 9, wherein the predetermined threshold is 1 ° to 10 °.
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