Calibration method and device of structured light measurement system and electronic equipment
A technology of measurement system and calibration method, which is applied to measurement devices, optical devices, instruments, etc., can solve the problem of difficulty in directly determining the mapping relationship between the depth and phase of a structured light measurement system.
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example 1
[0061] Example 1, when the white base plate is in the first pose, take a target image, remove the transparent calibration plate with the black circular target, keep the pose of the white base plate unchanged, and use the DLP laser projector to The white base plate projects two sets of sinusoidal fringe sequences of different frequencies, takes two fringe images of different frequencies, adjusts the position and posture of the white base plate, repeats the shooting 14 times, and finally obtains 15 sets of calibration images, and each set of calibration images includes a target image and two fringe images of different frequencies in the same pose, the poses of each group of calibration images are different.
[0062] S2. Use the target images in the multiple sets of calibration images to calibrate the industrial camera to obtain camera internal parameters, camera distortion coefficients and multiple sets of external parameters.
[0063] Among them, the internal parameters of the ...
example 2
[0066] Example 2. On the basis of the previous example 1, use the Zhang Zhengyou calibration method to calibrate the industrial camera according to the target images in 15 sets of calibration images to obtain the camera internal parameter matrix 15 groups of rotation matrices and translation matrix 5 distortion coefficients k 1 、k 2 、k 3 ,p 1 ,p 2 .
[0067] S3. Obtain the pixel coordinates of multiple target points from each set of calibration images, and calculate the absolute phase values of the multiple target point positions of each set of calibration images according to the fringe images in each set of calibration images.
[0068] In this embodiment, multiple target points are selected in the target images in each group of calibration images, and the pixel coordinates of multiple target points are recorded to calculate the depth values of multiple target points. Since the target points in the same group of calibration images The poses of the image and the ...
example 3
[0070] Example 3, on the basis of the previous example 2, select 6 target points from the target images in each group of calibration images, first use the four-step phase shift formula to solve the phase, and use the following formulas 1 to 3 to calculate based on two fringe images The main phase value θ(x, y) of the six target point positions, where I'(x, y) is the average gray level of the image, and I"(x, y) is the gray level modulation of the image.
[0071]
[0072] Formula 2 can be obtained from formula 1:
[0073]
[0074] Formula 3 can be obtained from formula 2:
[0075]
[0076] According to the main phase value θ(x, y) of the six target point positions of each group of calibration images, the unwrapping is performed by the principle of multi-frequency heterodyne, and the absolute phase values of the six target point positions are calculated by the following formulas 4 and 5 where f H , f L are θ H (x,y), θ L The frequency corresponding to (x,y). ...
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