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project_vel_to_cam.py
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project_vel_to_cam.py
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# !/usr/bin/python
#
# Demonstrates how to project velodyne points to camera imagery.
# Requires a binary velodyne sync file (image-synced) , undistorted image and a dir, containing camera calibration files.
#
# Provided by NCLT dataset authors, modified by Aljosa Osep (osep@vision.rwth-aachen.de)
#
# To use:
#
# python project_vel_to_cam.py vel img cam_num
#
# vel: The velodyne binary file (timestamp.bin)
# img: The undistorted image (timestamp.tiff)
# calib_dir: Dir containing camera calibration files.
# cam_num: The index (0 through 5) of the camera
#
import sys
import struct
import matplotlib.pyplot as plt
import matplotlib.image as mpimg
import numpy as np
import os
#from undistort import *
def convert(x_s, y_s, z_s):
scaling = 0.005 # 5 mm
offset = -100.0
x = x_s * scaling + offset
y = y_s * scaling + offset
z = z_s * scaling + offset
return x, y, z
def load_vel_hits(filename):
f_bin = open(filename, "r")
hits = []
while True:
x_str = f_bin.read(2)
if x_str == '': # eof
break
x = struct.unpack('<H', x_str)[0]
y = struct.unpack('<H', f_bin.read(2))[0]
z = struct.unpack('<H', f_bin.read(2))[0]
i = struct.unpack('B', f_bin.read(1))[0]
l = struct.unpack('B', f_bin.read(1))[0]
x, y, z = convert(x, y, z)
# Load in homogenous
hits += [[x, y, z, 1]]
f_bin.close()
hits = np.asarray(hits)
return hits.transpose()
def ssc_to_homo(ssc):
# Convert 6-DOF ssc coordinate transformation to 4x4 homogeneous matrix
# transformation
sr = np.sin(np.pi/180.0 * ssc[3])
cr = np.cos(np.pi/180.0 * ssc[3])
sp = np.sin(np.pi/180.0 * ssc[4])
cp = np.cos(np.pi/180.0 * ssc[4])
sh = np.sin(np.pi/180.0 * ssc[5])
ch = np.cos(np.pi/180.0 * ssc[5])
H = np.zeros((4, 4))
H[0, 0] = ch*cp
H[0, 1] = -sh*cr + ch*sp*sr
H[0, 2] = sh*sr + ch*sp*cr
H[1, 0] = sh*cp
H[1, 1] = ch*cr + sh*sp*sr
H[1, 2] = -ch*sr + sh*sp*cr
H[2, 0] = -sp
H[2, 1] = cp*sr
H[2, 2] = cp*cr
H[0, 3] = ssc[0]
H[1, 3] = ssc[1]
H[2, 3] = ssc[2]
H[3, 3] = 1
return H
def project_vel_to_cam(hits, cam_num, calib_dir):
# Load camera parameters
K = np.loadtxt(os.path.join(calib_dir, 'K_cam%d.csv' % (cam_num)), delimiter=',')
x_lb3_c = np.loadtxt(os.path.join(calib_dir,'x_lb3_c%d.csv' % (cam_num)), delimiter=',')
# Other coordinate transforms we need
x_body_lb3 = [0.035, 0.002, -1.23, -179.93, -0.23, 0.50]
# Now do the projection
T_lb3_c = ssc_to_homo(x_lb3_c)
T_body_lb3 = ssc_to_homo(x_body_lb3)
T_lb3_body = np.linalg.inv(T_body_lb3)
T_c_lb3 = np.linalg.inv(T_lb3_c)
T_c_body = np.matmul(T_c_lb3, T_lb3_body)
hits_c = np.matmul(T_c_body, hits)
hits_im = np.matmul(K, hits_c[0:3, :])
return hits_im
def main(args):
if len(args)<5:
print """Incorrect usage.
To use:
python project_vel_to_cam.py vel img cam_num
vel: The velodyne binary file (timestamp.bin)
img: The undistorted image (timestamp.tiff)
calib_dir: Dir containing camera calib files.
cam_num: The index (0 through 5) of the camera
"""
return 1
# Load velodyne points
hits_body = load_vel_hits(args[1])
# Load image
image = mpimg.imread(args[2])
# Calib dir
calib_dir = args[3]
if not os.path.isdir(calib_dir):
print ('Error, dir %s does not exist!'%calib_dir)
sys.exit()
cam_num = int(args[4])
hits_image = project_vel_to_cam(hits_body, cam_num, calib_dir)
x_im = hits_image[0, :]/hits_image[2, :]
y_im = hits_image[1, :]/hits_image[2, :]
z_im = hits_image[2, :]
idx_infront = z_im>0
x_im = x_im[idx_infront]
y_im = y_im[idx_infront]
z_im = z_im[idx_infront]
plt.figure(1)
plt.imshow(image)
plt.hold(True)
plt.scatter(x_im, y_im, c=z_im, s=5, linewidths=0)
plt.xlim(0, 1616)
plt.ylim(0, 1232)
plt.show()
return 0
if __name__ == '__main__':
sys.exit(main(sys.argv))