num_coef = 5 # Number of polynomial coefficients
norm = False # Correct non-uniform background if True
perspective = False # Correct perspective distortion if True
# -----------------------------------------------------------------------------
# -----------------------------------------------------------------------------
# Load an image, get shape
print("Load image: {}".format(file_path))
mat0 = io.load_image(file_path)
(height, width) = mat0.shape
# Optional step: correct non-uniform background for global thresholding method.
# Background is generated by applying a strong low-pass filter to the image.
# Then, the image is normalized with the background.
if norm is True:
mat1 = prep.normalization_fft(mat0, sigma=5, pad=30)
else:
mat1 = np.copy(mat0)
# Binarization using Otsu's method if thres = None
# Cropped image (30% of the size around the middle) is used for calculating
# the threshold. This is to avoid a case which a dot-pattern doesn't
# cover the whole field of view of a camera.
mat1 = prep.binarization(mat1, ratio=0.3, thres=None)
check = prep.check_num_dots(mat1)
if check:
raise ValueError(
"Number of objects detected is not enough !!! Parameters of"
" the binarization method need to be adjusted!!!")
io.save_image(output_base + "/binarized_image.tif", mat1)
def get_cross_points_ver_lines(mat,
slope_hor,
dist_hor,
ratio=1.0,
norm=True,
offset=0,
bgr="bright",
radius=7,
sensitive=0.1,
denoise=True,
subpixel=True):
"""
Get points on vertical lines of a line-pattern image by intersecting with
a list of generated horizontal-lines.
Parameters
----------
mat : array_like
2D array.
slope_hor : float
Slope in Radian of generated horizontal lines.
dist_hor : float
Distance between two adjacent generated lines.
ratio : float
To adjust the distance between generated lines to get more/less lines.
norm : bool, optional
Apply background normalization to the array.
offset : int
Starting index of generated lines.
bgr : {"bright", "dark"}
Specify the brightness of the background against the lines.
radius : int
Search radius. Used to locate extremum points.
sensitive : float
To detect extremum points against random noise. Smaller is more
sensitive.
denoise : bool, optional
Applying a smoothing filter if True.
subpixel : bool, optional
Locate points with subpixel accuracy.
Returns
-------
array_like
List of (y,x)-coordinates of points.
"""
(height, width) = mat.shape
if bgr == "bright":
mat = np.max(mat) - mat
if norm is True:
mat = prep.normalization_fft(mat, 5)
if denoise is True:
mat = ndi.gaussian_filter(mat, 3)
angle = np.arctan(slope_hor)
min_col, max_col = _calc_index_range(height,
width,
-np.rad2deg(angle),
direction="horizontal")
offset = np.clip(offset, 0, min(height, width) // 8)
list_points = []
for i in np.arange(min_col + offset, max_col - offset, ratio * dist_hor):
xlist, ylist, profile = get_tilted_profile(mat,
i,
-np.rad2deg(angle),
direction="horizontal")
scale = np.sqrt((xlist[-1] - xlist[0])**2 +
(ylist[-1] - ylist[0])**2) / (width - 1)
rlist = get_local_extrema_points(profile,
option="max",
radius=radius,
sensitive=sensitive,
denoise=not denoise,
norm=not norm,
subpixel=subpixel) * scale
xlist1 = rlist * np.cos(angle) + xlist[0]
ylist1 = rlist * np.sin(angle) + ylist[0]
list_points.extend(np.asarray(list(zip(ylist1, xlist1))))
return np.asarray(list_points)
def test_normalization_fft(self):
mat_nor = prep.normalization_fft(self.bck, sigma=5, pad=10)
std_val = np.std(mat_nor)
self.assertTrue(std_val <= self.var)
import numpy as np
import matplotlib.pyplot as plt
import discorpy.losa.loadersaver as io
import discorpy.prep.preprocessing as prep
import discorpy.proc.processing as proc
import discorpy.post.postprocessing as post
# Initial parameters
file_path = "C:/data/dot_pattern_06.jpg"
output_base = "./for_demo_05/"
num_coef = 4 # Number of polynomial coefficients
mat0 = io.load_image(file_path) # Load image
(height, width) = mat0.shape
# Normalize background
mat1 = prep.normalization_fft(mat0, sigma=20)
# Segment dots
threshold = prep.calculate_threshold(mat1, bgr="bright", snr=1.5)
mat1 = prep.binarization(mat1, thres=threshold)
io.save_image(output_base + "/segmented_dots.jpg", mat1)
# Calculate the median dot size and distance between them.
(dot_size, dot_dist) = prep.calc_size_distance(mat1)
# Calculate the slopes of horizontal lines and vertical lines.
hor_slope = prep.calc_hor_slope(mat1)
ver_slope = prep.calc_ver_slope(mat1)
print("Horizontal slope: {0}. Vertical slope: {1}".format(
hor_slope, ver_slope))
# Group dots into lines.
list_hor_lines0 = prep.group_dots_hor_lines(mat1,