Note
Go to the end to download the full example code.
Clustering Vectors#
This can be used to segment a 4-D STEM dataset into different clusters based on the diffraction pattern at each real space position.
import pyxem as pxm
from scipy.ndimage import gaussian_filter
import matplotlib.pyplot as plt
from sklearn.cluster import DBSCAN
# Getting the vectors for some dataset
s = pxm.data.mgo_nanocrystals(allow_download=True)
s.data[s.data < 120] = 1
s.filter(gaussian_filter, sigma=(0.5, 0.5, 0, 0), inplace=True) # only in real space
s.template_match_disk(disk_r=3, subtract_min=False, inplace=True)
vectors = s.get_diffraction_vectors(threshold_abs=0.5, min_distance=3)
# Now we can convert the vectors into a 2D array of rows/columns
flat_vectors = (
vectors.flatten_diffraction_vectors()
) # flatten the vectors into a 2D array
scan = DBSCAN(eps=1.0, min_samples=2)
0%| | 0.00/104M [00:00<?, ?B/s]
0%| | 14.3k/104M [00:00<16:32, 105kB/s]
0%| | 42.0k/104M [00:00<09:19, 186kB/s]
0%| | 117k/104M [00:00<04:15, 407kB/s]
0%| | 256k/104M [00:00<02:19, 748kB/s]
1%|▏ | 535k/104M [00:00<01:14, 1.40MB/s]
1%|▍ | 1.07M/104M [00:00<00:39, 2.62MB/s]
2%|▊ | 2.19M/104M [00:00<00:19, 5.14MB/s]
4%|█▎ | 3.77M/104M [00:00<00:12, 8.20MB/s]
5%|█▉ | 5.34M/104M [00:00<00:09, 10.2MB/s]
7%|██▌ | 6.92M/104M [00:01<00:08, 11.6MB/s]
8%|███ | 8.49M/104M [00:01<00:07, 12.6MB/s]
10%|███▋ | 10.1M/104M [00:01<00:07, 13.2MB/s]
11%|████▏ | 11.6M/104M [00:01<00:06, 13.7MB/s]
13%|████▊ | 13.2M/104M [00:01<00:06, 14.0MB/s]
14%|█████▍ | 14.8M/104M [00:01<00:06, 14.2MB/s]
16%|█████▉ | 16.4M/104M [00:01<00:06, 14.4MB/s]
17%|██████▌ | 17.9M/104M [00:01<00:05, 14.4MB/s]
19%|███████ | 19.5M/104M [00:01<00:05, 14.5MB/s]
20%|███████▋ | 21.1M/104M [00:02<00:05, 14.6MB/s]
22%|████████▎ | 22.7M/104M [00:02<00:05, 14.6MB/s]
23%|████████▊ | 24.2M/104M [00:02<00:05, 14.7MB/s]
25%|█████████▍ | 25.8M/104M [00:02<00:05, 14.7MB/s]
26%|█████████▉ | 27.4M/104M [00:02<00:05, 14.7MB/s]
28%|██████████▌ | 29.0M/104M [00:02<00:05, 14.7MB/s]
29%|███████████▏ | 30.5M/104M [00:02<00:05, 14.7MB/s]
31%|███████████▋ | 32.1M/104M [00:02<00:04, 14.7MB/s]
32%|████████████▎ | 33.7M/104M [00:02<00:04, 14.8MB/s]
34%|████████████▊ | 35.3M/104M [00:03<00:04, 14.7MB/s]
35%|█████████████▍ | 36.8M/104M [00:03<00:04, 14.7MB/s]
37%|█████████████▉ | 38.4M/104M [00:03<00:04, 14.7MB/s]
38%|██████████████▌ | 40.0M/104M [00:03<00:04, 14.7MB/s]
40%|███████████████▏ | 41.6M/104M [00:03<00:04, 14.7MB/s]
41%|███████████████▋ | 43.2M/104M [00:03<00:04, 14.8MB/s]
43%|████████████████▎ | 44.7M/104M [00:03<00:04, 14.8MB/s]
44%|████████████████▉ | 46.3M/104M [00:03<00:03, 14.8MB/s]
46%|█████████████████▍ | 47.9M/104M [00:03<00:03, 14.8MB/s]
47%|██████████████████ | 49.5M/104M [00:03<00:03, 14.8MB/s]
49%|██████████████████▌ | 51.1M/104M [00:04<00:03, 14.8MB/s]
50%|███████████████████▏ | 52.7M/104M [00:04<00:03, 14.8MB/s]
52%|███████████████████▊ | 54.2M/104M [00:04<00:03, 14.8MB/s]
54%|████████████████████▎ | 55.8M/104M [00:04<00:03, 14.9MB/s]
55%|████████████████████▉ | 57.4M/104M [00:04<00:03, 14.8MB/s]
57%|█████████████████████▌ | 59.0M/104M [00:04<00:03, 14.8MB/s]
58%|██████████████████████ | 60.6M/104M [00:04<00:02, 14.9MB/s]
60%|██████████████████████▋ | 62.2M/104M [00:04<00:02, 14.9MB/s]
61%|███████████████████████▏ | 63.8M/104M [00:04<00:02, 14.9MB/s]
63%|███████████████████████▊ | 65.3M/104M [00:05<00:02, 14.9MB/s]
64%|████████████████████████▍ | 66.9M/104M [00:05<00:02, 14.8MB/s]
66%|████████████████████████▉ | 68.5M/104M [00:05<00:02, 14.9MB/s]
67%|█████████████████████████▌ | 70.1M/104M [00:05<00:02, 14.9MB/s]
69%|██████████████████████████ | 71.7M/104M [00:05<00:02, 14.8MB/s]
70%|██████████████████████████▋ | 73.3M/104M [00:05<00:02, 14.8MB/s]
72%|███████████████████████████▎ | 74.9M/104M [00:05<00:01, 14.9MB/s]
73%|███████████████████████████▊ | 76.5M/104M [00:05<00:01, 14.8MB/s]
75%|████████████████████████████▍ | 78.0M/104M [00:05<00:01, 14.8MB/s]
76%|█████████████████████████████ | 79.6M/104M [00:06<00:01, 14.8MB/s]
78%|█████████████████████████████▌ | 81.2M/104M [00:06<00:01, 14.9MB/s]
79%|██████████████████████████████▏ | 82.8M/104M [00:06<00:01, 14.8MB/s]
81%|██████████████████████████████▊ | 84.4M/104M [00:06<00:01, 14.9MB/s]
83%|███████████████████████████████▎ | 86.0M/104M [00:06<00:01, 14.8MB/s]
84%|███████████████████████████████▉ | 87.6M/104M [00:06<00:01, 15.1MB/s]
86%|████████████████████████████████▌ | 89.3M/104M [00:06<00:00, 15.1MB/s]
87%|█████████████████████████████████ | 90.9M/104M [00:06<00:00, 15.2MB/s]
89%|█████████████████████████████████▋ | 92.5M/104M [00:06<00:00, 15.0MB/s]
90%|██████████████████████████████████▎ | 94.1M/104M [00:06<00:00, 15.1MB/s]
92%|██████████████████████████████████▊ | 95.7M/104M [00:07<00:00, 15.0MB/s]
93%|███████████████████████████████████▍ | 97.3M/104M [00:07<00:00, 15.0MB/s]
95%|████████████████████████████████████ | 98.9M/104M [00:07<00:00, 15.0MB/s]
96%|█████████████████████████████████████▌ | 100M/104M [00:07<00:00, 15.0MB/s]
98%|██████████████████████████████████████▏| 102M/104M [00:07<00:00, 15.0MB/s]
99%|██████████████████████████████████████▊| 104M/104M [00:07<00:00, 14.9MB/s]
0%| | 0.00/104M [00:00<?, ?B/s]
100%|████████████████████████████████████████| 104M/104M [00:00<00:00, 306GB/s]
[ ] | 0% Completed | 152.35 us
[ ] | 0% Completed | 100.50 ms
[ ] | 0% Completed | 201.21 ms
[ ] | 0% Completed | 301.62 ms
[ ] | 0% Completed | 402.00 ms
[ ] | 0% Completed | 502.34 ms
[ ] | 0% Completed | 602.79 ms
[ ] | 0% Completed | 703.18 ms
[ ] | 0% Completed | 803.76 ms
[ ] | 0% Completed | 904.18 ms
[ ] | 0% Completed | 1.00 s
[ ] | 0% Completed | 1.11 s
[ ] | 0% Completed | 1.21 s
[ ] | 0% Completed | 1.31 s
[# ] | 4% Completed | 1.41 s
[### ] | 8% Completed | 1.51 s
[### ] | 8% Completed | 1.61 s
[### ] | 8% Completed | 1.71 s
[### ] | 8% Completed | 1.81 s
[### ] | 8% Completed | 1.91 s
[### ] | 8% Completed | 2.01 s
[### ] | 8% Completed | 2.11 s
[### ] | 8% Completed | 2.21 s
[### ] | 8% Completed | 2.31 s
[### ] | 8% Completed | 2.41 s
[### ] | 8% Completed | 2.51 s
[### ] | 8% Completed | 2.61 s
[### ] | 8% Completed | 2.71 s
[#### ] | 12% Completed | 2.81 s
[###### ] | 16% Completed | 2.91 s
[###### ] | 16% Completed | 3.01 s
[###### ] | 16% Completed | 3.11 s
[###### ] | 16% Completed | 3.21 s
[###### ] | 16% Completed | 3.31 s
[###### ] | 16% Completed | 3.41 s
[###### ] | 16% Completed | 3.52 s
[###### ] | 16% Completed | 3.62 s
[###### ] | 16% Completed | 3.72 s
[###### ] | 16% Completed | 3.82 s
[###### ] | 16% Completed | 3.92 s
[###### ] | 16% Completed | 4.02 s
[###### ] | 16% Completed | 4.12 s
[######## ] | 20% Completed | 4.22 s
[######### ] | 24% Completed | 4.32 s
[######### ] | 24% Completed | 4.42 s
[######### ] | 24% Completed | 4.52 s
[######### ] | 24% Completed | 4.62 s
[######### ] | 24% Completed | 4.72 s
[######### ] | 24% Completed | 4.82 s
[######### ] | 24% Completed | 4.92 s
[######### ] | 24% Completed | 5.02 s
[######### ] | 24% Completed | 5.12 s
[######### ] | 24% Completed | 5.22 s
[######### ] | 24% Completed | 5.32 s
[######### ] | 24% Completed | 5.43 s
[######### ] | 24% Completed | 5.53 s
[########### ] | 28% Completed | 5.63 s
[############ ] | 32% Completed | 5.73 s
[############ ] | 32% Completed | 5.83 s
[############ ] | 32% Completed | 5.93 s
[############ ] | 32% Completed | 6.03 s
[############ ] | 32% Completed | 6.13 s
[############ ] | 32% Completed | 6.23 s
[############ ] | 32% Completed | 6.33 s
[############ ] | 32% Completed | 6.43 s
[############ ] | 32% Completed | 6.53 s
[############ ] | 32% Completed | 6.63 s
[############ ] | 32% Completed | 6.73 s
[############ ] | 32% Completed | 6.83 s
[############ ] | 32% Completed | 6.93 s
[############ ] | 32% Completed | 7.03 s
[################ ] | 40% Completed | 7.13 s
[################ ] | 40% Completed | 7.23 s
[################ ] | 40% Completed | 7.33 s
[################ ] | 40% Completed | 7.43 s
[################ ] | 40% Completed | 7.54 s
[################ ] | 40% Completed | 7.64 s
[################ ] | 40% Completed | 7.74 s
[################ ] | 40% Completed | 7.84 s
[################ ] | 40% Completed | 7.94 s
[################ ] | 40% Completed | 8.04 s
[################ ] | 40% Completed | 8.14 s
[################ ] | 40% Completed | 8.24 s
[################ ] | 40% Completed | 8.34 s
[################ ] | 40% Completed | 8.44 s
[################### ] | 48% Completed | 8.54 s
[################### ] | 48% Completed | 8.64 s
[################### ] | 48% Completed | 8.74 s
[################### ] | 48% Completed | 8.84 s
[################### ] | 48% Completed | 8.94 s
[################### ] | 48% Completed | 9.04 s
[################### ] | 48% Completed | 9.14 s
[################### ] | 48% Completed | 9.24 s
[################### ] | 48% Completed | 9.34 s
[################### ] | 48% Completed | 9.44 s
[################### ] | 48% Completed | 9.54 s
[################### ] | 48% Completed | 9.64 s
[################### ] | 48% Completed | 9.74 s
[################### ] | 48% Completed | 9.84 s
[###################### ] | 56% Completed | 9.95 s
[###################### ] | 56% Completed | 10.05 s
[###################### ] | 56% Completed | 10.15 s
[###################### ] | 56% Completed | 10.25 s
[###################### ] | 56% Completed | 10.35 s
[###################### ] | 56% Completed | 10.45 s
[###################### ] | 56% Completed | 10.55 s
[###################### ] | 56% Completed | 10.65 s
[###################### ] | 56% Completed | 10.75 s
[###################### ] | 56% Completed | 10.85 s
[###################### ] | 56% Completed | 10.95 s
[###################### ] | 56% Completed | 11.05 s
[###################### ] | 56% Completed | 11.15 s
[###################### ] | 56% Completed | 11.25 s
[######################### ] | 64% Completed | 11.35 s
[######################### ] | 64% Completed | 11.45 s
[######################### ] | 64% Completed | 11.55 s
[######################### ] | 64% Completed | 11.65 s
[######################### ] | 64% Completed | 11.75 s
[######################### ] | 64% Completed | 11.85 s
[######################### ] | 64% Completed | 11.95 s
[######################### ] | 64% Completed | 12.05 s
[######################### ] | 64% Completed | 12.15 s
[######################### ] | 64% Completed | 12.26 s
[######################### ] | 64% Completed | 12.36 s
[######################### ] | 64% Completed | 12.46 s
[######################### ] | 64% Completed | 12.56 s
[######################### ] | 64% Completed | 12.66 s
[########################### ] | 68% Completed | 12.76 s
[############################ ] | 72% Completed | 12.86 s
[############################ ] | 72% Completed | 12.96 s
[############################ ] | 72% Completed | 13.06 s
[############################ ] | 72% Completed | 13.16 s
[############################ ] | 72% Completed | 13.26 s
[############################ ] | 72% Completed | 13.36 s
[############################ ] | 72% Completed | 13.46 s
[############################ ] | 72% Completed | 13.56 s
[############################ ] | 72% Completed | 13.66 s
[############################ ] | 72% Completed | 13.76 s
[############################ ] | 72% Completed | 13.86 s
[############################ ] | 72% Completed | 13.96 s
[############################ ] | 72% Completed | 14.06 s
[############################## ] | 76% Completed | 14.16 s
[################################ ] | 80% Completed | 14.26 s
[################################ ] | 80% Completed | 14.36 s
[################################ ] | 80% Completed | 14.47 s
[################################ ] | 80% Completed | 14.57 s
[################################ ] | 80% Completed | 14.67 s
[################################ ] | 80% Completed | 14.77 s
[################################ ] | 80% Completed | 14.87 s
[################################ ] | 80% Completed | 14.97 s
[################################ ] | 80% Completed | 15.07 s
[################################ ] | 80% Completed | 15.17 s
[################################ ] | 80% Completed | 15.27 s
[################################ ] | 80% Completed | 15.37 s
[################################ ] | 80% Completed | 15.47 s
[################################# ] | 84% Completed | 15.57 s
[################################### ] | 88% Completed | 15.67 s
[################################### ] | 88% Completed | 15.77 s
[################################### ] | 88% Completed | 15.87 s
[################################### ] | 88% Completed | 15.97 s
[################################### ] | 88% Completed | 16.07 s
[################################### ] | 88% Completed | 16.17 s
[################################### ] | 88% Completed | 16.27 s
[################################### ] | 88% Completed | 16.37 s
[################################### ] | 88% Completed | 16.47 s
[################################### ] | 88% Completed | 16.57 s
[################################### ] | 88% Completed | 16.67 s
[################################### ] | 88% Completed | 16.77 s
[################################### ] | 88% Completed | 16.88 s
[#################################### ] | 92% Completed | 16.98 s
[###################################### ] | 96% Completed | 17.08 s
[###################################### ] | 96% Completed | 17.18 s
[###################################### ] | 96% Completed | 17.28 s
[###################################### ] | 96% Completed | 17.38 s
[###################################### ] | 96% Completed | 17.48 s
[###################################### ] | 96% Completed | 17.58 s
[########################################] | 100% Completed | 17.68 s
[ ] | 0% Completed | 163.19 us
[ ] | 0% Completed | 100.44 ms
[ ] | 0% Completed | 200.80 ms
[ ] | 0% Completed | 301.20 ms
[ ] | 0% Completed | 401.51 ms
[ ] | 0% Completed | 501.94 ms
[ ] | 0% Completed | 602.38 ms
[ ] | 0% Completed | 702.79 ms
[ ] | 0% Completed | 803.10 ms
[### ] | 8% Completed | 903.49 ms
[### ] | 8% Completed | 1.00 s
[### ] | 8% Completed | 1.10 s
[### ] | 8% Completed | 1.20 s
[### ] | 8% Completed | 1.31 s
[### ] | 8% Completed | 1.41 s
[### ] | 8% Completed | 1.51 s
[### ] | 8% Completed | 1.61 s
[### ] | 8% Completed | 1.71 s
[#### ] | 12% Completed | 1.81 s
[#### ] | 12% Completed | 1.91 s
[#### ] | 12% Completed | 2.01 s
[#### ] | 12% Completed | 2.11 s
[#### ] | 12% Completed | 2.21 s
[#### ] | 12% Completed | 2.31 s
[#### ] | 12% Completed | 2.41 s
[#### ] | 12% Completed | 2.51 s
[#### ] | 12% Completed | 2.61 s
[#### ] | 12% Completed | 2.71 s
[###### ] | 16% Completed | 2.81 s
[###### ] | 16% Completed | 2.91 s
[###### ] | 16% Completed | 3.01 s
[###### ] | 16% Completed | 3.11 s
[###### ] | 16% Completed | 3.21 s
[###### ] | 16% Completed | 3.32 s
[###### ] | 16% Completed | 3.42 s
[######## ] | 20% Completed | 3.52 s
[######## ] | 20% Completed | 3.62 s
[######### ] | 24% Completed | 3.72 s
[######### ] | 24% Completed | 3.82 s
[######### ] | 24% Completed | 3.92 s
[######### ] | 24% Completed | 4.02 s
[######### ] | 24% Completed | 4.12 s
[######### ] | 24% Completed | 4.22 s
[########### ] | 28% Completed | 4.32 s
[########### ] | 28% Completed | 4.42 s
[########### ] | 28% Completed | 4.52 s
[############ ] | 32% Completed | 4.62 s
[############ ] | 32% Completed | 4.72 s
[############ ] | 32% Completed | 4.82 s
[############ ] | 32% Completed | 4.93 s
[############ ] | 32% Completed | 5.03 s
[############ ] | 32% Completed | 5.13 s
[############ ] | 32% Completed | 5.23 s
[############ ] | 32% Completed | 5.33 s
[############ ] | 32% Completed | 5.43 s
[############ ] | 32% Completed | 5.53 s
[############ ] | 32% Completed | 5.63 s
[############ ] | 32% Completed | 5.73 s
[################ ] | 40% Completed | 5.83 s
[################ ] | 40% Completed | 5.93 s
[################ ] | 40% Completed | 6.03 s
[################ ] | 40% Completed | 6.13 s
[################ ] | 40% Completed | 6.23 s
[################ ] | 40% Completed | 6.33 s
[################ ] | 40% Completed | 6.43 s
[################ ] | 40% Completed | 6.53 s
[################# ] | 44% Completed | 6.63 s
[################### ] | 48% Completed | 6.73 s
[################### ] | 48% Completed | 6.83 s
[################### ] | 48% Completed | 6.93 s
[################### ] | 48% Completed | 7.03 s
[################### ] | 48% Completed | 7.14 s
[################### ] | 48% Completed | 7.24 s
[################### ] | 48% Completed | 7.34 s
[################### ] | 48% Completed | 7.44 s
[################### ] | 48% Completed | 7.54 s
[################### ] | 48% Completed | 7.64 s
[#################### ] | 52% Completed | 7.74 s
[#################### ] | 52% Completed | 7.84 s
[#################### ] | 52% Completed | 7.94 s
[#################### ] | 52% Completed | 8.04 s
[#################### ] | 52% Completed | 8.14 s
[###################### ] | 56% Completed | 8.24 s
[###################### ] | 56% Completed | 8.34 s
[###################### ] | 56% Completed | 8.44 s
[###################### ] | 56% Completed | 8.54 s
[###################### ] | 56% Completed | 8.64 s
[###################### ] | 56% Completed | 8.74 s
[###################### ] | 56% Completed | 8.84 s
[###################### ] | 56% Completed | 8.94 s
[######################## ] | 60% Completed | 9.04 s
[######################## ] | 60% Completed | 9.15 s
[######################## ] | 60% Completed | 9.25 s
[######################## ] | 60% Completed | 9.35 s
[######################## ] | 60% Completed | 9.45 s
[######################### ] | 64% Completed | 9.55 s
[######################### ] | 64% Completed | 9.65 s
[######################### ] | 64% Completed | 9.75 s
[######################### ] | 64% Completed | 9.85 s
[######################### ] | 64% Completed | 9.95 s
[######################### ] | 64% Completed | 10.05 s
[######################### ] | 64% Completed | 10.15 s
[######################### ] | 64% Completed | 10.25 s
[######################### ] | 64% Completed | 10.35 s
[########################### ] | 68% Completed | 10.45 s
[########################### ] | 68% Completed | 10.55 s
[########################### ] | 68% Completed | 10.65 s
[########################### ] | 68% Completed | 10.75 s
[########################### ] | 68% Completed | 10.85 s
[############################ ] | 72% Completed | 10.95 s
[############################ ] | 72% Completed | 11.06 s
[############################ ] | 72% Completed | 11.16 s
[############################ ] | 72% Completed | 11.26 s
[############################ ] | 72% Completed | 11.36 s
[############################ ] | 72% Completed | 11.46 s
[############################ ] | 72% Completed | 11.56 s
[############################ ] | 72% Completed | 11.66 s
[############################ ] | 72% Completed | 11.76 s
[############################## ] | 76% Completed | 11.86 s
[############################## ] | 76% Completed | 11.96 s
[############################## ] | 76% Completed | 12.06 s
[################################ ] | 80% Completed | 12.16 s
[################################ ] | 80% Completed | 12.26 s
[################################ ] | 80% Completed | 12.36 s
[################################ ] | 80% Completed | 12.46 s
[################################ ] | 80% Completed | 12.56 s
[################################ ] | 80% Completed | 12.66 s
[################################ ] | 80% Completed | 12.76 s
[################################ ] | 80% Completed | 12.87 s
[################################ ] | 80% Completed | 12.97 s
[################################# ] | 84% Completed | 13.07 s
[################################# ] | 84% Completed | 13.17 s
[################################# ] | 84% Completed | 13.27 s
[################################# ] | 84% Completed | 13.37 s
[################################### ] | 88% Completed | 13.47 s
[################################### ] | 88% Completed | 13.57 s
[################################### ] | 88% Completed | 13.67 s
[################################### ] | 88% Completed | 13.77 s
[#################################### ] | 92% Completed | 13.87 s
[#################################### ] | 92% Completed | 13.97 s
[#################################### ] | 92% Completed | 14.07 s
[#################################### ] | 92% Completed | 14.17 s
[###################################### ] | 96% Completed | 14.27 s
[###################################### ] | 96% Completed | 14.37 s
[########################################] | 100% Completed | 14.47 s
[ ] | 0% Completed | 158.02 us
[ ] | 0% Completed | 105.57 ms
[########################################] | 100% Completed | 205.95 ms
Clustering the Vectors#
It is very important that we first normalize the real and reciprocal space distances The column scale factors map the real space and reciprocal space distances to the same scale Here this means that the clustering algorithm operates on 10 nm in real space and .1 nm^-1 in reciprocal space based on the units for the vectors.
[ ] | 0% Completed | 161.38 us
[ ] | 0% Completed | 100.49 ms
[ ] | 0% Completed | 200.92 ms
[ ] | 0% Completed | 301.34 ms
[ ] | 0% Completed | 401.76 ms
[ ] | 0% Completed | 502.20 ms
[ ] | 0% Completed | 602.62 ms
[ ] | 0% Completed | 718.96 ms
[########################################] | 100% Completed | 819.39 ms
vect = clustered.map_vectors(
pxm.utils.vectors.column_mean,
columns=[0, 1],
label_index=-1,
dtype=float,
shape=(2,),
)
plt.figure()
plt.scatter(vect[:, 1], vect[:, 0])

/home/docs/checkouts/readthedocs.org/user_builds/pyxem/envs/v0.19.1/lib/python3.10/site-packages/numpy/core/fromnumeric.py:3504: RuntimeWarning: Mean of empty slice.
return _methods._mean(a, axis=axis, dtype=dtype,
/home/docs/checkouts/readthedocs.org/user_builds/pyxem/envs/v0.19.1/lib/python3.10/site-packages/numpy/core/_methods.py:121: RuntimeWarning: invalid value encountered in divide
ret = um.true_divide(
<matplotlib.collections.PathCollection object at 0x7f636e52a740>
clusterer = DBSCAN(min_samples=2, eps=20)
clustered2 = clustered.cluster_labeled_vectors(method=clusterer)
m, p = clustered2.to_markers(s, alpha=0.8, get_polygons=True)
7 : Clusters Found!
Visualizing the Clustering#
This clustering is decent. It shows that there might be some small tilt boundaries in the data which segment some of the nano-crystals into different clusters. It also shows the effect of using a phosphor screen which has some pretty severe after glow. This results in a smearing of the features and elongated clusters along the scan direction.
# sphinx_gallery_thumbnail_number = 3
Total running time of the script: (0 minutes 52.123 seconds)



