mrcImageInfo
From EosPedia
mrcImageInfo is Eos's Command that displays image information of mrcImage.
Contents
List of option
Main option
Option | Essential/Optional | Description | Default |
---|---|---|---|
-i | Essential | Input: mrcImage | NULL |
-o | Optional | Output: ASCII | stdout(The standard output by default) |
-I | Optional | When it set, it outputs the general statistics of image. |
|
-X | Optional | Output: x=X (vaule): ASCII | 0.0 |
-Y | Optional | Output: y=Y (vaule): ASCII | 0.0 |
-x | Optional | Output: x Projection: ASCII | |
-y | Optional | Output: y Projection: ASCII | |
-H | Optional | Histgram (Normalize): Number | 256 |
-H2 | Optional | Histgram2 (Normalize): Width | 1 |
-H3 | Optional | Histgram3 (Count): Number | 256 |
-H4 | Optional | Histgram4 (Count): Width | 1 |
-H5 | Optional | Histgram5 (Count: -Low, need -High): Number | 1 |
-H6 | Optional | Histgram6 (Count: need -Low, -High): Width | 1 |
-Low | Optional | Threshold (start point of output) | 1 |
-High | Optional | Threshold (end point of output) | 1 |
-rmax | Optional | rmax [A] | 250 |
-c | Optional | ConfigurationFile | NULL |
-m | Optional | Mode | 0 |
-h | Optional | Help |
-m details
Value | Description |
---|---|
0 | mean of all density |
1 | mean of sphere surface density at rmax |
2 | mean of cylinder surface density at rmax |
3 | mean of edge pixels |
4 | mean of Centre: not implemented |
5 | mean of Sparse: not implemented |
6 | mean of 2DEdge: not implemented |
7 | RMS of all pixels |
Execution example
Input file's image
Using for m=1, m=2
Example of options only essential
if no option, no output.
オプション -I
Min: 0 (41, 10, 0) Min value (its coordinate) Max: 255 (42, 36, 0) Max value (its coordinate) Mean: 111.211 Mean SD: 32.7239 Standard deviation SE: 0.409049 Standard error Sum: 711751
Option -X
Case: X=40
0 117 1 118 2 128 3 100 4 133 5 70 ... 74 118 75 73 76 83 77 97 78 79 79 96
Option -Y
Case: Y=40
0 105 1 130 2 76 3 98 4 113 5 86 ... 74 131 75 111 76 97 77 79 78 71 79 128
Option -x
0 230 1 2 2 23 3 157 4 107 5 108 ... 74 197 75 57 76 118 77 157 78 49 79 102
Option -y
0 66 1 116 2 223 3 135 4 185 5 231 ... 74 154 75 158 76 177 77 189 78 244 79 5
Option -H
Case: H=256
0 0.00990099 | * 1 0 |* 2 0 |* 3 0 |* 4 0 |* 5 0 |* ... 62 0.217822 | * 63 0.326733 | * 64 0.306931 | * 65 0.267327 | * 66 0.326733 | * 67 0.336634 | * 68 0.287129 | * 69 0.356436 | * 70 0.356436 | * 71 0.386139 | * 72 0.39604 | * 73 0.386139 | * 74 0.415842 | * 75 0.386139 | * 76 0.465347 | * 77 0.475248 | * 78 0.475248 | * 79 0.584158 | * 80 0.50495 | * ... 116 0.920792 | * 117 0.920792 | * 118 0.683168 | * 119 1 | * 120 0.782178 | * 121 0.712871 | * 122 0.623762 | * 123 0.594059 | * 124 0.653465 | * 125 0.70297 | * 126 0.70297 | * 127 0.653465 | * 128 0.613861 | * 129 0.633663 | * 130 0.485149 | * 131 0.564356 | * 132 0.514851 | * 133 0.475248 | * 134 0.405941 | * ... 250 0 |* 251 0 |* 252 0 |* 253 0 |* 254 0 |* 255 0.00990099 | *
Case: H=16
0 0.00213068 | * 17 0.00497159 | * 34 0.0326705 | * 51 0.139915 | * 68 0.40625 | * 85 0.796165 | * 102 1 | * 119 0.922585 | * 136 0.585227 | * 153 0.319602 | * 170 0.176847 | * 187 0.0852273 | * 204 0.0539773 | * 221 0.0106534 | * 238 0.0078125 | * 255 0.00142045 | *
Option -H2
Case: H2=2
0 0.00540541 | * 2 0 |* 4 0 |* 6 0 |* 8 0.0108108 | * 10 0 |* ... 62 0.259459 | * 64 0.345946 | * 66 0.324324 | * 68 0.340541 | * 70 0.389189 | * 72 0.427027 | * 74 0.437838 | * 76 0.464865 | * 78 0.518919 | * 80 0.594595 | * ... 116 0.989189 | * 118 0.875676 | * 120 0.972973 | * 122 0.72973 | * 124 0.681081 | * 126 0.767568 | * 128 0.691892 | * 130 0.610811 | * 132 0.589189 | * 134 0.481081 | * ... 244 0.00540541 | * 246 0.0108108 | * 248 0.00540541 | * 250 0 |* 252 0 |* 254 0 |*
Option -H3
Case: H3=256
0 1 1 0 2 0 3 0 4 0 5 0 ... 125 71 126 71 127 66 128 62 129 64 130 49 131 57 ... 250 0 251 0 252 0 253 0 254 0 255 1
Option -H4
Case: H4=1
0 1 1 0 2 0 3 0 4 0 5 0 ... 125 71 126 71 127 66 128 62 129 64 130 49 131 57 ... 250 0 251 0 252 0 253 0 254 0 255 1
Option -H5
Case: H5=16
1 1 | * 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |* 1 0 |*
Case: H5=16, Low=0, High=255
0 0.00213068 | * 17 0.00497159 | * 34 0.0326705 | * 51 0.139915 | * 68 0.40625 | * 85 0.796165 | * 102 1 | * 119 0.922585 | * 136 0.585227 | * 153 0.319602 | * 170 0.176847 | * 187 0.0852273 | * 204 0.0539773 | * 221 0.0106534 | * 238 0.0078125 | * 255 0.00142045 | *
Option -H6
Case: H6=16
1 1
Case: H6=16, Low=0, High=255
0 0.00213068 16 0.00497159 32 0.0326705 48 0.139915 64 0.40625 80 0.796165 96 1 112 0.922585 128 0.585227 144 0.319602 160 0.176847 176 0.0852273 192 0.0539773 208 0.0106534 224 0.0078125 240 0.00142045
Option -m
Case: m=1, I
Case: No other settings
Mean: 0.616809 SD: 0.673385 SE: 0.0013199
Case: rmax=50
Mean: 1.1812 SD: 0.106769 SE: 0.000209277
Case: m=2, I
Case: No other settings
Mean: -1.1766e-05 SD: 0.000598326 SE: 2.23951e-06
Case: rmax=50
Mean: 1.01668 SD: 0.477893 SE: 0.00178873
Case: m=3, I
Mean: 102.924 SD: 25.5864 SE: 1.43935
Case: m=7, I
RMS: 115.926