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***  withca_3_2  ***

Normal Mode Analysis for ID 21010810021510939

The following table indicates for every normal mode its frequency (black, normalized relative to the lowest mode frequency) and its collectivity (magenta). If a second structure was submitted, the cummulative overlap between the normal modes and the conformational change is computed (red). The corresponding amplitude (dq) is then also given (green). Click on the mode link to obtain a visualization of the mean square displacement <R2> of the C-alpha atoms associated to each mode.

[HELP on collectivity] [HELP on overlap]

<R2> frequency collectivity
mode 7 1.00 0.2273
mode 8 1.00 0.7991
mode 9 1.00 0.4300
mode 10 9113.76 0.1483
mode 11 11537.26 0.2795
mode 12 12520.88 0.5827
mode 13 13417.44 0.1850
mode 14 13561.12 0.3025
mode 15 14364.68 0.2166
mode 16 15058.00 0.3142
mode 17 15475.59 0.3749
mode 18 18627.94 0.2827
mode 19 20044.29 0.2556
mode 20 20714.94 0.5773
mode 21 23233.12 0.5890
mode 22 24757.06 0.4766
mode 23 24833.15 0.6514
mode 24 25451.82 0.2938
mode 25 27540.21 0.4015
mode 26 27641.88 0.2331
mode 27 28064.85 0.3296
mode 28 28962.71 0.5197
mode 29 30170.15 0.5199
mode 30 30636.47 0.4518
mode 31 32270.85 0.6348
mode 32 32616.68 0.5142
mode 33 33374.06 0.6392
mode 34 34854.09 0.5647
mode 35 35920.56 0.4535
mode 36 36132.88 0.4877
mode 37 37135.24 0.5159
mode 38 38484.06 0.3594
mode 39 38879.62 0.6353
mode 40 40762.26 0.2912
mode 41 41309.09 0.6707
mode 42 42525.76 0.3272
mode 43 42800.71 0.6320
mode 44 43790.18 0.5334
mode 45 44494.91 0.5496
mode 46 45267.62 0.6161
mode 47 46380.56 0.5559
mode 48 47144.00 0.4558
mode 49 48403.65 0.6647
mode 50 48781.50 0.5586
mode 51 50183.18 0.4894
mode 52 51189.38 0.5115
mode 53 51616.00 0.5562
mode 54 52166.38 0.4958
mode 55 52740.03 0.3775
mode 56 53669.82 0.4721
mode 57 54723.74 0.5410
mode 58 55252.38 0.5646
mode 59 56349.15 0.5916
mode 60 57023.88 0.5443
mode 61 58454.79 0.5858
mode 62 60352.15 0.4503
mode 63 60815.12 0.5406
mode 64 61895.71 0.6351
mode 65 62738.65 0.5735
mode 66 63329.26 0.5150
mode 67 63946.35 0.5354
mode 68 64943.47 0.3931
mode 69 65739.59 0.5214
mode 70 67568.26 0.3157
mode 71 68497.79 0.5174
mode 72 69620.29 0.5167
mode 73 69876.24 0.5991
mode 74 71876.59 0.4038
mode 75 72265.79 0.5960
mode 76 72533.47 0.5786
mode 77 73497.35 0.4701
mode 78 73663.71 0.5667
mode 79 74146.74 0.4420
mode 80 75076.35 0.4324
mode 81 76669.38 0.5214
mode 82 77179.88 0.5992
mode 83 77883.71 0.4961
mode 84 78223.47 0.5518
mode 85 79188.97 0.5493
mode 86 80479.38 0.4666
mode 87 82166.32 0.4723
mode 88 82809.32 0.5536
mode 89 83429.03 0.4418
mode 90 84086.65 0.5144
mode 91 84919.50 0.5459
mode 92 86360.62 0.5162
mode 93 87609.44 0.5198
mode 94 87969.62 0.3601
mode 95 89264.50 0.5872
mode 96 89646.50 0.6049
mode 97 89970.18 0.5068
mode 98 90698.47 0.6535
mode 99 91426.53 0.5896
mode 100 92618.06 0.5322
mode 101 92931.41 0.4489
mode 102 93669.32 0.5734
mode 103 94369.09 0.5687
mode 104 94655.06 0.4808
mode 105 95288.74 0.6417
mode 106 95785.18 0.4837

If you find results from this site helpful for your research, please cite one of our papers:

elNémo is maintained by Yves-Henri Sanejouand.
It was developed by Karsten Suhre.
Between 2003 and 2014, it was hosted by IGS (Marseille).
Last modification: October 18th, 2018.