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Normal Mode Analysis for ID 2407051405192268459

conformational change will be analysed

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 cumulative overlap amplitude (dq)
mode 7 1.00 0.4576 0.001 233.4358
mode 8 1.00 0.4571 0.002 -159.9369
mode 9 1.04 0.3188 0.042 1496.0606
mode 10 1.07 0.5621 0.052 -771.7453
mode 11 1.21 0.6173 0.053 178.2445
mode 12 1.21 0.6176 0.055 -212.3668
mode 13 1.27 0.3635 0.058 -452.9440
mode 14 1.37 0.4660 0.059 276.4535
mode 15 1.54 0.3973 0.060 178.7474
mode 16 1.54 0.3973 0.060 -141.3952
mode 17 1.61 0.3064 0.064 452.9828
mode 18 1.61 0.7205 0.233 3061.4521
mode 19 1.95 0.7436 0.433 3336.0159
mode 20 2.21 0.1842 0.434 218.3005
mode 21 2.21 0.1842 0.435 -235.9219
mode 22 2.26 0.1126 0.437 352.9178
mode 23 2.33 0.1777 0.438 -220.1121
mode 24 2.36 0.3995 0.438 225.8914
mode 25 2.36 0.4001 0.438 40.3568
mode 26 2.44 0.3353 0.479 1497.6763
mode 27 2.55 0.3174 0.481 -299.1116
mode 28 2.55 0.3173 0.481 84.3825
mode 29 2.59 0.2869 0.496 -925.3127
mode 30 2.67 0.2588 0.500 454.9012
mode 31 2.71 0.2517 0.601 2366.8237
mode 32 2.89 0.3139 0.601 -94.0404
mode 33 2.89 0.3140 0.601 -65.3694
mode 34 3.03 0.2654 0.605 -451.1753
mode 35 3.07 0.5414 0.677 2006.7276
mode 36 3.11 0.4051 0.677 83.3083
mode 37 3.11 0.4054 0.677 0.6367
mode 38 3.44 0.3742 0.691 -853.0479
mode 39 3.52 0.3454 0.691 77.9383
mode 40 3.52 0.3452 0.691 -30.7658
mode 41 3.53 0.3923 0.691 -138.0270
mode 42 3.71 0.2191 0.692 224.5663
mode 43 3.71 0.2226 0.692 -104.8725
mode 44 3.71 0.1656 0.709 966.9916
mode 45 3.76 0.2072 0.713 -473.8298
mode 46 3.79 0.4249 0.717 498.4687
mode 47 3.80 0.4684 0.728 -750.1987
mode 48 3.86 0.3926 0.729 -292.9372
mode 49 3.99 0.3660 0.729 -17.9735
mode 50 3.99 0.3664 0.729 -89.4082
mode 51 4.09 0.2210 0.730 -96.7784
mode 52 4.09 0.2206 0.730 -34.7283
mode 53 4.17 0.4179 0.730 174.4786
mode 54 4.23 0.3442 0.732 -357.5014
mode 55 4.43 0.3370 0.733 -206.8338
mode 56 4.45 0.4479 0.737 -471.1440
mode 57 4.50 0.3867 0.737 3.5742
mode 58 4.50 0.3871 0.737 -74.0266
mode 59 4.64 0.5058 0.737 39.2231
mode 60 4.76 0.3654 0.738 -206.9276
mode 61 4.76 0.3658 0.738 -24.6570
mode 62 4.78 0.3701 0.739 -315.6150
mode 63 4.83 0.5023 0.746 -606.4586
mode 64 5.02 0.4077 0.746 -92.2452
mode 65 5.02 0.4083 0.746 -42.5153
mode 66 5.15 0.4130 0.755 703.2083
mode 67 5.15 0.4573 0.756 -128.1446
mode 68 5.19 0.4208 0.764 697.0573
mode 69 5.21 0.4124 0.813 1628.2596
mode 70 5.24 0.2387 0.813 -40.0556
mode 71 5.24 0.2386 0.813 13.0808
mode 72 5.42 0.3182 0.821 -683.6870
mode 73 5.47 0.4313 0.821 -36.3796
mode 74 5.47 0.4314 0.821 29.2890
mode 75 5.50 0.2537 0.821 -211.6915
mode 76 5.72 0.3749 0.821 5.6246
mode 77 5.73 0.3745 0.821 4.8076
mode 78 5.79 0.5121 0.822 -133.7022
mode 79 5.84 0.4436 0.822 -59.2644
mode 80 5.85 0.4936 0.827 574.6357
mode 81 5.98 0.3829 0.828 -28.8633
mode 82 5.98 0.3830 0.828 -54.1228
mode 83 6.03 0.5094 0.828 193.9808
mode 84 6.12 0.4420 0.828 40.0684
mode 85 6.21 0.5184 0.833 -520.5773
mode 86 6.21 0.6110 0.833 -11.7433
mode 87 6.21 0.5079 0.841 -625.5008
mode 88 6.29 0.5155 0.841 -39.3984
mode 89 6.39 0.4282 0.841 72.6484
mode 90 6.39 0.4298 0.841 20.4215
mode 91 6.53 0.3539 0.842 -212.8465
mode 92 6.60 0.4089 0.842 -2.2597
mode 93 6.61 0.4746 0.842 18.1533
mode 94 6.61 0.4745 0.842 18.5626
mode 95 6.79 0.5205 0.876 1401.1230
mode 96 6.83 0.5255 0.876 -58.0965
mode 97 6.89 0.4508 0.876 -11.0311
mode 98 6.89 0.4502 0.876 110.6947
mode 99 7.03 0.5011 0.878 -196.1895
mode 100 7.17 0.3837 0.878 47.6884
mode 101 7.17 0.3834 0.878 18.7804
mode 102 7.21 0.5346 0.888 751.3481
mode 103 7.28 0.4757 0.888 -43.3417
mode 104 7.34 0.5176 0.888 -68.6946
mode 105 7.34 0.5172 0.888 1.8529
mode 106 7.37 0.4670 0.888 -76.8548

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: April 25th, 2023.