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Normal Mode Analysis for ID 2604241005481913808

Conformational change expected to 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.

WARNING: there are 1 low-collectivity modes among your first 5 modes (see below)! The degree of collectivity indicates the fraction of residues that are significantly affected by a given mode. While low-frequency modes are expected to have collective character, computed ones sometimes happen to be localized. In such cases, they correspond to motions of some extended parts of the system, as often observed in crystallographic protein structures for N- and C-termini.

[HELP on collectivity] [HELP on overlap]

<R2> frequency collectivity cumulative overlap amplitude (dq)
mode 7 1.00 0.8165 0.000 -0.2476
mode 8 2530.12 0.7426 0.701 60.6816
mode 9 3093.29 0.6276 0.875 -30.1629
mode 10 5670.29 0.6717 0.912 13.9045
mode 11 8110.12 0.0153 0.913 1.8409
mode 12 10456.71 0.6653 0.915 3.4741
mode 13 11690.97 0.1545 0.915 0.4742
mode 14 12244.94 0.1533 0.917 -3.0639
mode 15 13523.47 0.3897 0.921 -4.4397
mode 16 13710.74 0.2388 0.925 4.9129
mode 17 14725.82 0.1108 0.927 -2.8452
mode 18 16140.18 0.1623 0.931 -4.6272
mode 19 16677.85 0.3097 0.940 -6.9185
mode 20 18212.65 0.4731 0.947 -5.9206
mode 21 19244.68 0.3240 0.947 1.0896
mode 22 19993.35 0.2441 0.947 -1.0582
mode 23 21364.59 0.3352 0.948 -1.9136
mode 24 22465.32 0.5750 0.948 1.1802
mode 25 23193.59 0.3228 0.948 -0.8184
mode 26 24849.56 0.5459 0.951 3.4782
mode 27 26194.41 0.4398 0.953 -3.3012
mode 28 27214.24 0.4931 0.954 -2.5403
mode 29 27941.00 0.4581 0.954 -1.3159
mode 30 28393.65 0.4884 0.954 0.7342
mode 31 29182.00 0.0996 0.954 -0.4841
mode 32 29291.88 0.4504 0.955 -1.4252
mode 33 29562.24 0.3912 0.955 -1.8332
mode 34 30659.76 0.5045 0.956 -1.4273
mode 35 31172.79 0.4542 0.956 -0.5767
mode 36 32128.32 0.3710 0.956 0.8241
mode 37 33648.00 0.5821 0.956 -0.0073
mode 38 34204.21 0.5439 0.957 2.7324
mode 39 35058.32 0.4137 0.958 1.2240
mode 40 35806.79 0.5833 0.958 -0.1160
mode 41 38084.44 0.3561 0.958 -1.0353
mode 42 38682.35 0.4710 0.958 0.9848
mode 43 39774.41 0.3990 0.960 2.8162
mode 44 40271.35 0.3506 0.960 0.5076
mode 45 41049.03 0.5283 0.961 2.9155
mode 46 41800.00 0.4543 0.962 2.6199
mode 47 42103.94 0.4861 0.963 -1.0118
mode 48 43451.12 0.6717 0.963 -1.0306
mode 49 44253.56 0.6777 0.963 0.2316
mode 50 45064.38 0.5809 0.963 -0.3081
mode 51 45514.79 0.5544 0.963 1.1250
mode 52 46413.53 0.4776 0.963 -0.6745
mode 53 47046.53 0.5652 0.964 -2.1467
mode 54 47542.56 0.3757 0.964 -0.7823
mode 55 47895.26 0.4963 0.964 -0.7075
mode 56 48896.35 0.3709 0.965 -1.0764
mode 57 49218.62 0.5515 0.965 -1.6065
mode 58 49693.00 0.4141 0.965 -0.4295
mode 59 51457.68 0.3763 0.965 -0.6196
mode 60 51803.38 0.5419 0.966 1.4589
mode 61 52088.09 0.4398 0.966 -0.3903
mode 62 52351.79 0.3974 0.966 -0.0205
mode 63 53240.47 0.6103 0.966 0.1038
mode 64 54368.44 0.5977 0.967 2.9313
mode 65 55675.35 0.2820 0.967 -0.5454
mode 66 56213.21 0.6094 0.969 2.6910
mode 67 56493.76 0.3099 0.969 -0.8186
mode 68 56763.94 0.2757 0.969 -0.1290
mode 69 57779.09 0.3420 0.970 -2.5005
mode 70 58104.76 0.3163 0.970 1.5442
mode 71 59740.62 0.3509 0.970 -0.1900
mode 72 59783.29 0.3346 0.970 -0.2093
mode 73 60174.41 0.5990 0.971 -0.6043
mode 74 60647.18 0.2799 0.971 -1.2246
mode 75 61714.18 0.4974 0.971 0.0069
mode 76 62616.59 0.4869 0.971 -0.6503
mode 77 62990.12 0.4911 0.971 -1.0816
mode 78 63650.59 0.5287 0.971 -0.2969
mode 79 64185.18 0.5151 0.971 0.1077
mode 80 64683.79 0.4846 0.971 -0.6304
mode 81 65123.82 0.3238 0.971 -0.3109
mode 82 65669.74 0.5613 0.972 -1.6310
mode 83 66380.35 0.4334 0.972 0.4299
mode 84 66587.47 0.5435 0.973 2.6671
mode 85 67227.76 0.5612 0.973 1.0509
mode 86 67711.53 0.5489 0.974 -1.4835
mode 87 68438.21 0.5247 0.974 -1.4996
mode 88 68757.91 0.4212 0.974 0.6781
mode 89 69773.97 0.4868 0.974 0.0014
mode 90 69971.03 0.4600 0.974 -1.0076
mode 91 70725.00 0.5448 0.975 -0.6215
mode 92 71413.88 0.4788 0.975 -1.4225
mode 93 71890.76 0.5312 0.976 1.9272
mode 94 72117.44 0.3043 0.976 1.7354
mode 95 72463.12 0.4856 0.976 -0.9036
mode 96 72814.18 0.4485 0.976 0.8608
mode 97 73995.26 0.5418 0.977 -1.9494
mode 98 74112.35 0.3245 0.977 0.7966
mode 99 74933.56 0.3891 0.977 0.3682
mode 100 75117.09 0.5331 0.977 0.8091
mode 101 75577.35 0.3351 0.978 -0.7950
mode 102 76021.41 0.4637 0.978 -0.5948
mode 103 76235.79 0.4804 0.978 -0.7047
mode 104 76636.12 0.4904 0.978 -0.0528
mode 105 77338.32 0.3600 0.978 0.0106
mode 106 78542.29 0.2976 0.978 -0.3339

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elNémo is maintained by Yves-Henri Sanejouand.
It was developed by Karsten Suhre.
Between 2003 and 2014, it was hosted by IGS (Marseille).
Between 2015 and 2025, it was hosted by US2B (Nantes).
Last modification: april 24th, 2026.