./Job.out output for 42: 3.3A-->1.3A 712(amd-3) Si-CH3H...HO-Si two dimer closed (TSS for CH3...OH)

Status: running
[Sat Sep 28 23:25:10 CST 2024] [MD] [warn] 'Starting MedeA Core 3.8.1'
Opening the database
Sucessfully opened MedeA database from /home/user/MD/Databases/MedeA.db
Nudged Elastic Band for mapping the minimum energy path between
the initial system Untitled
and the final system Untitled
with 8 intermediate images and a spring constant of 0.1 eV/Ang^2.

The initial images are created from linear interpolation.


Optimization parameters for the first step:
    Convergence: 0.25 eV/Ang
    Number of steps: 150
    Diagonal elements of the inverse Hessian are initially set to 0.001 Ang^2/eV.
------------------------------------------------------------------------

VASP parameters
===============
This is a calculation based on density functional theory and the GGA-PBE exchange-correlation functional for describing the interactions.

Since no magnetic moments are in the model, this is a non-magnetic calculation using 'normal' precision
and a default planewave cutoff energy of 400.000 eV.

The electronic iterations convergence is 1.00E-05 eV using the Normal (blocked Davidson) algorithm
and real space projection operators.

The requested k-spacing is 0.5 per Angstrom, which leads to a 1x1x1 mesh.
This corresponds to actual k-spacings of 0.209 x 0.314 x 0.419 per Angstrom.
The k-mesh is forced to be centered on the gamma point.

Using first order Methfessel-Paxton smearing with a width of 0.2 eV.

Other non-default parameters:
	VASP version is for GPUs
	Maximum iterations is 200
==========================================

Using version 4.0 GGA-PBE / PAW potentials:
	C              	  PAW_PBE C 08Apr2002                    
	Si             	  PAW_PBE Si 05Jan2001                   
	O              	  PAW_PBE O 08Apr2002                    
	N              	  PAW_PBE N 08Apr2002                    
	H              	  PAW_PBE H 15Jun2001                    

VASP energy of initial and final boundary images in kJ/mol per cell:

         Image             Energy (kJ/mol)
   ------------------- -----------------------
        neb0_image00       -37021.621
        neb0_image09       -36755.127

Total and image energies below are given with respect to the energy of the initial boundary image in kJ/mol per cell

Iter Energy_total max grad     image01      image02      image03      image04      image05      image06      image07      image08   Iter_accepted
---- ------------ --------- ------------ ------------ ------------ ------------ ------------ ------------ ------------ ------------ -------------

   1       258.50   3.38621       -1.884       -2.423       -0.491        4.061       14.424       33.993       71.193      139.625 
   2       255.79   3.25521       -1.889       -1.985       -0.529        4.474       14.362       33.817       70.544      136.994 	   1

   3       217.32   3.61383       -0.859       -2.340       -0.869        3.751       14.349       31.857       61.324      110.110 	   2

   4       214.47   2.99883       -1.110       -2.349       -0.890        3.730       14.289       31.263       61.010      108.527 	   3

   5       205.99   1.56402       -1.469       -1.943       -0.966        4.693       14.118       30.558       58.908      102.090 	   4

   6       192.91   1.23141       -1.429       -1.550        0.045        4.444       13.144       29.716       55.628       92.907 	   5

   7       179.41   2.04236       -1.308       -1.289       -0.462        4.189       12.595       27.534       51.850       86.303 	   6

   8       176.18   2.21804       -1.246       -1.664       -0.056        4.187       12.141       27.297       50.234       85.289 	   7

   9       173.48   2.06761       -1.249       -1.581       -0.121        4.070       12.181       26.408       49.409       84.366 	   8

  10       171.21   1.65254       -1.319       -1.576       -0.742        3.691       11.990       26.012       48.694       84.460 	   9

  11       166.41   1.36150       -1.304       -1.912       -0.716        3.356       11.585       25.580       47.384       82.436 	  10

  12       159.53   1.53695       -1.219       -1.861       -0.824        3.201       11.394       24.298       45.549       78.989 	  11

  13       149.00   1.47707       -1.931       -1.963       -0.740        3.136       10.478       23.236       42.857       73.930 	  12

  14       145.81   1.12768       -1.849       -1.956       -0.740        3.142       10.519       23.285       42.524       70.883 	  13

  15       144.09   0.91587       -1.875       -1.997       -0.800        3.108       10.554       23.393       42.606       69.103 	  14

  16       143.00   0.72509       -1.411       -2.043       -0.870        3.057       10.504       23.303       42.526       67.934 	  15

  17       142.66   0.86964       -1.281       -1.988       -0.868        3.022       10.910       23.698       42.529       66.635 	  16

  18       135.44   0.96428       -1.414       -2.041       -1.257        3.827       10.451       22.241       39.487       64.148 	  17

  19       129.78   0.81828       -1.037       -2.389       -1.203        2.522       10.233       23.471       37.757       60.423 	  18

  20       125.54   0.66280       -1.251       -2.376       -1.204        2.489       10.031       21.707       37.158       58.986 	  19

  21       120.64   0.65458       -1.151       -2.372       -1.260        2.401        9.490       20.918       35.990       56.620 	  20

  22       116.45   0.70721       -1.254       -2.396       -1.336        2.289        9.245       20.211       34.799       54.893 	  21

  23       111.98   1.12216       -1.044       -2.472       -0.362        2.052        9.028       18.721       33.912       52.147 	  22

  24       110.20   0.96581       -1.485       -1.029       -0.386        1.903        8.720       18.349       32.927       51.197 	  23

  25       108.26   0.66375       -1.381       -1.505       -0.981        2.345        8.532       18.481       32.717       50.052 	  24

  26       109.98   0.50754       -1.381       -0.245       -0.969        2.866        8.645       18.469       32.715       49.880 	  25

  27       109.54   0.53893       -1.427       -1.531       -1.039        2.822        8.601       18.471       33.829       49.818 	  26

  28       106.35   0.54360       -1.520       -2.084       -1.106        2.153        8.468       18.124       32.991       49.324 	  27

  29       102.89   0.51303       -1.585       -2.046       -0.658        2.184        8.782       17.846       30.739       47.632 	  28

  30        99.86   0.50730       -1.265       -1.966       -1.157        2.058        8.209       16.924       30.278       46.785 	  29

  31        99.79   0.44248       -1.565       -1.961       -1.158        2.016        9.138       16.719       30.037       46.563 	  30

  32        98.72   0.51084       -1.516       -2.005       -1.180        1.715        8.189       17.198       29.900       46.421 	  31

  33        96.64   0.73545       -2.093       -2.099       -1.216        2.015        7.275       17.126       29.448       46.189 	  32

  34        94.76   0.83061       -2.041       -2.172       -1.250        1.883        7.378       16.016       28.890       46.052 	  33

  35        92.39   0.73068       -2.031       -2.451       -1.516        1.810        7.383       16.499       28.192       44.507 	  34

  36        91.24   0.41956       -1.924       -2.319       -1.506        1.886        7.402       15.951       27.998       43.751 	  35

  37        92.15   0.42385       -1.337       -2.320       -1.517        1.862        7.344       16.686       27.905       43.528 	  36

  38        91.55   0.49894       -1.183       -2.081       -1.570        1.904        7.584       16.066       27.595       43.239 	  37

  39        92.33   0.58512       -1.633       -1.415       -0.522        2.653        7.333       15.883       27.194       42.832 	  38

  40        89.72   0.52019        0.529       -1.580       -1.257        1.378        7.765       15.117       27.018       40.751 	  39

  41        89.27   0.46477       -0.972       -0.205       -0.711        1.367        7.620       14.962       26.936       40.271 	  40

  42        85.65   0.40682       -1.364       -2.139       -1.244        1.307        7.568       14.683       26.610       40.228 	  41

  43        84.71   0.50295       -1.019       -2.185       -1.323        1.265        7.053       14.538       26.368       40.012 	  42

  44        82.28   0.57317       -1.336       -2.563       -1.134        1.126        6.570       15.050       25.750       38.813 	  43

  45        82.31   0.46324       -1.497       -2.173       -0.734        1.357        7.084       14.848       25.258       38.172 	  44

  46        81.17   0.58396       -1.464       -2.094       -1.360        2.091        6.767       14.815       24.719       37.701 	  45