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GGA = RP ! R-Perdew-Burke-Ernzerhof
PREC = NORMAL
ENCUT = 270 #(I switch to 400 later after this one converges to a reasonable geometry)
NELM = 55
NELMIN = 4
NELMDL = -5
EDIFF = 0.000001
EDIFFG = -0.01
ISIF = 2 ! The cell shape and the volume is fixed
ISYM = 0 ! Symmetry is OFF
LCORR = T
ISMEAR = 0
SIGMA = 0.05
LREAL = Auto
ALGO = Fast
#-----------------------------------------------------------------------------------------
#dynamic
IBRION = 44
#NFREE = 1
#POTIM = 0.015
NSW = 2500
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POSITION TOTAL-FORCE (eV/Angst)
-----------------------------------------------------------------------------------
5.07804 3.77335 10.34551 0.001183 -0.002604 0.003790
3.56832 3.06916 10.84629 0.004773 -0.005111 0.004338
3.92548 2.41079 11.47076 -0.003853 0.006871 -0.002578
...................
total drift: 0.047841 -0.017459 -0.164061
Then I take that last coordinate file with its vectors and resubmit for a final ENCUT=400 TS iDM optimization and the very first step forces become unreasonable and optimization quickly "explodes" (mind you starting at the same proptimized geometry). These are the step 1 forces with ENCUT=400 from the same structure that was optimized with ENCUT=270:
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POSITION TOTAL-FORCE (eV/Angst)
-----------------------------------------------------------------------------------
5.07804 3.77335 10.34551 0.545761 0.252850 -0.125457
3.56832 3.06916 10.84629 -0.644273 -0.108701 0.126654
3.92548 2.41079 11.47076 0.089353 -0.154830 0.152156
..................
total drift: -0.006608 0.050827 0.077685
I was wondering if I could get some leads. Notably, this TS exists on Pt(111) alone and I have located using exactly the same methods.