[CPMD-list] negative frequencies obtained after vibrational analysis
Nagesh Babu Idupulapati
nbi002 at LaTech.edu
Tue May 29 18:20:03 CEST 2007
Dear all
I did geometry optimization for a particular system and then
vibrational analysis to find out whether the optimized system is
ground state or not.
From the output file, I found more negative harmonic frequencies as
shown below:
OUTPUT FILE FROM VIBRATIONAL ANALYSIS:
HARMONIC FREQUENCIES [cm**-1]:
-72559.0607 -28053.3624 -1009.0848 .0012
.0046 .0081 .0101 .0115
.0157 18.6252 39.0220 73.4002
116.7141 154.5234 173.8586 201.6628
220.9176 256.0662 296.8070 332.7523
363.5320 399.6134 431.5199 440.6355
470.9136 574.6108 616.0671 706.9157
747.3491 755.0097 911.3156 919.7400
958.6060 989.3233 1006.1774 1106.1862
1131.0953 1231.7557 1332.8774 1413.1510
1498.2678 1533.5184 1557.4826 1631.7889
1686.4245 1703.0891 1745.2832 1789.1454
1797.5490 1843.1250 1846.2055 1874.8920
1906.9333 1917.7131 1941.1129 1980.2365
2004.9025 2041.1756 2053.9534 2094.8480
2106.4196 2154.1094 2168.2487 2188.9673
2234.3142 2254.7786 2268.4013
2272.4823................
................................................................................
So my question is, the geometry optimization parameters I used in my
input file were not sufficient to obtain the ground state?
INPUT FILE:
&CPMD
GEOMETRY OPTIMIZATION XYZ
CONVERGENCE INITIAL
1.0d-5
CONVERGENCE GEOMETRY
1.0d-6
CONVERGENCE ORBITALS
1.0d-7
CONVERGENCE ADAPT
0.02
CONVERGENCE ENERGY
0.05
RESTART WAVEFUNCTION COORDINATES LATEST
SPLINE POINTS
3000
CENTER MOLECULE ON
STRUCTURE BONDS
STRUCTURE ANGLES
&END
&SYSTEM
ANGSTROM
SYMMETRY
0
CELL ABSOLUTE
29.0 29.0 17.5 0 0 0
CUTOFF
80.0
CHARGE
1
&END
&ATOMS
*C_MT_GIA_BLYP KLEINMAN-BYLANDER
LMAX=P
19
*O_MT_GIA_BLYP KLEINMAN-BYLANDER
LMAX=P
13
*N_MT_GIA_BLYP KLEINMAN-BYLANDER
LMAX=P
3
*Ca_SEMI_BLYP_GIA.psp KLEINMAN-BYLANDER
LMAX=D LOC=S
1
*H_GIA_BLYP KLEINMAN-BYLANDER
LMAX=S
16
&END
&DFT
NEWCODE
FUNCTIONAL BLYP
&END
...............................................................................
Can somebody Please let me know how to obtain all positive frequencies
for this system?
Regards
Nagesh.
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