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Completed calculations for HCNO (fulminic acid)

Methods and basis sets for which an energy has been calculated. "e" indicates just an energy has been calculated. "o" indicates an optimized geometry. "v" indicates vibrational frequencies. "s" followed by a number indicates completed calculations for different states (for example s1ov). "c" followed by a number indicates completed calculations for different conformations (for example c2ov).
See the Calculated Energies page (section III.A.1) for more calculated properties.
Methods with predefined basis sets
semi-empirical AM1 c1ov c2ov
PM3 c1ov c2ov
composite G1 c1e
G2MP2 c1e
G2 c1e
G3 c1e c2e
G3B3 c1e c2e
G3MP2 c1e
G4 c1e c2e
CBS-Q c1e

Methods with standard basis sets
STO-3G 3-21G 3-21G* 6-31G 6-31G* 6-31G** 6-31+G** 6-311G* 6-311G** 6-31G(2df,p) 6-311+G(3df,2p) TZVP cc-pVDZ cc-pVTZ cc-pVQZ aug-cc-pVDZ aug-cc-pVTZ cc-pV(T+d)Z
hartree fock HF c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c1ov c2ov c1ov c2ov c1ov
density functional LSDA c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1o c2ov c1ov c2ov c1ov c2ov c1o c2ov c1ov c2ov c1o c2ov   c1ov c2ov c1o c2ov c1o c2ov   c1o c2ov c1ov c2ov c1ov
SVWN   c1ov c2ov     c1o c2ov c1ov c2ov c1ov c2ov c1o c2ov c1ov c2ov c1o c2ov   c1ov c1o c2ov c1o c2ov   c1o c2ov c1ov c2ov  
BLYP c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov c1o c2ov        
B1B95 c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov
B3LYP c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov
B3LYPultrafine   c1ov c2ov     c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov       c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov  
B3PW91 c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov c2ov     c1ov c1ov
mPW1PW91 c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov
M06-2X c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov  
PBEPBE c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov c1ov
PBEPBEultrafine   c1ov c2ov     c1o c2ov c1o c2ov c1o c2ov c1o c2ov       c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
PBE1PBE c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov  
HSEh1PBE c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1ov c2ov  
TPSSh   c1ov c2ov c1ov c2ov c1ov c2ov c1o c2ov c1o c2ov c1ov c2ov c1o c2ov   c1o   c1ov c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
wB97X-D     c1ov c2o   c1ov c2ov   c1ov c2o   c1ov c2o     c1ov c2o c1ov c2o c1ov c2ov     c1ov c2o  
B97D3   c1ov c2ov     c1o c2ov   c1o c2o   c1o c2ov               c1o c2ov  
STO-3G 3-21G 3-21G* 6-31G 6-31G* 6-31G** 6-31+G** 6-311G* 6-311G** 6-31G(2df,p) 6-311+G(3df,2p) TZVP cc-pVDZ cc-pVTZ cc-pVQZ aug-cc-pVDZ aug-cc-pVTZ cc-pV(T+d)Z
Moller Plesset perturbation MP2 c1o c2ov c1ov c2ov c1ov c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov c1ov
MP2=FULL c1o c2ov c1ov c2ov c1ov c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1ov c2ov   c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov c1ov
MP3         c1ov c2ov   c1ov c2ov         c1ov c2ov c1ov c2ov c1ov c2ov        
MP3=FULL         c1ov c2ov   c1ov c2ov         c1ov c2ov c1ov c2ov c1ov c2ov        
MP4   c1o c2ov     c1o c2ov       c1o c2ov     c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
MP4=FULL   c1o c2ov     c1o c2ov       c1o c2ov       c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
B2PLYP c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
B2PLYP=FULL c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1o c2ov c1o c2ov c1ov c2ov c1o c2ov c1o c2ov c1ov c2ov   c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
Configuration interaction CID   c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov     c1ov c2ov                    
CISD   c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov     c1ov c2ov                    
STO-3G 3-21G 3-21G* 6-31G 6-31G* 6-31G** 6-31+G** 6-311G* 6-311G** 6-31G(2df,p) 6-311+G(3df,2p) TZVP cc-pVDZ cc-pVTZ cc-pVQZ aug-cc-pVDZ aug-cc-pVTZ cc-pV(T+d)Z
Quadratic configuration interaction QCISD c1ov c1ov c2ov c1ov c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1o c2ov c1ov c2ov   c1ov c2ov c1ov c2ov c1ov
QCISD(T)         c1o c2ov             c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
QCISD(T)=FULL         c1o c2ov   c1o c2ov           c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
QCISD(TQ)         c1o c2ov   c1o c2ov           c1o c2ov c1o c2ov   c1o c2ov c1o c2o  
QCISD(TQ)=FULL         c1o c2ov   c1o c2ov           c1o c2ov c1o c2o   c1o c2ov c1o c2o  
Coupled Cluster CCD c1ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov   c1ov c2ov c1o c2ov c1ov c2ov   c1ov c2ov c1ov c2ov  
CCSD         c1ov c2ov   c1o   c1o c1ov c2ov   c1ov c2ov c1o c2ov c1ov c2ov   c1ov c2ov c1ov c2ov  
CCSD=FULL         c1ov c2ov         c1ov c2ov   c1ov c2ov c1o c2ov c1ov c2ov   c1ov c2ov c1ov c2ov  
CCSD(T)         c1o c2ov             c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov c1ov
CCSD(T)=FULL         c1o c2ov             c1o c2ov c1o c2ov c1o c2ov   c1o c2ov c1o c2ov  
STO-3G 3-21G 3-21G* 6-31G 6-31G* 6-31G** 6-31+G** 6-311G* 6-311G** 6-31G(2df,p) 6-311+G(3df,2p) TZVP cc-pVDZ cc-pVTZ cc-pVQZ aug-cc-pVDZ aug-cc-pVTZ cc-pV(T+d)Z

Methods with effective core potentials (select basis sets)
CEP-31G CEP-31G* CEP-121G CEP-121G* LANL2DZ SDD
hartree fock HF c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov
density functional B1B95 c1ov c1ov        
B3LYP c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov c1ov c2ov
Moller Plesset perturbation MP2 c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov c1o c2ov

Single point energy calculations (select basis sets)
6-311+G(3df,2p) cc-pVDZ cc-pVTZ aug-cc-pVDZ aug-cc-pVTZ cc-pV(T+d)Z
Moller Plesset perturbation MP2FC// HF/6-31G* c1e   c1e     c1e
MP2FC// B3LYP/6-31G* c1e c1e c1e     c1e
MP2FC// MP2FC/6-31G*     c1e c1e c1e c1e
MP4// HF/6-31G* c1e   c1e     c1e
MP4// B3LYP/6-31G*   c1e c1e     c1e
MP4// MP2/6-31G*     c1e     c1e
Coupled Cluster CCSD// B3LYP/6-31G* c1e          
CCSD(T)// B3LYP/6-31G* c1e   c1e      
CCSD(T)//B3LYP/6-31G(2df,p)     c1e     c1e
CCSD// MP2FC/6-31G*       c1e c1e  
CCSD(T)// MP2FC/6-31G*       c1e c1e  

Barriers to internal rotation or inversion


Methods with predefined basis sets
semi-empirical AM1 s1c1t1
PM3 s1c1t1

Methods with standard basis sets
3-21G 6-31G* 6-31+G** cc-pVTZ aug-cc-pVTZ
hartree fock HF s1c1t1 s1c1t1 s1c1t1 s1c1t1  
density functional B3LYP s1c1t1 s1c1t1 s1c1t1 s1c1t1  
PBEPBE   s1c1t1 s1c1t1    
3-21G 6-31G* 6-31+G** cc-pVTZ aug-cc-pVTZ
Moller Plesset perturbation MP2 s1c1t1 s1c1t1 s1c1t1 s1c1t1 s1c1t1
Coupled Cluster CCSD   s1c1t1 s1c1t1 s1c1t1  
3-21G 6-31G* 6-31+G** cc-pVTZ aug-cc-pVTZ
For descriptions of the methods (AM1, HF, MP2, ...) and basis sets (3-21G, 3-21G*, 6-31G, ...) see the glossary in section I.C. Predefined means the basis set used is determined by the method.