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MPQC
3.0.0-alpha
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Describes a simple the free-electron molecular orbital model that can be used to guess the lowest-energy orbital configuration. More...
#include <chemistry/qc/wfn/femo.h>
Public Member Functions | |
| FEMO (int nalpha, int nbeta, const RefDiagSCMatrix &evalsa, const RefDiagSCMatrix &evalsb=0) | |
| Construct a FEMO state using the eigenvalues. More... | |
| double | E () const |
| returns the energy | |
| int | nalpha () const |
| returns the number of alpha electrons | |
| int | nbeta () const |
| returns the number of beta electrons | |
| int | nalpha (int i) const |
| returns the number of alpha electrons in irrep i | |
| int | nbeta (int i) const |
| returns the number of beta electrons in irrep i | |
Public Member Functions inherited from sc::RefCount | |
| size_t | identifier () const |
| Return the unique identifier for this object that can be compared for different objects of different types. More... | |
| int | lock_ptr () const |
| Lock this object. | |
| int | unlock_ptr () const |
| Unlock this object. | |
| void | use_locks (bool inVal) |
| start and stop using locks on this object | |
| refcount_t | nreference () const |
| Return the reference count. | |
| refcount_t | reference () |
| Increment the reference count and return the new count. | |
| refcount_t | dereference () |
| Decrement the reference count and return the new count. | |
| int | managed () const |
| void | unmanage () |
| Turn off the reference counting mechanism for this object. More... | |
Additional Inherited Members | |
Protected Member Functions inherited from sc::RefCount | |
| RefCount (const RefCount &) | |
| RefCount & | operator= (const RefCount &) |
Describes a simple the free-electron molecular orbital model that can be used to guess the lowest-energy orbital configuration.
| sc::FEMO::FEMO | ( | int | nalpha, |
| int | nbeta, | ||
| const RefDiagSCMatrix & | evalsa, | ||
| const RefDiagSCMatrix & | evalsb = 0 |
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| ) |
Construct a FEMO state using the eigenvalues.
If beta eigenvalues are not specified, alpha eigenvalues will be used for both spincases. The eigenvalues must be provided in blocked form.