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49 THE VSCF PROGRAM (VSCF) 364<br />

THERMO=value<br />

ROTJ=value<br />

DIPOLE=value<br />

NDIM=value<br />

NBAS=value<br />

ORDPOL=val<br />

ORDPROD=val<br />

SHOW=value<br />

INFO=value<br />

SOLVER=1, calls the discrete variable representation (DVR) as proposed<br />

by Hamilton and Light. Alternatively, the collocation algorithm<br />

of Young and Peet can be used (SOLVER=2).<br />

THERMO=1 allows for the improved calculation of thermodynamical<br />

quantities (compare the THERMO keyword in combination with a harmonic<br />

frequency calculation). However, the approach used here is an<br />

approximation: While the harmonic approximation ist still retained<br />

in the equation for the partition functions, the actual values of the<br />

frequencies entering into these functions are the anharmonic values<br />

derived from the VSCF calculation.<br />

Rovibrational levels can be computed in an approximative fashion<br />

only (this does not work in combination with the COMBI option).<br />

Once the VSCF equations have been solved, the rotational constants<br />

will be computed from the vibrationally averaged structures for each<br />

vibrational level. This allows for a rough estimate and very fast calculation<br />

of the rovibrational levels. ROTJ=n determines the value of<br />

J. A negative number for J results in a calculation of all rovibrational<br />

levels from J = 1 up to the specified J value.<br />

DIPOLE=1 allows for the calculation of infrared intensities. Calculation<br />

of infrared intensities requires the calculation of dipole surfaces<br />

within the SURF program. By default intensities will not be computed.<br />

The expansion of the potential in the VSCF calculation can differ from<br />

the expansion in the SURF calculation. However, only values less or<br />

equal to the one used in the surface calculation can be used.<br />

The number of basis functions (distributed Gaussians) to be used for<br />

solving the VSCF equations can controlled by NBAS=value. The default<br />

is NBAS=20. This option is only active once a polynomial representation<br />

of the potential has been chosen, see the option TYPE=POLY<br />

and the POLY program.<br />

Once the default value has been changed in the POLY program, this<br />

value needs to be changed here as well.<br />

Once the default value has been changed in the POLY program, this<br />

value needs to be changed here as well.<br />

SHOW=1 prints the effective 1D polynomials in case that the potential<br />

is represented in terms of polynomials, see the option TYPE=POLY<br />

and the POLY program.<br />

INFO=1 provides a list of the values of all relevant program parameters<br />

(options).

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