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fixed some typos and such
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1 changed files with 6 additions and 10 deletions
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@ -765,7 +765,7 @@ follows,
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A Gaussian orbital basis (AO) function with exponent $\zeta$
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and radial factor $e^{-\zeta\cdot r_i^2}$ is
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evaluated at a point $r_i$ only if
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$\zeta\cdot r_i^2$ is greater than the value specified for ${\tt accAOfunc}$.
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$\zeta\cdot r_i^2$ is less than the value specified for ${\tt accAOfunc}$.
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The input to define a screening tolerance for evaluation of the exchange-
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correlation (XC) Gaussian fitting functions is specified with the
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@ -776,20 +776,18 @@ keyword \verb+accXCfunc+, as follows,
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An exchange-correlation (XC) fitting function with exponent $\zeta$
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and radial factor $e^{-\zeta\cdot r_i^2}$ is
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evaluated at a point $r_i$ only if
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$\zeta\cdot r_i^2$ is greater than the value specified for ${\tt accXCfunc}$.
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$\zeta\cdot r_i^2$ is less than the value specified for ${\tt accXCfunc}$.
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The input to define a screening tolerance for evaluation of the
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charge-density (CD) Gaussian fitting functions is specified with the
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keyword \verb+accCoul+, as follows,
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keyword \verb+accCDfunc+, as follows,
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\begin{verbatim}
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TOLERANCES accCDfunc <integer accXCfunc default 20>
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TOLERANCES accCDfunc <integer accCDfunc default 20>
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\end{verbatim}
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A charge-density (CD) fitting function with exponent $\zeta$
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and radial factor $e^{-\zeta\cdot r_i^2}$ is evaluated at a
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point $r_i$ only if $\zeta\cdot r_i^2$ is greater than ${\tt
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accCoul}$.
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point $r_i$ only if $\zeta\cdot r_i^2$ is less than the value
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specified for ${\tt accCDfunc}$.
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The input
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parameter {\tt accCoul} is used to define the tolerance in Schwarz
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@ -800,8 +798,6 @@ values greater than $10^{(-{\tt accCoul})}$ are evaluated.
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TOLERANCES accCoul <integer accCoul default 10>
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\end{verbatim}
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The user also has the option of specifying the radial quadrature
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grid cut-off for the DFT calculation, using the keyword
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\verb+accQrad+. The input line for this option is as follows,
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