EXTERNAL_POTENTIAL
Section controlling the presence of an electrostatic external potential dependent on the atomic positions (X,Y,Z). As the external potential is currently applied via a grid, it only works with DFT based methods (GPW/GAPW) that already use a grid based approach to solve the Poisson equation. [Edit on GitHub]
Keywords
Keyword descriptions
- DX: real = 1.00000000E-001 [bohr]
Usage: DX
Parameter used for computing the derivative with the Ridders’ method. [Edit on GitHub]
- ERROR_LIMIT: real = 1.00000000E-012
Usage: ERROR_LIMIT
Checks that the error in computing the derivative is not larger than the value set; in case error is larger a warning message is printed. [Edit on GitHub]
- FUNCTION: string
Usage: FUNCTION X^2+Y^2+Z^2+LOG(ABS(X+Y))
Specifies the functional form in mathematical notation. Variables must be the atomic coordinates (X,Y,Z) of the grid. [Edit on GitHub]
- PARAMETERS: string
Keyword can be repeated.
Usage: PARAMETERS a b D
Defines the parameters of the functional form [Edit on GitHub]
- READ_FROM_CUBE: logical = F
Lone keyword:
T
Usage: READ_FROM_CUBE T
Switch for reading the external potential from file pot.cube. The values of the potential must be on the grid points of the realspace grid. [Edit on GitHub]
- SCALING_FACTOR: real = 1.00000000E+000
Usage: SCALING_FACTOR
A factor for scaling the the external potential that is read from file. The value of the potential at each grid point is multiplied by this factor. [Edit on GitHub]
- STATIC: logical = T
Lone keyword:
T
Usage: STATIC T
Specifies the external potential as STATIC or time dependent. At the moment only static potentials are implemented. [Edit on GitHub]
- UNITS: string
Keyword can be repeated.
Usage: UNITS angstrom eV*angstrom^-1 angstrom^1 K
Optionally, allows to define valid CP2K unit strings for each parameter value. It is assumed that the corresponding parameter value is specified in this unit. [Edit on GitHub]
- VALUES: real = [internal_cp2k]
Keyword can be repeated.
Usage: VALUES
Defines the values of parameter of the functional form [Edit on GitHub]