STANDARD | A box enclosing all defined atoms with an extension of twice their covalent radii. This is the default. | ||
SMALL | A box enclosing all defined atoms with an extension of 1.2 times their covalent radii. | ||
LARGE | A box enclosing all defined atoms with an extension of four times their covalent radii. This is the default for the critical point search. |
MEDIUM | The mesh spacing of the box is 0.3 Bohr. In the case of the critical point search it is 0.5 Bohr. This is the default. | ||
COARSE | The mesh spacing of the box is 0.9 Bohr. In the case of the critical point search it is 1.0 Bohr. | ||
FINE | The mesh spacing of the box is 0.1 Bohr. | ||
READ | The box definition is read from the keyword body. |
BOX SMALL FINE READ O H1
Note that all atoms are defined in one input line. Instead of the explicit definition of each atom, elements can be used for the box definition, too. Therefore, a SMALL box with MEDIUM resolution containing only the hydrogen atoms of water can be defined as:
BOX SMALL MEDIUM READ H
Alternatively, the plot box can be defined by vectors in the keyword body of BOX. In this case the options STANDARD, SMALL, and LARGE, as well as MEDIUM, COARSE, and FINE lose their meanings. The following format is used for the box definition via vectors:
The position vector defines the origin of the box. The other three vectors , and span the box as sketched above. NI, NJ and NK specify the number of points along the directions , and , respectively. Please note that these three vectors, , and , must be perpendicular to each other. In the case of a plane (two-dimensional box), definitions of NK, XK, YK, and ZK are not needed. For a line (one-dimensional box), only NI, , and must be defined. The explicit definition of a two-dimensional plot box is given in the following example:
PLOT LAPLACIAN VXCTYP AUXIS VWN # GEOMETRY ANGSTROM N 0.0 0.0 0.0 N 0.0 0.0 1.114553 # BOX 200 200 0.0 -2.0 -2.0 0.0 2.0 -2.0 0.0 -2.0 3.114553
The definition of a one-dimensional plot box is described in Example on page of the deMon2k Tutorial.