Atomic orbitals 6d wave function nodal structures

This page contains movies depicting the 6d orbital wave functions. In all cases the red zones are where the 6d wave functions have positive values and the white zones denote negative values. See the 6d electron density page for movies depicting the 6d electron density and nodal structures.

6dz2 orbital wave functions

Play this movie depicting the 6dz2 wave function (ψ6dz2) to get a clearer view of the nodal structure for this orbital.

The surface plot on the left shows values of (ψ6dz2) on a slice drawn through the nucleus and including the z-axis. The graph on the right is a plot of values along a single line drawn through the nucleus along the z axis. The 6dz2 orbital has two conical nodes. It has three spherical nodes. The higher d-orbitals ( 7d) have more while lower orbitals ( 3d, 4d, and 5d) have fewer.

6dx2y2, 6dxy, 6dxz, and 6dyz orbital wave functions

Movie depicting the 6dx2y2 wave function (ψ6dx2y2). The x-axis lies from left to right and the y-axis into the screen away from you. This orbital is related to the 6dxy orbital (below) by a 45° rotation about the z-axis.

The graph on the left is a plot of values along a single line along the x=y line drawn through the nucleus while the surface plot on the right shows values of ψ6dxy on the xy plane drawn through the nucleus.

Movie depicting the 6dxy wave function (ψ6dxy). The plot on the left shows values of (ψ6dxy) on the xy plane drawn through the nucleus The x-axis lies from left to right and the y-axis into the screen away from you. The line plot on the right is along a single line along the x=y line drawn through the nucleus. The form of the plots for the 6dxz and 6dyz orbitals is similar, differing only in orientation.

Each of the 6dx2y2, 6dxy, 6dxz, and 6dyz orbitals have two planar nodes normal to the axis of the orbital. These orbitals have three spherical nodes. The higher d-orbitals (7d) have more while lower orbitals (3d, 4d, and 5d ) have fewer.


The OrbitronTM, a gallery of orbitals on the WWW: https://winter.group.shef.ac.uk/orbitron/
Copyright 2002-2023 Prof. Mark Winter [The University of Sheffield]. All rights reserved.