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Random Walks of Tetrahedrons and Cubes

We show how to design the value of the diffusion constant D for the random walk of a tetrahedron in a face-centered cubic lattice, and for the random walk of a cube in a Cartesian lattice. As in previous work in two-dimensions, by allowing Null moves and movements to locations in the lattice other than nearest neighbors, we can design the value of the diffusion constant D to a value larger that unity (the default) or to a value