Computer programmes allow analysts to describe a three dimensional system with boundary conditions.

The width of this cell is the basic module of the dimensional system.

When expanded to a two dimensional system, these nodes become lines where the displacement is always zero.

It can then be applied on a graph where you us a two dimensional Cartesian coordinate system.

After finding the solution it can be transformed back to the original three dimensional Cartesian coordinate system.

Imagine hyperspace as something mounted on a 5th dimensional system of coördinates.

The reduced latitude can also be extended to a three dimensional coordinate system.

The software will calculate the location of each point in a three dimensional coordinate system.

Specific functionality is provided for simulating one, two, and three dimensional systems.

Usually a three dimensional coordinate systems is used to define the position of a particle.