Higher Dimensions

Mathematician Theodor Kaluza, had an approach for unifying the two forces, gravity and electromagnetism. The universe does not have three space dimensions. Instead, that the universe has four space dimensions so that, together with time, it has a total of five space-time dimensions.



The
three space dimensions
in which one can move as left/right, back/forth, and up/down. In the universe with three space dimensions, any motion you undertake is some combination of motion along these three directions. Now, one also needs a fourth time. Space-time became four-dimensional.

That there is another direction in which things can move, and therefore that we need to give four pieces of information to specify a precise location in space, and a total of five bits of information if we also specify- a time. The general theory of relativity mathematically added to the universe one more space dimension. Higher-dimensional version of general relativity included original gravity equations.

These extra equations, were something extraordinary, the extra equations were none other than the equations for describing the electromagnetic field! By imagining a universe with one new space dimension, Callus had found a framework that combined Einstein's original equations of general relativity with those of Maxwell's equations of electromagnetism. Einstein realized that he'd found the geometrical base of the gravitational force. Kaluza's suggested that the geometrical reach of space and time was greater still.

 

Gravitational fields can be described as warps and ripples in the usual three space and one time dimensions, Kaluza realized that in a universe with an additional space dimension there would be additional warps and ripples. And those warps and ripples, would be just right to describe electromagnetic fields. Einstein's own geometrical approach to the universe proved powerful enough to unite gravity and electromagnetism.Was Kaluza's discovery relevant to our universe?


The Hidden Diemsions
 

 

Crystallotus Home | E-zine

Unauthorized reproduction is prohibited.