quantized motion is more fundamental than continuous motion. In fact, it is the basis for all motions: linear uniform, linear accelerated, rotational, vibrational, oscillational, etc. Just because it is not capable of being seen by the naked eye does not mean it cannot exist. In reality, it can only exist at the local infinitesimal domain. This motion is constraint to move only in 1-dimension and what is moving is just a point of the spacetime continuum. This point-motion follows a cyclic path with a complete set of directional invariance's apriori directions. All spacetime points must be associated with one and only one apriori direction. It is this direction that help to connect one point to another, and when a group of points are connected with the same direction, the group appears as a specified vector within a vector space. This vector space becomes the basis for all continuous motions as for example a uniform flow of a fluid field.


LinkBack URL
About LinkBacks
Reply With Quote
