A Pulson is an elementary, indivisible unit of energy.
Figure 1A
In Figure 1A, a single pulson center C1 occupies a position in space, P1 at time t=0. At this instant of time, a pulson wave W1(1) is emitted from the center C1. This wave radiates outward from the center at the speed of light, creating a spherical surface.
Figure 1B
In Figure 1B, a discrete period of time has elapsed called the pulson period Tp (t=1Tp). During this period of time, the center C1 has occupied position P1. At the end of this period the center C1 instantaneously jumps to position P1 on one of its waves, in this case W1(1), which was emitted at t=0 and has grown to a radius (P1-P2) equal to the pulson wavelength λp where:
Equation 1
where: Tp = pulson period (s)
c = speed of light (m/s)
λp = pulson wavelength (m)
Figure 1C
In Figure 1C, two pulson periods have elapsed (t=2Tp). At this instant of time, the center C1 jumped to position P3 on its leading wave W1(2) which was emitted at t=1Tp from position P2 and has grown to a radius of 1λp. A leading wave is the wave emitted at start of the last pulson period and will always have a radius of 1λp. Wave W1(1) continued expanding out into space and has now grown to a radius of 2λp.
Figure 1D
In Figure 1D, three pulson periods have elapsed (t=3Tp). At this instant of time, the center C1 has jumped to position P4 on a past wave W1(1) that was emitted from position P1 at t=0 and has now grown to a radius of 3λp.
Figure 1E
In Figure 1E, four pulson periods have elapsed (t=4Tp). At this instant of time, the center C1 has jumped to position P5, on the same wave W1(1) it had previously formed on, but on the other side of the spherical surface which has now grown to a radius of 4λp. A pulson center can appear on the surface of any of its waves at the start of a pulson period regardless of when the waves were formed. The distance traveled (P4-P5) by the center C1 was greater than 3λp in a single pulson period therefore the speed traveled by the center was greater than 3 times the speed of light.
Pulson waves are confined to light speed, but pulson centers are not. Since a Pulson center can appear anywhere on its waves in the span of a single pulson period, these waves form an infinite number of states that the center can occupy. Since the center waits until the end of its period to jump to the most stable position, non-localized simultaneous states are embedded into the definition of the pulson.
Particle-wave duality is also an inherent property of the pulson. When concerned with the position of matter, the focus is the pulson’s single center, and the successive positions that it occupies. When concerned with the possible future positions that matter can occupy, the focus is the pulson’s many waves that travel outward into space indefinitely.
Quantum Pulse Theory Copyright 2007 Brian Dale Nelson
