The general eqasion to determine mass is E2 = m2c4 + p2c2 So in the case of a Photon, m=0 so E = pc or p = E/c. On the other hand, for a particle with mass m at rest...p=0...you get back the famous E = mc2.
A Photon is said to have no mass but yet it DOES obtain MOMENTUM.
In empty space, the photon moves at c...the speed of light and its energy and momentum are related by E = pc, where p is the magnitude of the momentum vector p. This derives from the following relativistic relation, with m = 0.
A Photon also has Spin Angular Momentum which has nothing to do with a Photons frequency. Now given the fact a Photon has Momentum given to it by several of a Photons state of existence...how can a Photon obtain Momentum and yet not have a Mass?
A Photon is a Quantum Particle/Wave Form which all Protons and Neutrons are comprised of in variety including the Higgs-Boson which is responsible for allowing them to abtain Mass.
Given this the question is...since a specific form of Quanta can have Momentum...is this possible and thus created by Universal or Multiversal Space/Time Dimensionality...or...is there a SUB PARTICLE that exists smaller that known Quanta that is responsible?
Split Infinity
A Photon is said to have no mass but yet it DOES obtain MOMENTUM.
In empty space, the photon moves at c...the speed of light and its energy and momentum are related by E = pc, where p is the magnitude of the momentum vector p. This derives from the following relativistic relation, with m = 0.
A Photon is a Quantum Particle/Wave Form which all Protons and Neutrons are comprised of in variety including the Higgs-Boson which is responsible for allowing them to abtain Mass.
Given this the question is...since a specific form of Quanta can have Momentum...is this possible and thus created by Universal or Multiversal Space/Time Dimensionality...or...is there a SUB PARTICLE that exists smaller that known Quanta that is responsible?
Split Infinity