Originally posted by Kokomoj0
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The problem is that there is no way to really know this from an Engineering point of view, because all we know is that everything that exists in the ether is:
1. steady state flows;
2. longitudinal waves;
3. vortexes.
All that is [physical], is a combination of these three phenemenon taking place in a substance called ether, with fluid-like properties in terms of the way it behaves with regard to electrical phenomena taking place.
This is all we really know about it's properties from an Engineering point of view:
A Dissident View of Relativity Theory by William H. Cantrell, Ph.D. :
"Given that the nothingness of a perfect absolute vacuum is bestowed with the physical properties of a permittivity, e_o 8.854 pF/m, a permeability, m_o 4p x 10-7 H/m, and a characteristic impedance of 377 ohms, is the concept of an aether really that outlandish?"
Now the problem is that the only way we can interact with the ether is trough electro-magnetic phenomena in all the various ways these occur. So, how are we going to know what the ether is like, if we can only investigate it's electro-magnetic properties?
1. steady state flows;
2. longitudinal waves;
3. vortexes.
All that is [physical], is a combination of these three phenemenon taking place in a substance called ether, with fluid-like properties in terms of the way it behaves with regard to electrical phenomena taking place.
This is all we really know about it's properties from an Engineering point of view:
A Dissident View of Relativity Theory by William H. Cantrell, Ph.D. :
"Given that the nothingness of a perfect absolute vacuum is bestowed with the physical properties of a permittivity, e_o 8.854 pF/m, a permeability, m_o 4p x 10-7 H/m, and a characteristic impedance of 377 ohms, is the concept of an aether really that outlandish?"
Now the problem is that the only way we can interact with the ether is trough electro-magnetic phenomena in all the various ways these occur. So, how are we going to know what the ether is like, if we can only investigate it's electro-magnetic properties?
Now even though you cannot know what the ether really is made of, you can mathematically define an ideal "superfluid" and match it's properties to the known properties of the actual ether (permittivity, permeability and characteristic impedance) and then you have a theoretical model of the ether with which you can describe everything that we can know about the ether from an engineering point of view, because we can only interact with the ether by means of electro-magnetic interactions.
And that is basically what Paul Stowe did:
A Foundation for the Unification of Physics
We will start by defining a single vector entity (a basic quantum [not a photon, neutrino, graviton]). The fundamental properties of this quantum entity is; it has momentum P, occupies space consisting of volume s, obeys Newton laws of motion, exerts no force, and no external forces are exerted on it. This quanta therefore move through four dimensional space (x,y,z,t) at velocity V and has an apparent mass m, equal to (P/V).
Next, a population n of these quantum, having random orientation, occupying volume s', such that there is spacing between the entities, results in a system described by basic kinetic theory (without friction or interacting forces {a superfluid state}). Since each quantum, by definition, has an intrinsic momentum P, the system momentum p_s, becomes simply n[p].
A direct approach for defining such a system's total energy is in terms of total quanta interactions directly. In any such system, these interactions, are directly proportional to the average travel distance between collisions (called the mean free path {MFP}) also known as the interaction length l, and the momentum of the colliding quantum. This property directly defines the lagrangian action parameter h of the system.
Next, a population n of these quantum, having random orientation, occupying volume s', such that there is spacing between the entities, results in a system described by basic kinetic theory (without friction or interacting forces {a superfluid state}). Since each quantum, by definition, has an intrinsic momentum P, the system momentum p_s, becomes simply n[p].
A direct approach for defining such a system's total energy is in terms of total quanta interactions directly. In any such system, these interactions, are directly proportional to the average travel distance between collisions (called the mean free path {MFP}) also known as the interaction length l, and the momentum of the colliding quantum. This property directly defines the lagrangian action parameter h of the system.
All right.
Now with this model, all energy is expressed in terms of the sum of the momentum of a bunch of these non-existing entities with which the medium can be described.
And since matter is some kind of flow in the ether, all the energy in matter can be described in terms of the momentum of the fluid-like medium in which it exists, which would be the environment.











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