- #1
twinsen
- 45
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Hi
I have recently been investigating an idea I had based around the phillosophical notion of order and the nature of time.
My starting point goes somewhere along the lines of:
If there are two particles in space. How does one particle know what the other has done until the light can reach it. Ok so this is just causual locality right?? with a speed of light limiting the information transfer. However I want to look at the effect of this in a discrete event based system. This is what I try to describe below:
My system at the moment consists of a set of particles separated in 3D space. One particle triggers a spherical wave of information (by changing state or being updated itself). When this information wave hits the next particle it then triggers a new wave and so on. Waves are not destroyed when they hit a particle and can continue to inform other particles.
In this system I use a kind of system based continuous time which is used to measure the positions of the wavefronts so that the system knows when particles are updated.
My idea now is to have forces which then act on a particle within the spatial system coordinates over this universal time to create dynamics. This differs from any physical model I have come across so far in that forces act of a discrete amount of time and are thus not updated in such a continuous manner as in standard continuous field theories.
What I really need to know though is this close to any currently researched physical theories. Do you guys think it is a plausable model?? How would I test my theory against known dynamical results?? The theory would allow conservation of momentum/energy to be broken at least over very short timescales. I have done some basic simulations which show the evolution of the wavefront density which looks to evolve into a continuum within a very short universal time.
I would appreciate any comments or recomended reading.
Kindest Regards
Alex
I have recently been investigating an idea I had based around the phillosophical notion of order and the nature of time.
My starting point goes somewhere along the lines of:
If there are two particles in space. How does one particle know what the other has done until the light can reach it. Ok so this is just causual locality right?? with a speed of light limiting the information transfer. However I want to look at the effect of this in a discrete event based system. This is what I try to describe below:
My system at the moment consists of a set of particles separated in 3D space. One particle triggers a spherical wave of information (by changing state or being updated itself). When this information wave hits the next particle it then triggers a new wave and so on. Waves are not destroyed when they hit a particle and can continue to inform other particles.
In this system I use a kind of system based continuous time which is used to measure the positions of the wavefronts so that the system knows when particles are updated.
My idea now is to have forces which then act on a particle within the spatial system coordinates over this universal time to create dynamics. This differs from any physical model I have come across so far in that forces act of a discrete amount of time and are thus not updated in such a continuous manner as in standard continuous field theories.
What I really need to know though is this close to any currently researched physical theories. Do you guys think it is a plausable model?? How would I test my theory against known dynamical results?? The theory would allow conservation of momentum/energy to be broken at least over very short timescales. I have done some basic simulations which show the evolution of the wavefront density which looks to evolve into a continuum within a very short universal time.
I would appreciate any comments or recomended reading.
Kindest Regards
Alex