/sci/-zoic warp physics
No.13787560 ViewReplyOriginalReport
Quoted By: >>13787561 >>13788118 >>13788175
Impulse electricity
Radiant Energy
Scalar Waves
Silly putty was an interesting toy growing up, for those outside my age range. It a elastic plasticine/playdo/ gum like sort of thing. When it was cold it would snap apart. But when it was warm it would form long strings.
I've always found it fascinating that we use the mathematical language of fluid mechanics to describe electromagnetism. The maths get unwieldy very fast, so we make alot of simplifications to the maths in the form of idealized models. But there is one simplification I would like to dispense for this thread. That is that this fluid is perfectly incompressible.
For those versed in the tensor notation, this means zeroing out everything in the tensor that isn't on the diagnol. Visually speaking we concern ourselves with the intuitive notions of elasticity, compressibility, material stresses and the like.
Applying these ideas to the electromagnetic fluid yields fascinating ideations and results. How is a compressed electromagnetic fluid any different that the very warping of space, and if the warping of space, that of time. What character does this warp attain. Does it elastically slap back into place? Does it dampen like a thud? what are the limits of its compressability? and Finally, perhaps the most important question, can it be made to resonant against itself.
(1/2)
Radiant Energy
Scalar Waves
Silly putty was an interesting toy growing up, for those outside my age range. It a elastic plasticine/playdo/ gum like sort of thing. When it was cold it would snap apart. But when it was warm it would form long strings.
I've always found it fascinating that we use the mathematical language of fluid mechanics to describe electromagnetism. The maths get unwieldy very fast, so we make alot of simplifications to the maths in the form of idealized models. But there is one simplification I would like to dispense for this thread. That is that this fluid is perfectly incompressible.
For those versed in the tensor notation, this means zeroing out everything in the tensor that isn't on the diagnol. Visually speaking we concern ourselves with the intuitive notions of elasticity, compressibility, material stresses and the like.
Applying these ideas to the electromagnetic fluid yields fascinating ideations and results. How is a compressed electromagnetic fluid any different that the very warping of space, and if the warping of space, that of time. What character does this warp attain. Does it elastically slap back into place? Does it dampen like a thud? what are the limits of its compressability? and Finally, perhaps the most important question, can it be made to resonant against itself.
(1/2)
