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#11
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Mutual Time Dilation is Impossible
On 06/16/2011 10:40 AM, Koobee Wublee wrote:
On Jun 15, 7:33 pm, wrote: "Koobee wrote: The waves as a solution derived from Maxwell’s equations are not probability waves but definitive and tangible waves that propagate with a specific speed. You cannot seriously claim that light propagation is a probability thing while sound is not.shrug When Maxwell's equations are quantized... You have absolutely no idea of what you are talking about. Have a nice day.shrug Uh, dude, that shoe's on your foot, not his... |
#12
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Mutual Time Dilation is Impossible
"K_h" wrote in message ... | | "Koobee Wublee" wrote in message | ... | On Jun 15, 7:33 pm, "K_h" wrote: | "Koobee Wublee" wrote: | | The waves as a solution derived from Maxwells equations are not | probability waves but definitive and tangible waves that propagate | with a specific speed. You cannot seriously claim that light | propagation is a probability thing while sound is not. shrug | | When Maxwell's equations are quantized... | | You have absolutely no idea of what you are talking about. Have a | nice day. shrug | | Totally untrue. | | http://en.wikipedia.org/wiki/Quantiz...magnetic_field | | ~ "Photons are massless particles of definite energy, definite momentum, and definite spin." Energy is relative. http://www.androcles01.pwp.blueyonde.../DeriveMC2.htm Wackypedia has no idea what it is babbling about. |
#13
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Mutual Time Dilation is Impossible
On Jun 16, 5:31 pm, "K_h" wrote:
"Koobee Wublee" wrote: On Jun 15, 7:33 pm, "K_h" wrote: "Koobee Wublee" wrote: The waves as a solution derived from Maxwell’s equations are not probability waves but definitive and tangible waves that propagate with a specific speed. You cannot seriously claim that light propagation is a probability thing while sound is not. shrug When Maxwell's equations are quantized... You have absolutely no idea of what you are talking about. Have a nice day. shrug Totally untrue. http://en.wikipedia.org/wiki/Quantiz...magnetic_field Such a set of electromagnetic waves serving as a solution to the waves equations derived from Maxwell’s equations in free space is ** [E] = [E0] cos(w t – [k] * [s] + h1), electric field ** [H] = [H0] cos(w t – [k] * [s] + h2), magnetic field Where ** [] * [] = dot product of two vectors ** k^2 – u0 e0 w^2 = 0 ** u = permeability of free space ** e = permittivity of free space ** h1, h2 = phase constants ** [E0], [H0] = vector constants Actually, w and [k] in both equations do not have to be the same, but practically they must be. Reading harmonics out of these constants is just too imaginary, manipulative, and wrong. Calling these harmonics as quantization levels is just stupid and inappropriate. shrug |
#14
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Mutual Time Dilation is Impossible
yeah, h, s and k were not defined for the inner product. also,
why do you say that the wavefront cannot or should not or doesn't "thin out" with distance? remember, c is just a limit, ne'er attained in no absolute vacuum, that Pascal demonstrated with glassware & liquids. |
#15
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Mutual Time Dilation is Impossible
On Jun 16, 10:37 pm, "Androcles" wrote:
"Koobee Wublee" wrote: Such a set of electromagnetic waves serving as a solution to the waves equations derived from Maxwell s equations in free space is ** [E] = [E0] cos(w t [k] * [s] + h1), electric field ** [H] = [H0] cos(w t [k] * [s] + h2), magnetic field [E] = [E0] sin(w t) [H] = [H0] cos(w t) No h , no s, no k, no impossible aether and no bull**** needed. The wave equations above pulled out of his ass by andro do not allow light to propagate. shrug True scholars of physics have to deal with crackpots from the self- styled physicists as well as the types of andro and others. shrug |
#16
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Mutual Time Dilation is Impossible
"Koobee Wublee" wrote in message ... | On Jun 16, 10:37 pm, "Androcles" wrote: | "Koobee Wublee" wrote: | | Such a set of electromagnetic waves serving as a solution to the waves | equations derived from Maxwell s equations in free space is | | ** [E] = [E0] cos(w t [k] * [s] + h1), electric field | ** [H] = [H0] cos(w t [k] * [s] + h2), magnetic field | | [E] = [E0] sin(w t) | [H] = [H0] cos(w t) | | No h , no s, no k, no impossible aether and no bull**** needed. | | The wave equations above pulled out of his ass by andro do not allow | light to propagate. shrug The wave equations above pulled out of Kinky Wobbly's arse doesn't allow the electric motor to rotate. Sound-equivalent model of a photon: http://www.youtube.com/watch?v=IyAyd4WnvhU You really should get that shoulder tic fixed. |
#17
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Mutual Time Dilation is Impossible
I like hte smoke-ring shooter;
to bad, that Newton ne'er had a theory of light. (he did, though, have "ray-tracing" viz index of refraction .-) |
#18
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Mutual Time Dilation is Impossible
On Jun 14, 1:37*pm, Koobee Wublee wrote:
On Jun 14, 11:05 am, waldofj wrote: Vilas Tamhane wrote: Medium is assumed. not really. My understanding is Maxwell originally thought this way but later on changed his mind when he realized a medium is not required. Well, your understanding is certainly faulty. *One of the solutions to Maxwell’s equations in free space shows propagating waves where the propagating speed of these waves depends on the following properties and nothing else. ** *permeability ** *permittivity Since free space has these properties, through reasonable deductions, the Aether as a medium for light to propagate must exist. *shrug The Aether frame of reference proves to be elusive. *It was just a few years ago when that was found through the Doppler shift in CMBR. Instead of celebration and awards a Nobel Prize to the research team that found the Aether frame, the self-styled physicists have remained in their ignorance. *shrug Propagating waves always require a medium. *shrug Construct this void for us. In other words, what do photons (especially including those we can't see) require in order to propagate? (note: the original photon is never the same photon detected) http://translate.google.com/# Brad Guth, Brad_Guth, Brad.Guth, BradGuth, BG / “Guth Usenet” |
#19
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Mutual Time Dilation is Impossible
so, how does one impliment refraction
with a God-am newtonian corpuscle? |
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