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"gareth" wrote in news:m1g1n8$39o$1@dont-
email.me: (2*PI*L/LAMBDA)**2 where L is the antenna length and LAMBDA the wavelength, thereby showing that the radiated power decreases when the antenna length decreases. Ok, but again, doesn't this just mean the system, as in taking into account feeding it? I'm not up to the maths of it, I'm just imaging a kind of logical extreme where you have a tiddly bit of wire stub out of the end of a coax instead of a 9m tall vertical whip. It seems obvious to me that to get the same efficiency, same power, you have a vastly increased energy density, so even without the maths I have no problem seeing the relevance of comments like Jim's (Jeff's?) allusion to room temperature superconductors and such. In other words, any actual reduction is based on practical limits, not theory itself. It's not so different with laser diodes, in that a diffraction limited spot may be obtained easily with a simple aspheric lens from any size apeture so long as it's a signle lattidutinal mode emitter, but try actually MAKING an emitter that size. Theory says sure, no problem, energy density and nature of materials says otherwise. |
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