| ▲ | meindnoch 2 hours ago | |||||||||||||
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| ▲ | samschooler an hour ago | parent | next [-] | |||||||||||||
I did a more aggressive internet search. This seems not possible given physics, as well as not documented (at least in the US) in the CDC Mine Accidents Database [0], which has been recording mine accidents since before the discovery + invention of AM radio. Edit: The physics - (lambda) = c / 1,620,000 Hz = 185 m :: 1.62 MHz is what I derived as a near max possible accidental frequency able to be produced by AM equipment - 185 m / 2 = 92.6 m :: this is half a wave length In order to resonate (let alone have enough power to "cook", which I didn't even look at because the wave can't even resonate), a tunnel must be at 92.6 m (fundamental) or 185 m wide or tall (2nd harmonic). Most tunnels are ~5m/3m wide/tall at most. Dusted off my physics from my minor in college so someone feel free to correct me. [0]: https://wwwn.cdc.gov/NIOSH-Mining/MMWC/MineDisasters/Table | ||||||||||||||
| ▲ | jacquesm an hour ago | parent | prev | next [-] | |||||||||||||
Bollocks the wavelengths are on the order of hundreds of meters, there is no way you get microwave like heating out of that. Even at 30 MHz you're still looking at 10 meters wavelength, 3 meters at 100 MHz. This system operates according to TFA up to the end of the AM band at roughly 1600 KHz, so 180 meters and change. The danger is more likely there because someone might enter the tunnel and hit the feeder, which depending on the design can carry considerable power. | ||||||||||||||
| ▲ | albumen 2 hours ago | parent | prev | next [-] | |||||||||||||
Fascinating. Any references? A cursory web search reveals nothing. | ||||||||||||||
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| ▲ | CamperBob2 2 hours ago | parent | prev [-] | |||||||||||||
That is hilarious. You win the Internet for February 18, 2006. | ||||||||||||||