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Hi Christophe > Well I did not want to fry something at this distance. I just thought > if a mobile phone with 4 mW output can cause problems to the > electronic of an airplane what could a 1.000 W emission do? And when > it is focused with a parabolic dish on something it should cause even > more problems provided that the distance is not too great. >From a personal perspective I'm really glad that they do ban mobile phones on planes! Nothing so obnoxious than someone so self important that they feel the need to shout down the telephone so everyone else can hear their conversation. The reality is that you average mobile phone will pump out a lot more than 4mW in weaker signal areas, where a couple of watts is common. The reason they don't want you to use your mobile phones on aircraft is that there is a minute perceived risk. I would hazard a guess that most commercial passenger aircraft flying around the globe have at least one person who accidentally forgot to turn off their phone. (I believe there's a company looking at a way to allow passengers to use their mobile phones in the air - perish the thought). One of the perceived problems in aviation of mobile phones is that some unwanted mixing products in the aircraft electronics may upset the instrumentation, giving unreliable or false readings. I believe that there are a couple of documented cases of this happening, although nothing crashed. Another vague possibility is that a cell phone may appear to be working, but is slightly faulty, inadvertently radiating significant RF of its own within the aviation navigation and radar bands. There has recently been some concern over the expansion of the Band II broadcast band in some regions, and its compatibility with the aircraft allocation just above it. Band II is your usual FM stereo broadcast band, with many 100kW transmitters. You might want to consider the enormously powerful (1MW) terrestrial transmitters used by TV stations across many bands throughout the world adjacent to the cellular GSM and analogue 800MHz allocation. After all, planes don't avoid these terrestrial TV transmitters dumping megawatts into the atmosphere. What's really important is that inverse square law applies to elctromagnetic signals. Double the distance from an electromagnetic source and the relative power will be one quarter. One thousand times the distance, one millionth the power. In order to achieve sufficient effective radiated electromagnetic power to cause mayhem at a distance, it would be necessary to either use a very directional antenna (for example, as you suggest, a dish) to concentrate the power into a tighter beam or increase the frequency. So as an example let's take a 60cm dish, similar in size to a TV dish. At 2.4GHz this has a half power beamwidth of about 17 degrees. Even with a 1kW microwave oven magnetron, within a distance of 12m the beam has already dissipated out to safe controlled human limits (as per FCC EM limits). Microwave weapons on the other hand would operate at higher frequency. For example 95GHz would produce half power beamwidths of about 0.4 degrees for a 60cm dish - significantly smaller than the 17 degrees at 2.4GHz, and would concentrate the same amount of power into a beam 2,000 times stronger than at 2.4GHz. To provide the equivalent 0.4 degree beamwidth at 2.4GHz you would need a 23.7m diameter dish. That's a very big dish. And we haven't even thought about building the mechanics to point it at anything yet. In contrast to the 12m safe distance for a 60cm dish at 2.4GHz, at 95GHz you'd have to walk over 500m away from the antenna to be within safe controlled human limits for the same 1kW power. In conclusion I think that (a) a microwave weapon uses much higher frequencies than that of a microwave oven and (b) probably uses quite a bit more power too. Kind Regards, Howard
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