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If the top of the fountain is not close to geosynchronous orbit, your satellite will need a rocket to give it orbital speed after it detaches from the top of the fountain, so you don't gain that much by putting it there.
looking at the power issues you could use a satalite in space to provide the energy for it. AS you said yourself it would need multiple energy sourses just incase one failed. Although if you used a satalite to provide it with energy that might have implications on the design for the fountain as you would have to connect it to the fountain somehow.
Quote from: Phractality on 03/04/2011 19:35:30If the top of the fountain is not close to geosynchronous orbit, your satellite will need a rocket to give it orbital speed after it detaches from the top of the fountain, so you don't gain that much by putting it there. Yes, but the launch loop variety gives the vehicle enough lateral speed to reach escape velocity without any rockets.
Lofstrom estimates that an initial loop costing roughly $10 billion with a one-year payback could launch 40,000 metric tons per year, and cut launch costs to $300/kg, or for $30 billion, with a larger power generation capacity, the loop would be capable of launching 6 million metric tons per year, and given a five-year payback period, the costs for accessing space with a launch loop could be as low as $3/kg.
A very small-scale fountain tower could be used for constructing tall antenna masts rapidly, perhaps for news events and military operations. A larger and more permanent fountain tower could be ten or twenty kilometers tall, allowing one facility to provide radio and television broadcasts to enormous areas such as the steppes of Asia. Fountain towers might also prove to be an economical alternative to communication satellites for point-to-point television and FM radio communication between the various islands of some of the smaller nations in the Pacific Ocean. An elevator and observation platform could also be added as a tourist attraction.
Note also that launch loops are not inherently more inefficient than space fountains; in fact it's pretty much the other way around, the higher the vertical aspect of the structure, the more the structure weighs; these types of structures hang down from the top, and the tensile members have to be tapered; as the height increases you need more and more taper, and for any given capacity, the weight of the tension members increases.That means that you get more waste heat from the small fraction of stabilisation power to handle the magnetic instabilities associated with Earnshaw's theorem to carry these extra loads.