coasterbuzz36763 Posted July 7, 2006 Posted July 7, 2006 has anyone made a perfect loop where the gs are the same all throughout the inversion?
xX-Linde-Xx Posted July 7, 2006 Posted July 7, 2006 I don't think that is possible, unless the speed is the same throughout the loop.
coasterbuzz36763 Posted July 7, 2006 Author Posted July 7, 2006 well, maybe if the top of the loop is smaller in radius than the bottom radius of the loop
coasterlover420 Posted July 7, 2006 Posted July 7, 2006 Just make a loop with 2 segments and see how it comes out.
BiCoastal Kid Posted July 8, 2006 Posted July 8, 2006 The only way such a loop would be possible would be for a one car train and to have the top a much tighter radiu than the bottom. As the train gets longer, it gets less possible to paintain constant g's with natural acceleration. It would also require more than 2 segments, to be realistic.
redunzelizer Posted July 8, 2006 Posted July 8, 2006 I can't see any reason why "perfect loops" should pull constant Gs. Also, as already stated above, this would only work for a single row of riders in a single car train. Additionally it has to be noted that ride excitement in general results from well designed *changes* in G-forces, so existing loops already will do a great job in providing just these. And BTW: for designing any reasonable real-life loopings, do start here: http://mathworld.wolfram.com/FresnelIntegrals.html (first attempts recommended with approx 18-24 segments only...) just my two cornu halves...
redunzelizer Posted July 8, 2006 Posted July 8, 2006 GOne a bit saddistic, red?Damn, I got uncovered...
Satoshi Posted August 3, 2006 Posted August 3, 2006 top of corkscrews would make ya feel same feeling like on the earth without any changes on g forces.
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