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starfhury
Guest
Sorry to keep extenting this thread, but I'd like to point something out. I don't think it will make a difference, but it might be worth considering. Let's take that famous example of the ice skater on an ice rink. Suppose the skater has ten baseballs. As the skater throws the balls he accelerate in the opposite direction accelerating in that direction. This is how normal rockets work. Now let's take the other example. I stand at the edge of the ice rink with the the ten balls and through them at the skater. As the skater catches the balls he accelerates in the direection the ball was traveling. Now assume the skater release the first ball in order to catch the second ball. In earths gravity field, it would accelerate to the ground. In space it would match the speed of the skater. When the skater catches the next ball he would accelerate leaving the first ball behind.<br /><br />Next and this is what I think Vidar, might be saying and this is also where the conserversation of moment issues comes up. Imagine you have a giant piston inside of a magnetic bottle with in the ship. We use the magnetic energy to impart kinetic energy to the piston. { <--- /> ] sort of like that. Now if we accelerate the piston using the magnetic field in this ---> direction then allow it to impact here ] it will transfer it's kinetic energy to the overall ship. The ship is displaced ---> and the piston goes this way <--- because the ship is displaced. The piston is allowed to drift backwards so to speak. Before it reaches the end of it's travel, the magnetic field are used again to accelerate the piston ---> this way to repeat the process. I think that's what Vidar is trying to say. The problem the we have to answer for him is what the magnetic fields will do. If you used them to accelerate the piston, does it pushes the entire ship in the other direction for no net gain? If that's the cause then Vidar's theory so debunked.<br />As a consideration, let's <div class="Discussion_UserSignature"> </div>