Relay-Version: version B 2.10 5/3/83; site utzoo.UUCP Posting-Version: version B 2.10.1 6/24/83; site mit-athena.UUCP Path: utzoo!watmath!clyde!burl!ulysses!allegra!bellcore!decvax!mit-athena!boris From: boris@mit-athena.UUCP (Boris N Goldowsky) Newsgroups: net.physics Subject: Re: A new improved perpetual motion machine Message-ID: <159@mit-athena.UUCP> Date: Mon, 8-Apr-85 18:12:59 EST Article-I.D.: mit-athe.159 Posted: Mon Apr 8 18:12:59 1985 Date-Received: Thu, 11-Apr-85 00:30:14 EST References: <489@vax2.fluke.UUCP> Organization: MIT Project Athena Lines: 40 I think that this is why the pm machine won't work. The suggestion was to put jars on a conveyor belt in water such that on the "up" side a weight in each one stretched a membrane thus increasing the volume of the jar and increasing the buoyancy, on the "down" side the weight would fall on the other (rigid) side of the jar and the buoyancy would decrease. The way to attack these problems is by considering energy. Nothing will by itself go to a higher energy state. Thus you can think of buoyancy as a force tending to lower the energy state of something immersed in a fluid. The pressure at the bottom of the tank of water is greater than the pressure at the top. The higher pressure on the bottom of the jar is what pushes the jar upwards, toward a position where it would have a lower potential energy. We know that at least as much energy must be lost in one complete circuit around the belt as is gained, but it is not obvious where. Energy is gained moving the enlarged jars up and also letting them fall back down. We might guess then that the same amount is lost in the *transition* between the two states. It takes a good deal of work (energy) to make the jars bigger... because you have to displace that volume of water up to the surface against gravity. This work is actually done by gravity, when the weights inside the jars fall and push down the membranes. But then the machine has to do that same amount of work pulling the weights back up. Thus the amount of energy gained is equal to the amount of energy lost: they are both the difference in energy between the extra volume of water at the top vs. the bottom of the belt: ( E=Vgh=Volume*density of water*accel. of gravity*height) and you lose a little to friction so the device won't work at all. "This isn't speculation, this is predicted fact!" -- Boris Goldowsky decvax!mit-athena!boris boris@mit-athena.arpa Goldowsky@mit-multics.{arpa,bitnet,mailnet}