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"Michael" wrote in message
om... "Gary L. Drescher" wrote Two differences. First, the ball is not given a shove to keep it oscillating back and forth even when the plane is going straight (any such oscillation damps out almost instantly). Second, the ball is constrained to move in only one plane. The idea of the pendulum is to start it swinging side to side (say, east-west if you're heading north) but let it move freely; then, if the plane yaws, the pendulum is still swinging east-west, so the yaw is detectable. At least in principle. OK, now I get it. You're using the principle that the plane of oscillation in a pendulum is rigid in space, just like the plane of rotation of a gyroscope. Sure, that makes a lot of sense. Should work just like a gyro. Only issue is how you're going to keep it swinging. You would need a drive system and an escapement. Michael I think the pendulum's 'rigidity in space' is a qualified circumstance, and depends upon the accelerations imposed upon it. Consider the typical bob-on-a-string pendulum. At the top of the swing the bob has zero velocity, maximum potential energy, at the bottom, maximum velocity and minimum potential energy. Potential energy with respect to what? - with respect to whatever net forces are involved, which are also the forces that cause the bob to accellerate to maximum, and back to 0. What is there about the pendulum bob that will cause it to swing back in the same plane as it was formerly swinging? Normally it will be its position relative to the pendulum anchor and with respect to the external forces upon it. There are other ways to make pendulums, of course, but I think you'll find they all share this limitation. Move the anchor point in some direction perpendicular to the direction of the forces, or change the direction of the forces, and you will in general change the plane in which the pendulum swings. Both of these can be expected to occur in a moving aircraft, which should make the pendulum useless. |
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