Galileos Inc termination Experiment Experiment performed for the course mechanics 203-NYA-05 Ilia Prudius Jason MinChul Kim Royal legions College St-Jean September 20th 2010 1. Objective The objective of the test is to prove Galileos theory that they distances traversed by the ball ar relative to the squares of the period. 2. Theory The distances traversed by the ball are proportional to the squares of the time, that is ?x = C(?t)2(1) for some unvaried C given by the amountments. From kinematics, it is known that the displacement ?x of an object moving on a straight line with constant acceleration a is given by ?x = vi?t + ½ a(?t2) (2) When the sign velocity is zero this is ?x = ½ a(?t)2(3) comparability with Galileos result, the culmination is that a ball rolling mass a cream has a constant acceleration a = 2C 3. Setup and communications protocol Setup 1. Rail that is slightly longer t han 1.6 criterions is set up on an incline. 2. Rope. Block off the end of the ramp. 3. One standard ruler. Set along the ramp, intervals marked on the rail either 0.2 meters. Smallest division is mm. 4. Flywheel. Metal wheel with two cylinder fortress for stability, acts as a ball. 5.

Electronic chronometer, 1/100 s digital display. Protocol 1. Ensure materials are set up right on and that everything is operational. 2. Let the flywheel (initially at rest) roll mess the incline outset from the top (x0 = 0.00 m ) until it reaches the point x1 = 0.20 m, and measure the time t11 demand to reach that point. Repeat two mor! e(prenominal) times, and record the third set thus obtained: t11, t12, t13. 3. Repeat footmark 2 for values of x2 x8, where each interval increases by 0.2 m. 4. break down data. 4. Experimental Results dining table 1: distances traveled by the ball with corresponding time measurements Runi| Distance?xi(m)± ? (?xi)| clock time 1ti1(s)| Time 2ti2(s)| Time 3ti3(s)| TimeTi ±...If you want to run low a mount essay, order it on our website:
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