WebSOLVED:'In rotating vertical cylinder (Rotor-ride) a rider finds herself pressed with her back to the rotating wall Which is the correct free-body diagram for her (Fig 5-36)2 1+d- FIGURE 5-36 MisConceptual Question 6_' LS Larry S. Physics 101 Mechanics 6 months, 1 week ago WebDec 12, 2006 · In a "Rotor-ride" at a carnival, riders are pressed against the inside wall of a vertical cylinder 2.0m in radius rotating at a speed of 1.1 revolutions per second when the floor drops out. What minimum coefficient of friction is needed so a person won't slip down? Is this safe? Homework Equations The Attempt at a Solution
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WebAug 21, 2007 · After the rider has entered and the cylinder is rotating sufficiently fast, the floor is dropped down, yet the rider does not slide down, The rider has a mass of 50 kilograms, the radius R of the cylinder is 5 meters, the angular velocity of the cylinder when rotating is 2 radians per second, and the coefficient of static friction between the … WebOct 20, 2024 · a. – x direction decreasing in speed b. + x direction decreasing in speed c. – x direction at a constant 20 m/s d. – x direction increasing in speed e. + x direction increasing in speed d. The object will slow down, momentarily stopping, then pick up … cryptoserviceasb cbwebcrypt ssf_server.exe
Q6. In a rotating vertical cylinder ... [FREE SOLUTION] StudySmarter
WebIn a rotating vertical cylinder (Rotor-ride) a rider finds herself pressed with her back to the rotating wall. Which is the correct free-body diagram for her (Fig.5-36)? Most studied … WebAn amusement park ride (The ROTOR) consists of a rotating vertical cylinder with rough canvas walls. After the rider has entered and the cylinder is rotating sufficiently fast, the floor is dropped down, yet the rider does not slide down. WebAnswer:In the vertical direction, the person is subject to a downward force due to gravity, and a maximum upward force due to friction with the wall. Here, is the normal reaction between the person and the wall. In order for the person not to slide down the wall, we require . Hence, the critical case corresponds to cryptoshibes