Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- Consider the mass (W = 5 lbs) attached to a spring (k = 1 lb/in) as shown. Assume a short impulsive force is applied to the %3D mass to give it an initial velocity of 20 in/s. For the ensuing motion after the impulse is over: (a) Draw the degree of freedom on an appropriate figure. (b) Determine the equation of motion. What type of motion is this? (c) Determine the natural frequency of the vibration. Determine the period of the vibration. (d) Determine the displacement of the mass as a function of time. Plot the displacement vs time (clearly show important values). What is the maximum displacement that the mass will reach?arrow_forwardA 40 kg fan has a rotation unbalance of magnitude of 0.01 kg.m. The fan is mounted on a beam which is specially treated to have a viscous damping. By the variation of the speed of the fan, the amplitude of the vibration varies too. What is the fan's steady state amplitude when it operates at 1000 r/min? Givens: E = 200 GPa, I = 1.3 x10-6 m, L = 1.2 m, damping ratio = 0.06 Select one: O 2 mm 13.6 mm O 3.65 mm O 9 mm TOSHIBAarrow_forwardAn m-mass pendulum is connected to a spring with the spring constant k through the massless rope along I as in the picture. x, i k www point y =0 m The spring is then given a deviation of x, so it moves at a speed of x. Assume point y = 0 is parallel to the spring, so that the potential energy of the pendulum negative value. If the pendulum has a deviation of 0, specify: The system motion equation uses the Euler-Lagrange equation.arrow_forward
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