
Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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Transcribed Image Text:QUESTION 4
The equation for base excitation is given of the form:
Xk Xo
Fo
fo
(1-r2)2 + (2r)²
Dernve the equation above for the normalized magnitude and calculate the value of r = for which the
amplitude for the steady state response takes on the maximum value.
QUESTION 5
A 45kg machine is placed at the end of a 1.6m cantilever beam of the elastic modulus of 200x10 N/m?
and cross sectional moment of inertia 1.6x10 m. As it operates, the machine produces a harmonic
force of magnitude 125N. At what operating speeds will the machines steady state amplitude be less
than 0.2mm?
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- when an engine with a mass of 400 kg is mounted on an elastic foundation, the foundation deflects 5 mm. What is the natural frequency of the system? (Note: static deflection = mg/k)arrow_forwardGiven an oscillator of mass 2.0kg and spring constant of 180N/m, what is the period without damping? Use numerical methods to model this oscillator with an additional friction force equal to where c is a positive damping constant. Using c=5.0, what is the new period of oscillation. What about for c=10? Assume initial position is 0.2m and initial velocity is zero. Please find the period using the position versus time plot and use the first full cycle of the motion.arrow_forwardA 400 kg machine is placed at the mid span of a 3.2 m simply supported steel beam (E = 200 x 109 N/m2). The machine is observed to vibrate with a natural frequency of 9.3 Hz. What is the size of the beam's cross section if the height is twice as the width, considering that: k I 192EI 13 bh ³ 12 and where b=width, h = height 400 kg 3.2 b harrow_forward
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