SYSTEM DYNAMICS>LOOSELEAF<
SYSTEM DYNAMICS>LOOSELEAF<
3rd Edition
ISBN: 9781260163087
Author: Palm
Publisher: MCG
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Chapter 13, Problem 13.10P

Alternating-current motors are often designed to run at a constant speed, typically either 1750 or 3500 rpm. One such motor for a power tool weighs 20 lb and is to be mounted at the end of a steel cantilever beam. Static-force calculations and space considerations suggest that a beam 6 in. long, 4 in. wide, and 3/8 in. thick would be suitable. Use £ = 3 x 107 psi for the modulus of elasticity of steel. Use p = 15.2 slug/ft ’ for the density of steel. The rotating part of the motor weighs 1 lb and has an eccentricity of 0.01 ft. (This distance can be determined by standard balancing methods or applying the analysis in this example in reverse, using a vibration test. ) The damping ratio for such beams is difficult to determine but is usually very small, say, < <0.1. Estimate the amplitude of vibration of the beam at steady state. Consider both speeds.

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Students have asked these similar questions
1. A pulley 580 mm in diameter transmits 60 kW at 650 1pm by means of belt. Determine the effective belt pull.2. Find the angle of contact on the small pulley for a belt drive with center distance of 75 in. if pulley diameters are 9 in and 18 m, respectively.
Question 2 A load of 1.8 kN is hoisted by means of a rope on a lifting machine with a rotational frequency of 40 revolutions per min, and a drum whose diameter is 600 mm.    Calculate the following: a) The power required for the load.   b) Efficiency of the lifting machine, if an electric motor of 8kW is required to drive the lifting machine.
If you observe in your experiment that the peak efficiency of your motor occurs at ω=5.2 and T=0.054 and you need to lift a mass of 218 g, what is the pulley radius (m) that should be used to achieve peak efficiency?
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