Question 6.P.3: An electric motor weighing 1160 N is attached to a floor bea...
An electric motor weighing 1160 N is attached to a floor beam which deflects 0.76 mm under the weight. The armature of the motor weighs 40 kg. As the motor is run up gradually to operating speed of 1600 RPM, it is observed that the maximum amplitude of oscillation is 2.5 mm, decreasing to 0.5 mm at the operating speed. Calculate the damping coefficient and the eccentricity of the armature from its axis of rotation.
The blue check mark means that this solution has been answered and checked by an expert. This guarantees that the final answer is accurate.
Learn more on how we answer questions.
Learn more on how we answer questions.
1467 N ·s/m, 0.805 mm
Related Answered Questions
Question: 6.P.14
Verified Answer:
ξ = 0.105
Question: 6.P.16
Verified Answer:
0.116 in.
Question: 6.P.12
Verified Answer:
3.468 mm
Question: 6.P.9
Verified Answer:
Calibration factor =1,600. Measured...
Question: 6.P.7
Verified Answer:
ω = 48.11 rad/s, c = 90.94 N ·s/m. Calibration fac...
Question: 6.P.5
Verified Answer:
(a) 0.0428 mm, (b) 0.1457, (c) 52.46 N
Question: 6.P.1
Verified Answer:
(a) 6.42 \mathrm{rad} / \mathrm{s}...
Question: 6.8
Verified Answer:
(a) For viscous damping, the energy loss per cycle...
Question: 6.7
Verified Answer:
(a) From Equation 6.89a,
\rho =\frac{m A}{k...
Question: 6.6
Verified Answer:
The frequency ratio should be larger than \...