The system shown in Figure 4 consists of a point mass M 5 kg and a massless L-shaped lever. The lever has lengths a 0.5 m and b 0.75 m. The system is connected to two springs, each of stiffness ki = kz-1000 N/m, and a dashpot of damping coefficient e 50 kg/s. A torsional spring Kr - 250 Nm/rad is attached at the pinned point O. Point A at the end of spring kı is given a sinusoidal displacement of amplitude yo and frequency 5 Hz. Determine the magnitude y, required for mass M to have a steady state amplitude of 10 mm. Fixed end y() = y, sin(mt) K, I-frame slides smoothly along upper and lower surface. M Pinned point, O Fixed end Figure 4
The system shown in Figure 4 consists of a point mass M 5 kg and a massless L-shaped lever. The lever has lengths a 0.5 m and b 0.75 m. The system is connected to two springs, each of stiffness ki = kz-1000 N/m, and a dashpot of damping coefficient e 50 kg/s. A torsional spring Kr - 250 Nm/rad is attached at the pinned point O. Point A at the end of spring kı is given a sinusoidal displacement of amplitude yo and frequency 5 Hz. Determine the magnitude y, required for mass M to have a steady state amplitude of 10 mm. Fixed end y() = y, sin(mt) K, I-frame slides smoothly along upper and lower surface. M Pinned point, O Fixed end Figure 4
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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![Question 4
The system shown in Figure 4 consists of a point mass M= 5 kg and a massless L-shaped lever.
The lever has lengths a 0.5 m and b= 0.75 m. The system is connected to two springs, each of
stiffness ki = k2=1000 N/m, and a dashpot of damping coefficient e 50 kg/s. A torsional spring
Kr = 250 Nm/rad is attached at the pinned point O. Point A at the end of spring ki is given a
sinusoidal displacement of amplitude yo and frequency 5 Hz.
Determine the magnitude y. required for mass M to have a steady state amplitude of 10 mm.
Fixed end
y() = y, sin(ot)
A
k,
a
I-frame slides
smoothly along
upper and lower surface.
K,
M
Pinned point, O
Fixed end
Figure 4
ww](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8b6ca75f-2526-4b57-be2e-2d098c2d7f6f%2F58e22f24-e8e8-4a53-8eb1-723ae9dd141b%2F9dsq7sm_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Question 4
The system shown in Figure 4 consists of a point mass M= 5 kg and a massless L-shaped lever.
The lever has lengths a 0.5 m and b= 0.75 m. The system is connected to two springs, each of
stiffness ki = k2=1000 N/m, and a dashpot of damping coefficient e 50 kg/s. A torsional spring
Kr = 250 Nm/rad is attached at the pinned point O. Point A at the end of spring ki is given a
sinusoidal displacement of amplitude yo and frequency 5 Hz.
Determine the magnitude y. required for mass M to have a steady state amplitude of 10 mm.
Fixed end
y() = y, sin(ot)
A
k,
a
I-frame slides
smoothly along
upper and lower surface.
K,
M
Pinned point, O
Fixed end
Figure 4
ww
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