Q6: The 7-kg collar A slides with negligible friction on the fixed vertical shaft. When the collar is released from rest at the bottom position shown, it moves up the shaft under the action of the constant force F = 200 N applied to the cable. Calculate the stiffness k which the spring must have if its maximum compression is to be limited to 75 mm. The position of the small pulley at B is fixed.
Q6: The 7-kg collar A slides with negligible friction on the fixed vertical shaft. When the collar is released from rest at the bottom position shown, it moves up the shaft under the action of the constant force F = 200 N applied to the cable. Calculate the stiffness k which the spring must have if its maximum compression is to be limited to 75 mm. The position of the small pulley at B is fixed.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
Related questions
Question
![Q6: The 7-kg collar A slides with negligible friction
Q8: The 1.5-kg ball is given an initial velocity va =
2.5m/s in the vertical plane at position A, where the
two horizontal attached springs are unstretched. The
ball follows the dashed path shown and crosses
point B, which is 125 mm. directly below A.
Calculate the velocity vg of the ball at B. Each
spring has a stiffness of 1800 N/m.
on the fixed vertical shaft. When the collar is
released from rest at the bottom position shown, it
moves up the shaft under the action of the constant
force F = 200N applied to the cable. Calculate the
stiffness k which the spring must have if its
maximum compression is to be limited to 75 mm.
The position of the small pulley at B is fixed.
[ Ans.: k = 8.79 kN/m]
[ Ans.: vg = 8.54 ft/s]
225
mm
300mm
300mm
125mm
450 mm
75 mm
Q7: Determine the constant force P required to
cause the 0.5-kg slider to have a speed v, = 0.8 m/s
at position 2. The slider starts from rest at position 1
and the spring has unstretched length of 200 mm
and the modulus k 250 N/m. Neglect friction.
Q9: The 0.75-kg particle is attached to the light
slender rod OA which pivots freely about a
horizontal axis through point O. The system is
released from rest while in the position 0 = 0°
where the spring is unstretched. If the particle is
observed to stop momentarily in the position 0 =
50° , determine:
1. The spring constant k.
2. For your computed value of k, what is the
particle speed v at the position 0 = 25° ?
Ans.: P = 52.2 N
200
[Ans.: (1) k = 86. 8 N/m, (2) v = 1.371 m/s]
200
mm
250
mm
mm
250 mm
B
0.6 m
15
0.6 m
0.75 kg](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff2157ad6-224b-48c8-a770-6788030328d6%2F815712f4-7d77-4361-9845-02f88a9336be%2Flrlohaf_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q6: The 7-kg collar A slides with negligible friction
Q8: The 1.5-kg ball is given an initial velocity va =
2.5m/s in the vertical plane at position A, where the
two horizontal attached springs are unstretched. The
ball follows the dashed path shown and crosses
point B, which is 125 mm. directly below A.
Calculate the velocity vg of the ball at B. Each
spring has a stiffness of 1800 N/m.
on the fixed vertical shaft. When the collar is
released from rest at the bottom position shown, it
moves up the shaft under the action of the constant
force F = 200N applied to the cable. Calculate the
stiffness k which the spring must have if its
maximum compression is to be limited to 75 mm.
The position of the small pulley at B is fixed.
[ Ans.: k = 8.79 kN/m]
[ Ans.: vg = 8.54 ft/s]
225
mm
300mm
300mm
125mm
450 mm
75 mm
Q7: Determine the constant force P required to
cause the 0.5-kg slider to have a speed v, = 0.8 m/s
at position 2. The slider starts from rest at position 1
and the spring has unstretched length of 200 mm
and the modulus k 250 N/m. Neglect friction.
Q9: The 0.75-kg particle is attached to the light
slender rod OA which pivots freely about a
horizontal axis through point O. The system is
released from rest while in the position 0 = 0°
where the spring is unstretched. If the particle is
observed to stop momentarily in the position 0 =
50° , determine:
1. The spring constant k.
2. For your computed value of k, what is the
particle speed v at the position 0 = 25° ?
Ans.: P = 52.2 N
200
[Ans.: (1) k = 86. 8 N/m, (2) v = 1.371 m/s]
200
mm
250
mm
mm
250 mm
B
0.6 m
15
0.6 m
0.75 kg
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