|Consider a simple elevator design in which a 15,000 kg car A is con- nected to a 12,000kg counterweight B. Suppose that a failure of the drive system occurs (the failure does not affect the rope connecting A and B) when the car is at rest and 50 m above its buffer, causing the elevator car to fall. Model the car and the counterweight as particles and the cord as massless and inextensible, and model the action of car the emergency brakes using a Coulomb friction model with kinetic friction coefficient µk = 0.5 and a normal force equal to 35% of the car's weight. Determine the speed with which the car impacts the buffer. ca buft

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Problem 4.85 I
Consider a simple elevator design in which a 15,000 kg car A is con-
nected to a 12,000 kg counterweight B. Suppose that a failure of the
drive system occurs (the failure does not affect the rope connecting A
and B) when the car is at rest and 50 m above its buffer, causing the
elevator car to fall. Model the car and the counterweight as particles
car A
counterweight B
and the cord as massless and inextensible, and model the action of
the emergency brakes using a Coulomb friction model with kinetic
friction coefficient µk = 0.5 and a normal force equal to 35% of the
car's weight. Determine the speed with which the car impacts the
buffer.
car
counterweight
buffer
buffer
Transcribed Image Text:Problem 4.85 I Consider a simple elevator design in which a 15,000 kg car A is con- nected to a 12,000 kg counterweight B. Suppose that a failure of the drive system occurs (the failure does not affect the rope connecting A and B) when the car is at rest and 50 m above its buffer, causing the elevator car to fall. Model the car and the counterweight as particles car A counterweight B and the cord as massless and inextensible, and model the action of the emergency brakes using a Coulomb friction model with kinetic friction coefficient µk = 0.5 and a normal force equal to 35% of the car's weight. Determine the speed with which the car impacts the buffer. car counterweight buffer buffer
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