Calculating Constant speed of an Elevator Rising

In summary, the conversation discusses the problem of finding the constant speed at which an elevator will rise, given that the elevator motor produces 14kW of power and the elevator has a mass of 1100 kg. The suggested equations to use are gravitational potential energy and kinetic energy, but it is mentioned that there may not be enough information given to solve for the speed. A suggestion is made to consider the work done per second and its corresponding increase in height.
  • #1
Millacol88
86
0

Homework Statement


The motor for an elevator can produce 14kW of power. The elevator has a mass of 1100 kg, including its contents. At what constant speed will the elevator rise?


Homework Equations


I'm not really sure. Probably Gravitational potential = mgh. Kinetic energy = 1/2mv^2 because its looking for speed.


The Attempt at a Solution


I'm really not sure. It doesn't seem like enough information is given to solve for anything. There's probably some algebraic manipulation I'm missing.
 
Physics news on Phys.org
  • #2
Consider work done per second (14 kJ) - what increase in height does that correspond to (14kJ = mgh)?

-S

Millacol88 said:

Homework Statement


The motor for an elevator can produce 14kW of power. The elevator has a mass of 1100 kg, including its contents. At what constant speed will the elevator rise?


Homework Equations


I'm not really sure. Probably Gravitational potential = mgh. Kinetic energy = 1/2mv^2 because its looking for speed.


The Attempt at a Solution


I'm really not sure. It doesn't seem like enough information is given to solve for anything. There's probably some algebraic manipulation I'm missing.
 
Back
Top