Calculate how much weight the crane could lift

  • #1
Clueless87
1
0
Homework Statement
Hi all, new to the forum so not sure if I’m filling this out correctly but I’m currently studying for an exam for my work and going through past papers. The question is;

The horizontal jib of a tower crane is 36m long, weights 3T and is mounted on a turntable 8m from the machinery end of the jib. The shorter end of the jib carries a 16T counter weight at its furthest extent.

i)Draw a sketch of the crane (east enough), and the loads exerted on it (not so easy…for me at least) (5 points)

ii) Calculate how much weight the crane could lift if the load were suspended at the far end of the crane’s jib and the jib is in equilibrium. (5 points)
Relevant Equations
I have no idea….
I think the first part is F = mxa? But given the jib is resting on a turntable at a certain distance, does that mean the longer and shorted ends experience different loads? Especially when the shorter end has a 16T counterweight?

The second part, I have no idea how to calculate this nor the equilibrium.

Any help would be greatly appreciated!
 
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  • #2
Mechanics help?
Drop your car at the PF garage.
Welcome to PF!
 
  • Haha
Likes MatinSAR
  • #3
Start by making a sketch and post it here!
 
  • #4
Clueless87 said:
The horizontal jib of a tower crane is 36m long, weights 3T and is mounted on a turntable 8m from the machinery end of the jib. The shorter end of the jib carries a 16T counter weight at its furthest extent.
I can't make sense of that. 8<36/2, yet the other end is shorter? Should it be 28?
 

Related to Calculate how much weight the crane could lift

1. How do I calculate the weight a crane can lift?

To calculate the weight a crane can lift, you need to know the crane's maximum lifting capacity, which is usually provided by the manufacturer. Additionally, you need to consider factors such as the boom length, angle, and radius, as well as the load's weight and center of gravity.

2. What is the formula to calculate the weight a crane can lift?

The formula to calculate the weight a crane can lift is: Weight = (Crane's Lifting Capacity) / (Cos(Boom Angle) * Radius).

3. How does the boom length affect the weight a crane can lift?

The longer the boom length, the greater the crane's lifting capacity. This is because a longer boom allows the crane to reach farther distances and lift heavier loads.

4. What is the importance of considering the load's center of gravity when calculating the weight a crane can lift?

The load's center of gravity affects the stability of the crane. Placing the load off-center can cause the crane to tip over or become unbalanced, potentially leading to accidents. It is crucial to consider the load's center of gravity when calculating the weight a crane can lift to ensure safe and efficient operation.

5. Are there any safety precautions to keep in mind when using a crane to lift heavy weights?

Yes, there are several safety precautions to keep in mind when using a crane to lift heavy weights. These include ensuring that the crane is properly maintained and inspected, using the correct rigging and lifting equipment, following proper lifting procedures, and adhering to weight capacity limits. It is essential to prioritize safety when operating cranes to prevent accidents and injuries.

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