How to Calculate F1 and F2 for a Balanced Beam?

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To calculate F1 and F2 for a balanced beam, it's essential to establish the conditions of static equilibrium, where the net force and net torque are both zero. The beam is 167.5mm long, supported at 24.5mm, with a 6600kgf force acting at one end. The positions of F1 and F2 are given, but their directions and how they interact with the beam's support need clarification. Participants emphasize the need for the original problem to be fully disclosed and for the user to show their calculations to facilitate assistance. Clear definitions of the forces and their directions are crucial for solving the problem accurately.
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Member advised to use the homework template for posts in the homework sections of PF.
Ok here goes. It's been a long time since I've done anything like this and i just can't remember what to do.

I'e got a beam 167.5mm long. It is supported at 24.5mm along the beam.

6600kgf acts at one end of the beam.

F1 acts at 128.5mm along the beam. F2 acts at 167.5mm along the beam.

F1 and F2 are different and the beam is balanced.

How do i calculate F1 and F2?

Cheers
 
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You posted in the homework section so should use the template.

Perhaps start with a diagram?

It's a static problem so the net force is zero and the net torque about any point is zero.
 
It's a static problem so the net force is zero and the net torque about any point is zero.[/QUOTE]

I agree with static problem thing.
But how can we get F1 and F2.
 
Universeer said:
I agree with static problem thing.
But how can we get F1 and F2.
You have to show some work before we are allowed to help you.
 
Universeer said:
It's a static problem so the net force is zero and the net torque about any point is zero.

I agree with static problem thing.
But how can we get F1 and F2.[/QUOTE]
Let's see your force- and moment balance equations.
 
As there are two unknowns (F1 and F2) you will need two simultaneous equations. See my post #2 for a hint.
 
Looks like 3 unknowns. The single support reaction is an unknown. There is no specific solution. If the problem is stated correctly.
 
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On reading the OP again I think I agree.
 
PhanthomJay said:
Looks like 3 unknowns. The single support reaction is an unknown. There is no specific solution. If the problem is stated correctly.
It's worse than that. The problem doesn't state how the forces F1 and F2 are acting: Are they both acting upwards? One up one down? Something else? Which end of the beam is the 6600 kgf acting?

I'm very tempted to simply delete the thread and ask the OP to start over with a full disclosure of the original question in its original form (and to use the template, of course).
 
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I wouldn't delete it. I think better to close it until the OP responds to your PM.
 
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