What is the Maximum Force a Cylinder Can Support in a Front Loader?

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To determine the maximum force a cylinder can support in a front loader with a horizontal load, one must calculate the torque created by the load around the pivot point. If the support structure is massless, the upward force from the cylinder must counterbalance the torque from the weight. This upward force is derived from the vertical component of the cylinder's force. Trigonometric calculations can then be used to ascertain the total force exerted by the cylinder. Accurate calculations will ensure effective load management in front loader operations.
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So the task is to calculate how much force a cylinder supports in a front loader when the load is held in a horisontal position. I have made a simplified diagram of the problem with the known data.
I hope that my attached image makes any sense.
Thanks in advance.
2zohnoz.png
 
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dannenino said:
So the task is to calculate how much force a cylinder supports in a front loader when the load is held in a horisontal position. I have made a simplified diagram of the problem with the known data.
I hope that my attached image makes any sense.
Thanks in advance.
2zohnoz.png
Are there no movements or deformation? Does the suport structure (in black) have mass? If not, first calulate the amount of torque created by the weight around the pivot point, then, at the position where the 0.175m stick is, a upward force can be calculated, this force should create a torque strong enough to cancel out the weight's torque. The upward force is supplied by the cylinder's support (so I think from looking at your diagram) and it is the vertical component of the force created by the cylinder. Using trignometry, find out the total force the cylinder is applying. Have fun in P.F.
 
Thanks a ton!
 

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