Calculating the force in a crane

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    Crane Force
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To calculate the forces in the ground for a crane with a horizontal bar of 2 meters and a vertical bar of 3 meters supporting a 25 kN load, the total force is primarily the gravitational force from the load. The configuration of the bars and their fixation to the ground is crucial, as at least two contact points are necessary for stability. Additionally, the mass of the crane itself may influence the overall force calculations. Understanding these factors is essential for accurate force determination. Proper analysis of the system's mechanics is required to solve the equation effectively.
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First of all, I'm sorry for my bad language. I'm dutch and not the best in English.

I'm doing an internship on a compagny and I'm having problems with 1 equation.
i know the basics but this one i can not solve.

i will draw a simple design (think of a crane)
it has 2 bars, the horizontal bar is 2 meters and the vertical is 3 meters
at the end of the horizontal bar there is 25 KN
what will be the forces in the ground?




<--3meters-->
____________
|.....V
|2...25 KN
|meters
|
|
 
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Horizontal <-> vertical are different in the sketch and the description.
Based on the sketch: It depends on the size of the bar and the way it is fixed on the ground. The total force is just the gravitational force from the load (25kN), but you need at least two contact points on the ground. The mass of the crane itself could be relevant, too.
 
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