Find max distance box on hingedbeam can be before rope snaps

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The discussion focuses on solving a torque problem involving a hinged beam and a rope. Participants clarify the equations for torque and net forces, emphasizing the need to consider the y-component of tension. The correct torque is defined as the force multiplied by the distance, with specific attention to the angle between the rope and the beam. After various calculations, one participant concludes that the maximum distance before the rope snaps is 2.019 meters. The conversation highlights the importance of accurately identifying forces and components in torque problems.
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Homework Statement


iamscrewed.PNG


Homework Equations


torque = force * distance

The Attempt at a Solution



Torque forces :
TForceTensionRopeY - TBOX - TBEAM = 0

Net forces Y:
∑FY = FTensionRopeY + FHingeY - WBEAM - WBOX = 0

Net forces X:
∑FX = FHingeX - FTensionRopeX = 0

This is my first torque problem so i want to make sure that i have all of my forces properly, i have been spinning wheels here for 30 minutes unable to solve. I will continue trying but want to see if i have all of the forces correctly
 

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isukatphysics69 said:

Homework Statement


View attachment 225177

Homework Equations


torque = force * distance

The Attempt at a Solution



Torque forces :
TForceTensionRopeY - TBOX - TBEAM = 0

Net forces Y:
∑FY = FTensionRopeY + FHingeY - WBEAM - WBOX = 0

Net forces X:
∑FX = FHingeX - FTensionRopeX = 0

This is my first torque problem so i want to make sure that i have all of my forces properly, i have been spinning wheels here for 30 minutes unable to solve. I will continue trying but want to see if i have all of the forces correctly
You need the torque equation only. Write the torques with respect to the hinge. Take the tension equal to the maximum value.
 
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ehild said:
You need the torque equation only. Write the torques with respect to the hinge. Take the tension equal to the maximum value.

I believe i need the y component only of the tension tho

525 = 1.325*182 +x*225
525 - 241.15 = x*225
283.85/225 = 1.26m = x was incorrect

That is why i had the other equations so that i can find that y component of the tension​

i believe i can actually just find that y component easily 1 sec
 
isukatphysics69 said:
I believe i need the y component only of the tension tho

525 = 1.325*182 +x*225
525 - 241.15 = x*225
283.85/225 = 1.26m = x was incorrect

That is why i had the other equations so that i can find that y component of the tension​

i believe i can actually just find that y component easily 1 sec
How is the torque defined? What is the torque of the tension?
You have the angle between the rope and the bar (30 °).
 
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ehild said:
How is the torque defined?
You have the angle between the rope and the bar (30 °).
I have defined the torque as negative downwards and positive upwards
torque is force*distance

So i see what youre saying here i think, 525sin(30)*2.65
this would be the maximum force in the y direction multiplied by the distance. This is the torque of the rope
 
isukatphysics69 said:
I have defined the torque as negative downwards and positive upwards
torque is force*distance

So i see what youre saying here i think, 525sin(30)*2.65
this would be the maximum force in the y direction multiplied by the distance. This is the torque of the rope
Yes. So what did you get for x?
 
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ehild said:
Yes. So what did you get for x?
2.019 meters thank you!
 
isukatphysics69 said:
2.019 meters thank you!
You are welcome. :oldsmile:
 
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