How Do Forces Affect Tension and Compression in a Roof Truss?

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In the discussion about forces affecting tension and compression in a roof truss, the user created a free body diagram to analyze the forces acting on members AB, BC, and AC. It was identified that AB and BC are in compression, while AC is under tension, specifically 1800 N. The user faced challenges in calculating the forces, particularly when taking moments at point B, leading to confusion about force cancellation. Additionally, the impact of external forces, such as wind, on the truss's pivot point at C was discussed, emphasizing the importance of torque in the analysis. The conversation also addressed the need for clarity in the free body diagram to accurately represent the forces involved.
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The diagram for this quesion is at http://www.drewtemp.com/helios/physics.gif

The first thing that i did was that i made the free body diagram. From my knowledge i would say that AB and BC are in compression and AC is in tension (i think that is correct). Now the question asked to take moments at B for finding the force in AC whether it be tension or compression, however when i do that it seems like the forces just cancel off each other, and that is where i am stuck

Here is the link for my free body diagram: http://www.drewtemp.com/helios/physics_freebody.gif


1. What i want to find is which members are in tension and compression (AB, BC, AC)?

2. What is the force at AC? The weight of AC is negligible.

3. What force from the left (the wind) is required to make the truss pivot at C?
 
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How many times are you going to post this?

Your FBD has some problems:

What is the downward force is that you've got at B?
If AB and BC are under compression, why don't you have the compression inthe FBD?

It's pretty clear to me that AC is under 1800 N of tension. You'll have to solve for a net force of zero at A to get that answer.

For part 3: Since you're dealing with Torque, it matters where the force is going to apply. You can get your answer by eliminating the normal force at A, and solving for zero net torque about C.
 
Hi cipher, welcome to the forums.

Please don't crosspost.

People typically read all or most subforums, so you'll be fine posting it in one place. It will also be easier for you to keep track of.

I moved one of your other posts into homework help. Please continue the discussion there:

link
 
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