Tension Direction in FBDs & Tension HW

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Determining the direction of tension in systems can be challenging, especially when considering different motion scenarios. In the discussed examples, tension consistently acts away from block A, regardless of its motion direction. When block A moves to the right or slides down an incline, tension in the connecting rope remains directed away from A, ensuring the rope remains taut. This understanding simplifies the analysis, as tension cannot push, only pull. Recognizing this principle helps clarify tension's role in various dynamics problems.
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Homework Statement



While working through problems I always have trouble determining the direction that tension acts in on objects in the system.

In system B.) block A has a velocity of 4m/s to the right, with mu(k)=0.2, causing the mass B to fall, in class tension was assumed to be in the direction of A's motion.

But in A.) the system starts at rest, and A slides down the frictionless inclined plane moving masses B and C. In this case the tension opposes the motion of A, I just can't visualize this.


Is there some rule of thumb for this that I'm just not realising?

If someone could give me a brief explanation on how tension acts on each object in these systems I would appreciate it.

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It doesn't matter how A is moving. In both cases, you'll notice that the tension force is in the same direction: AWAY from block A. There's no other direction it could be in that would correspond to the rope being taut, right?

You can't push on a rope.
 
Hah that makes things easy. I guess I was thinking back to statics where if I was assuming a member to be in tension, but my answer came out negative then I had assumed wrong and it was in compression.

Thanks alot.
 
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