sweetdaisy186
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The discussion revolves around calculating the tension in ropes supporting blocks in an upward-accelerating elevator, with a focus on the forces acting on the blocks due to gravity and the elevator's acceleration.
Participants are actively engaging with the problem, with some offering insights into the balance of forces. There is a recognition of the need to consider both gravitational and upward forces, though not all participants agree on the approach. The discussion remains open with various interpretations being explored.
Participants mention a test approaching, indicating a time constraint and a desire for deeper understanding rather than just completing an assignment. There is also a reference to differing numbers in similar problems, suggesting variability in the context of the homework.
Is the elevator going upward or downward?loudgrrl4_ever said:I actually have just about the same problem for an assignment at the moment. The numbers are different, but that doesn't really matter.
I am really stuck.
Since the masses are the same, I am using plain m. Since T=m*a for each rope respectivly, the tension for the top rope should be T=2m*g-2m*a or T=2m(g-a), similarly the tension for the bottom rope would be T=m(g-a).
The problem is, this isn't working.
I am obviously missing something. Any help would be appreciated.
Do the balance of forces in the mass. You have mg pulling down and T pulling up, The vectorial sum is ma in the up direction. So, T - mg = ma and T = mg + ma.loudgrrl4_ever said:The elevator is going upward. I don't understand why you would add them, however.
That is the correct answer, but since we have a test tomorrow, I want to be sure I understand it much more than get a point on a silly assignment.
Here's how it is playing out in my mind:
A block is being pulled on upwards directly by the elevator, and downwards by gravity. How does the tension use both of those forces in the same direction?
Thanks for your help :)