Falling Tower Problem: Watch How to Solve It in This Video

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SUMMARY

The Falling Tower Problem involves understanding the dynamics of a tower of blocks as one block is removed from the bottom. The key concepts include inertia, friction, and torque, which are essential for analyzing the tipping motion of the tower. The discussion emphasizes that once the bottom block is halfway out, the torque on the tower increases, leading to a tipping motion. The assumption is made that the blocks are completely inelastic, simplifying the analysis of the problem.

PREREQUISITES
  • Understanding of inertia and its implications in physics
  • Basic knowledge of friction and its effects on motion
  • Familiarity with torque and its role in rotational dynamics
  • Concept of inelastic collisions in physics
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  • Research the principles of inertia in classical mechanics
  • Study the effects of friction on motion and stability
  • Learn about torque calculations and their applications in physics
  • Examine inelastic collisions and their characteristics in physics problems
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This discussion is beneficial for physics students, educators, and anyone interested in mechanics, particularly those studying dynamics and motion analysis.

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Homework Statement
Identical discs are stacked on on top of another to form a freestanding tower. The bottom disc can be removed by applying a sudden horizontal force such that the rest of the tower remains standing. Investigate the phenomenon and determine the conditions that allow the tower to remain standing.
Relevant Equations
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IIII
I I
I actually have no clue. Found a video that demonstrates the problem:

Can someone help pls?
 
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To find the exact conditions will be exceedingly complex.
There's friction to think about, but you should cope with that.
But once the bottom block is halfway out from the block above, that block and the tower above it will start to tip. As the bottom block continues, the torque on the tower above it increases. How far will it have tipped when the bottom block is finally clear? What will be the consequence when that leaning tower hits the ground?
You should at least assume the blocks are completely inelastic.

I suggest they do not intend you to worry about the tipping at all.
 

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