How Do You Calculate Forces in a Modified Atwood Machine?

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SUMMARY

The discussion focuses on calculating forces in a modified Atwood machine, specifically addressing the tension force, friction force, and acceleration involved in a system where one block is hanging and another is on a table. The user seeks guidance on deriving the equations related to these forces, emphasizing the relevance of Newton's second law in this context. The conversation highlights the need for clear formulas and examples to aid understanding, particularly in relation to the dynamics of the system.

PREREQUISITES
  • Understanding of Newton's Second Law of Motion
  • Basic knowledge of forces and motion in physics
  • Familiarity with the Atwood machine concept
  • Ability to interpret free body diagrams
NEXT STEPS
  • Research the derivation of tension force equations in modified Atwood machines
  • Study friction force calculations in dynamic systems
  • Explore examples of free body diagrams for similar pulley systems
  • Learn about acceleration calculations in systems with multiple masses
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Students studying physics, educators teaching mechanics, and anyone interested in understanding dynamics in modified Atwood machines.

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1. I am trying to figure out the equation for tension force, friction force, acceleration, it looks from my very little physics knowledge is that it is based on the Atwood Machine, not the free hanging Pulley, but the pulley with the table (where one block is hanging, one is flat on the table). No inputs are given as far as I can tell, only to find the equation or formula? I can try track down a picture if required.
2. Newtons second law?
3. I have tried basically dozens of tutorials to put me on track and no dice, I just want some guidance basically
 
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