Conditions for pulleys and strings

In summary, the conversation discusses the concepts of pulleys being frictionless and massless, as well as the effects of strings connecting blocks in pulley questions being massless and inextensible. The conversation also considers the effects of a pulley having mass and friction, as well as the role of inertia and tension in the motion of the pulley. Ultimately, the conversation concludes that ideal conditions of pulleys and strings are necessary for accurate calculations and understanding of their effects on acceleration.
  • #36
I really don't see how you ended up with those conclusions. They are not conclusions, they are speculations at best, because you failed to back them up with a thorough FBD analysis.

Solve this: two masses a and b are hanging on a string though a pulley, which is a uniform thin ring of mass c and radius d. The string is massless and inextensible; static friction between the pulley and the string is very great. The pulley rotates about its axis without any friction.
 
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  • #37
Why can't the tension remain same around the pulley even though it has mass? Ok the pulley needs to rotate so tensions are different, then how does a massless pulley rotate? The tensions are taken same even then it does rotate, then how is that?
 
  • #38
Why should the tensions be the same?

Regarding your question about the operation of massless pulleys: solve the problem above. Then see what happens with tensions as the pulley's mass goes to zero.
 

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