The discussion revolves around calculating the minimum speed of an object in circular motion at a specific point, referred to as point z, while ensuring the string remains taut. The subject area involves concepts from mechanics, particularly forces in circular motion.
Some participants have started to explore the forces involved, specifically tension and weight, and are questioning how these forces interact at point z. There is an ongoing inquiry into the calculation of tension, particularly in different orientations.
Participants note the requirement to express the solution in terms of variables rather than numerical values, which may influence the approach to the problem. There is also a mention of the need to clarify the definition of tension in the context of the problem.
johnarma said:Homework Statement
Picture of my object
http://img147.imageshack.us/my.php?image=circlekz1.png
How do i calculate the least amount of speed ( aka vmin) an object has at point z without breaking the string or making it go slack. I also need to show how I got it.
There should be little to no numbers used. This is mostly variables and in putting vmin on one side and showing how i got there.
Homework Equations
The Attempt at a Solution
johnarma said:the only 2 forces are t and w but those are going in the same direction, there is no force in an opposing direction!