Expansion of a Circular Loop with Perpendicular Forces

AI Thread Summary
When perpendicular forces are applied to a circular loop, the net force on the loop is zero, yet the loop expands. This phenomenon occurs because the net force is only zero at the center of the circle, while the edges experience differing forces that lead to expansion. The expansion happens without work being done, suggesting an internal redistribution of forces. The discussion highlights the distinction between net force at the center and the effects on the perimeter. This raises questions about the mechanics of force distribution in circular structures.
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Consider a circular loop. If I were to apply forces at all points on the loop such that the forces are perpendicular to it and in the same plane as the loop, the net force experienced by the loop equals zero. But it expands. The loop expands even when no work is being done on it. How can it be explained?
 
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perhaps because it is only at the CENTER of the circle where the net force is 0, and not the edges, which are the ones expanding..
 
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