1. A bead of mass M slides without friction along a circular wire ring of circumference L. On taking s as the length coo

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1. A bead of mass M slides without friction along a circular wire ring of circumference L. On taking s as the length coo

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1 A Bead Of Mass M Slides Without Friction Along A Circular Wire Ring Of Circumference L On Taking S As The Length Coo 1
1 A Bead Of Mass M Slides Without Friction Along A Circular Wire Ring Of Circumference L On Taking S As The Length Coo 1 (25.94 KiB) Viewed 23 times
1. A bead of mass M slides without friction along a circular wire ring of circumference L. On taking s as the length coordinate along the ring, the normalized energy eigenfunctions are etiks e-iks VI V_(s) = VC' where E is the bead's mechanical energy and k := /2ME/N2 is a positive constant. Use the condition V+(s +L) = V4(s) to get a formula for the particle's allowed values of E.
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