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Just a quick question (although there is a followup depending on the answer). In the formula ##E=\hbar \omega##, is E only kinetic energy or the total mechanical energy (kinetic energy plus potential energy). Thanks!
The discussion revolves around the interpretation of the energy term in the equation ##E=\hbar \omega##, specifically whether it refers to kinetic energy or total mechanical energy, which includes both kinetic and potential energy. The context includes theoretical considerations related to quantum mechanics.
Participants express differing views on the interpretation of E, with some asserting it is total energy while others seem to question this interpretation. The discussion remains unresolved regarding the definitive nature of E in the context of the equation.
The discussion highlights a potential ambiguity in the definition of energy in quantum mechanics, particularly in the context of the equation ##E=\hbar \omega##, and the implications of this for understanding kinetic versus total energy.
I know that, I'm asking about the E in the equation ##E=\hbar \omega##.BvU said:The Hamiltonian is kinetic + potential energy
Well, out with itIsaac0427 said:although there is a followup depending on the answer
As I said, depending on the answer. If it was just the kinetic energy, I would have been confused about something, but apparently I was right to be confused because it is the total energy.BvU said:Well, out with it!