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## Main Question or Discussion Point

It is known that the potential energy of electron in the hydrogen atom is completely definite quantity, for given point . How we can measure it?

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It is known that the potential energy of electron in the hydrogen atom is completely definite quantity, for given point . How we can measure it?

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Meir Achuz

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-e^2/r, but there are other ways to measure that V=-e^2/r is correct.

It leads to the experimental BE and energy levels of hydrogen and to the correct experimental e-p scattering.

This can be considered a measurement that V= -e^2/r is correct.

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What is BE? May be Bose-Einstein?

How we can solve Schrodinger equation which have given wave function , but unknown pot. energy?

Thanks!

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cepheid

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I'm no expert on QM, but isn't the answer to this question simply, "you...can't!" I mean, if the Hamiltonian is not fully-defined, then you can't solve for its eigenstates.How we can solve Schrodinger equation which have given wave function , but unknown pot. energy?

Thanks!

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Eigenstates are known. Unknown is only U(x).

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jtbell

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I think Meir means "binding energy", that is, measurements of the ionization energies of hydrogen atoms.What is BE?

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Thanks!

Of course, it's "binding energy". I didn't guess right.

Of course, it's "binding energy". I didn't guess right.

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