日時
2021年4月13日16:00 - 18:10
講演者
全 卓樹 (高知工科大学 環境理工学群 教授)
会場
via Zoom
言語
英語

We offer a beginner’s guide to the functional-analytical techniques in quantum mechanics, and cover its application to the 1D Coulomb problem. It is shown that the wave function at the diverging point of the Coulomb potential is mathematically described by three-parameter family of generalized connection conditions. A scheme is devised to physically implement the generalized conditions, which provides the way to experimentally realize non-Rydberg spectra in 1D Hydrogen atom.

Schedule:
Part 1, Self-adjoint extension of Hilbert space operator
Part 2, 1D Coulomb problem

*Please contact Keita Mikami's mail address to get access to the Zoom meeting room.

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