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Eigenfunctions v.s. eigenstates - Physics Stack Exchange Maybe in principle, not really in practice. Most people talking casually will use the interchangeably. If you want a rule that makes sense though, "states" are what we call the objects that live in a …
quantum mechanics - How do you calculate the spin eigenstates … 14 Apr 2023 · I was wondering how does one go about solving for the spin (1/2) eigenstates in an arbitrary direction? Let me specify my question.
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quantum mechanics - Instantaneous eigenstate and time … 31 Mar 2022 · Instantaneous eigenstate $\psi(t)$ is defined as $\hat H(t)\psi(t)=E(t)\psi(t)\tag{1}$ But in the lecture notes of Quantum Physics III MIT (in the section of adiabatic approximation), …
Simultaneous eigenstates of Hamiltonian and momentum operator 12 Jun 2019 · Then $\{\vert n\ell m\rangle\}$ are simultaneous eigenvectors of $\hat H$ and $\hat L^2$ but a combination of these containing different $\ell$ s will not be a simultaneous …
What are the Eigenstates and Eigenvalues? [closed] 10 Jun 2019 · $\begingroup$ Eigenstate is quantum state which has definite value for some physical property (for example "particle is definitely at x=0"), eigenvalue (so in that example, …
What conditions must eigenvalues satisfy for degenerate states? 31 May 2017 · 3)Find another such commuting observable and keep on doing so till every eigenstate can be labeled uniquely. This is why we say that in QM, the state of any system is …
What is an Eigenstate? Simple Explanation - Physics Forums 24 Mar 2020 · Given an operator, (for example, the Hamiltonian, or the Schrödinger Equation) an eigenstate is a (non-zero) state that, when applied on the operator, results of itself multiplied …
What is an energy eigenstate exactly? - Physics Stack Exchange "Energy eigenstate" just means "eigenstate of the Hamiltonian." So there is no such thing as an energy eigenstate without a Hamiltonian, just as there is no such thing as an eigenvector …
Eigenstates of the creation operator - Physics Stack Exchange 4 Dec 2018 · In view of the above, I would say that the naive argument that is often found: "a coherent state resembles a classical state because if you annihilate excitations it does not …