-
different eigenstates does in
general have
quantum uncertainty for the
given observable.
Using bra–ket notation, this
linear combination of
eigenstates can...
- much like
classical objects, as
illustrated in the figure; they are not
eigenstates of the Hamiltonian. The "ladder operator" method,
developed by Paul Dirac...
- is the
eigenstate of the
Hamiltonian with
eigenvalue Eα{\displaystyle E_{\alpha }}. We will
refer to
these states simply as "energy
eigenstates." For simplicity...
- series. The
degenerate eigenstates with a
given energy eigenvalue form a
vector subspace, but not
every basis of
eigenstates of this
space is a good...
- of
different energies). It is also
called energy eigenvector,
energy eigenstate,
energy eigenfunction, or
energy eigenket. It is very
similar to the concept...
- wave function—initially in a
superposition of
several eigenstates—reduces to a
single eigenstate due to
interaction with the
external world. This interaction...
- (NO), the two
lightest m****
eigenstates have a
small m**** difference, of the
order of 10 meV,
while the
third eigenstate has a m****
about 50 meV higher...
- states" or "energy
eigenstates"; in
chemistry they are
called "atomic orbitals" or "molecular orbitals".
Superpositions of
energy eigenstates change their properties...
- can be
expanded as a sum of the
eigenstates of an
Hermitian operator, like the Hamiltonian,
because the
eigenstates form a
complete basis: | α ⟩ = ∑...
-
eigenstates,
because it is not
useful to
speak of
energy levels and
eigenstates for the
perturbed system.) If the
unperturbed system is an
eigenstate...
