Exemplos de uso de Eigenstates em Inglês e suas traduções para o Português
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For¿gt;2 our results suggest that the model displays metalic eigenstates.
In the spin network basis,the spin network states are eigenstates of the operator T r{\displaystyle Tr.
Regarding the localization properties of the wave function, we show numerically that for weak correlations(¿<2)the participation number is finite and the eigenstates are localized.
Thus, we may write:formula_31The eigenstates have a physical meaning further than an orthonormal basis.
Since the superpartners of the Z boson(zino), the photon(photino) and the neutral higgs(higgsino) have the same quantum numbers,they can mix to form four eigenstates of the mass operator called"neutralinos.
The linear combination of two or more eigenstates results in quantum superposition of two or more values of the quantity.
The second term corresponds to the Berry phase andfor non-cyclical variations of the Hamiltonian it can be made to vanish by a different choice of the phase associated with the eigenstates of the Hamiltonian at each point in the evolution.
In this work we have investigated the nature of the one-magnon eigenstates in a disordered chain at the presence of a non-uniform magnetic field.
In the analysis of eigenstates we observed that the presence of interaction promotes a weakening of electron localization induced by disorder, agreeing the existing literature.
If this matrix were the identity matrix, then the flavor eigenstates would be the same as the mass eigenstates. .
Since the energies of exact(i.e. nonperturbative) energy eigenstates are spread out and therefore they are not technically eigenstates, a more precise definition is that the mass gap is the greatest lower bound of the energy of any state which is orthogonal to the vacuum.
Depending on the form of the interaction, this may create an entirely new set of eigenstates corresponding to groups of particles bound to one another.
As three types of neutrino flavor eigenstates have been observed experimentally and many experimental data have shown the flavor neutrino oscillate, it is necessary use this phenomenology when studying neutrinos produced by dark matter.
If the disturbanceis not too large, the various physical quantities associated with the perturbed system(e.g. its energy levels and eigenstates) can be expressed as"corrections" to those of the simple system.
Modeling the nanowire via a kitaev chain, we have used two approaches: first using a recursive green¿sfunction approach we calculate the conductance and local density of states(ldos) and then by the diagonalization using the bogoliubov-de gennes(bdg)formalism we obtain the full spectrum of eigenstates.
Like the quantum harmonic oscillator,the energies and eigenstates of the Morse potential can be found using operator methods.
We show that this equation, with appropriate boundary conditions, can be seen as a sturm-liouville problem,ensuring that the energies of the particle are real and that the eigenstates of the hamiltonian are orthonormal and form a basis in the space of the states.
When the energy of the system is measured,the wavefunction collapses into one of its eigenstates and so the particle wavefunction is described by the pure eigenstate corresponding to the measured energy.
However, the weak andelectromagnetic forces- which can transform one flavour of quark into another- cause a significant though small amount of"mixing" of the eigenstates(with mixing angle θP -11.5°), so that the actual quark composition is a linear combination of these formulae.
In particle physics,the chargino is a hypothetical particle which refers to the mass eigenstates of a charged superpartner, i.e. any new electrically charged fermion(with spin 1/2) predicted by supersymmetry.
However, if the initial ket is an eigenstate of the Hamiltonian, with eigenvalue E, we get:| ψ( t)⟩ e- i E t/ ℏ| ψ( 0)⟩.{\displaystyle|\psi(t)\rangle=e^{-iEt/\hbar}|\psi( 0)\ rangle.}Thus we see that the eigenstates of the Hamiltonian are stationary states: they only pick up an overall phase factor as they evolve with time.
However, if the initial ket is an eigenstate of the Hamiltonian, with eigenvalue"E", we get: :formula_31Thus we see that the eigenstates of the Hamiltonian are"stationary states": they only pick up an overall phase factor as they evolve with time.
The solutions are energy eigenstate of the system.
Per our vote,I have begun construction on this, the quantum eigenstate device.
The b0 and b0 mesons decay to a common cp eigenstate allowing for interference through b0.
The solutions for the quantum equations of motion were obtained combining the solution on a spatial grid along with an expansion in the oscillator eigenstate basis.
The state of a system after measurement is assumed to"collapse" into an eigenstate of the operator corresponding to the measurement.
The phase obtained has a contribution from the state's time evolution and another from the variation of the eigenstate with the changing Hamiltonian.
In quantum mechanics,the variational method is one way of finding approximations to the lowest energy eigenstate or ground state, and some excited states.
Otherwise, processing continues, with the next letterread from the input, and applied to what must be an eigenstate of P non{\displaystyle P_{\text{non.