Examples of using Wave function in English and their translations into French
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position precisely, but by a wave function that calculates the probability of finding a particle at a point.
Developing post-Hartree-Fock methods based on a ROHF wave function is inherently more difficult than using a UHF wave function, due to the lack of a unique set of molecular orbitals.
our mind accepts design the wave function What follows.
position precisely, but by a wave function that calculates the probability of finding the particle at one point.
of the ground state, but instead to the global properties of the ground state's wave function.
his approximate form coincides with the exact hydrogen-like wave function in the presence of a nuclear charge of Z-s and in the state with a principal quantum
the quantum mechanical wave function changes sign, and thus vanishes if
is to try to determine its state necessarily causes the collapse of the wave function, inseparable two distinct states.
The Gauss constraints mean that the value of the wave function functional is constant along the orbits of small gauge transformation.
the collapse of the wave function, interference phenomena,
The Hartree-Fock method often assumes that the exact, N-body wave function of the system can be approximated by a single Slater determinant(in the case where the particles are fermions)
This is a direct consequence of the probabilistic nature of the wave associated with the evolution of a quantum particle, because even if the wave function of the particle through the barrier weakened,
therefore he may assign a wave function to it according to the nature of his impression.
the collapse of the wave function in neurons is closely connected with the consciousness in the brain,
is the wave function and H^{\displaystyle{\hat{H}}} is the energy(Hamiltonian) operator.
the relationship is a wave function(state vector),
we show that it is possible to distinguish the case where both cavities are in definite phase-certain coherent states from the phase-uncertain number states by the value of the wave function renormalization constant.
ψ 0{\displaystyle(-i\gamma^{\mu}\partial_{\mu}+m)\psi =0\,} where the"mass" parameter m is now simply a constant associated with the quantum described by the wave function ψ.
It is assumed that the molecular orbital wave function ψj can be written as a simple weighted sum of the n constituent atomic orbitals χi,
The wave function of the universe.