Examples of using Wave functions in English and their translations into French
{-}
-
Colloquial
-
Official
the electrons behave independently, and taking wave functions in position space of Φ a( r 1){\displaystyle\Phi_{ a}( r_{ 1})}
Wave function is converging.
the reduction of the classical spirit of the Schrödinger wave function.
Projected UHF(PUHF) annihilates all spin contaminants from the self-consistent UHF wave function.
We also propose a new type of wave function, describing a mixed state composed of paired and unpaired fermions.
Its properties are operators on the wave function, which is the so-called first quantization.
In DFT, the total energy is expressed in terms of the total one-electron density rather than the wave function.
It is then necessary to start with a wave function that includes more than one determinant such as multi-configurational self-consistent field(MCSCF)
In contrast to unrestricted Hartree-Fock(UHF), the ROHF wave function is a satisfactory eigenfunction of the total spin operator- S 2{\displaystyle\mathbf{S}^{2}} i.e. no Spin contamination.
In the formation of DNA replica dominant wave function takes on the, probably,
It's easy to generate situations… where the equations of motion will predict… that, say, the wave function- the psi of a certain basketball- is uniformly distributed all over the basketball court.
gave an interpretation of the wave function where the square of the wave function represents the probability,
Since the knowledge about any quantum mechanical wave function is based on such impressions, the wave function of a physical system is modified once the information about the system enters our consciousness.
and furthermore the wave function, at any point and for any level directly from the coordinates of the turning points of the potential.
A system is completely described by a wave function, usually represented by the Greek letter ψ{\displaystyle\psi}"psi.
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
The Gauss constraints mean that the value of the wave function functional is constant along the orbits of small gauge transformation.
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,