Sanakirja
Tekoälykääntäjä
Vaihtoehtoiset kirjoitusmuodot
Ääntäminen
- IPA: /ˈweɪv.fʌŋ(k).ʃən/
| Käännös | Konteksti | |
|---|---|---|
| Substantiivit | ||
| 1. | fysiikka | |
Määritelmät
Substantiivi
- (physics) A mathematical function that describes the propagation of the quantum mechanical wave associated with a particle (or system of particles), related to the probability of finding the particle in a particular region of space.
Esimerkit
- The interpretation of the wavefunction was one of the thorny issues facing the early pioneers of quantum theory.
Taivutusmuodot
| Monikko | wavefunctions |
(physics) A mathematical function that describes the propagation of the quantum mechanical wave associated with a particle (or system of particles), related to the probability of finding the particle in a particular region of space.
Quantum harmonic oscillators for a single spinless particle. The oscillations have no trajectory, but are instead represented each as waves; the vertical axis shows the real part (blue) and imaginary part (red) of the wave function. Panels (A-D) show four different standing-wave solutions of the Schrödinger equation. Panels (E–F) show two different wave functions that are solutions of the Schrödinger equation but not standing waves.
(physics) A mathematical function that describes the propagation of the quantum mechanical wave associated with a particle (or system of particles), related to the probability of finding the particle in a particular region of space.
The wave function of an initially very localized free particle.
(physics) A mathematical function that describes the propagation of the quantum mechanical wave associated with a particle (or system of particles), related to the probability of finding the particle in a particular region of space.
Standing waves for a particle in a box, examples of stationary states.