Definition of wave function in English:

wave function

noun

Physics

A function that satisfies a wave equation and describes the properties of a wave.
Example sentencesExamples
- All objects have a wave function which represents the probability of locating that object at a particular point in space.
- Entangled particles are inextricably entwined because they share the same wave function, or quantum description, and therefore, in a sense, the same future.
- Shortly after the advancement of the Schrödinger equation German physicist Max Born postulated that the wave function could be used to determine the probability of finding a particle in a particular region at a specific time.
- The bizarre quantum-mechanical ‘photon’ is described by a wave function that basically can give us probabilities that the photon will hit any point on your detector.
- This leads one to the postulate that in two spatial dimensions, particles can obey statistics where swapping the particles results in multiplying the wave function by a phase factor where is not an integer multiple of pi.

Definition of wave function in US English:

wave function

noun

Physics

A function that satisfies a wave equation and describes the properties of a wave.
Example sentencesExamples
- The bizarre quantum-mechanical ‘photon’ is described by a wave function that basically can give us probabilities that the photon will hit any point on your detector.
- Entangled particles are inextricably entwined because they share the same wave function, or quantum description, and therefore, in a sense, the same future.
- Shortly after the advancement of the Schrödinger equation German physicist Max Born postulated that the wave function could be used to determine the probability of finding a particle in a particular region at a specific time.
- All objects have a wave function which represents the probability of locating that object at a particular point in space.
- This leads one to the postulate that in two spatial dimensions, particles can obey statistics where swapping the particles results in multiplying the wave function by a phase factor where is not an integer multiple of pi.

单词	wave function
释义	Definition of wave function in English: wave function noun Physics A function that satisfies a wave equation and describes the properties of a wave. Example sentencesExamples All objects have a wave function which represents the probability of locating that object at a particular point in space. Entangled particles are inextricably entwined because they share the same wave function, or quantum description, and therefore, in a sense, the same future. Shortly after the advancement of the Schrödinger equation German physicist Max Born postulated that the wave function could be used to determine the probability of finding a particle in a particular region at a specific time. The bizarre quantum-mechanical ‘photon’ is described by a wave function that basically can give us probabilities that the photon will hit any point on your detector. This leads one to the postulate that in two spatial dimensions, particles can obey statistics where swapping the particles results in multiplying the wave function by a phase factor where is not an integer multiple of pi. Definition of wave function in US English: wave function noun Physics A function that satisfies a wave equation and describes the properties of a wave. Example sentencesExamples The bizarre quantum-mechanical ‘photon’ is described by a wave function that basically can give us probabilities that the photon will hit any point on your detector. Entangled particles are inextricably entwined because they share the same wave function, or quantum description, and therefore, in a sense, the same future. Shortly after the advancement of the Schrödinger equation German physicist Max Born postulated that the wave function could be used to determine the probability of finding a particle in a particular region at a specific time. All objects have a wave function which represents the probability of locating that object at a particular point in space. This leads one to the postulate that in two spatial dimensions, particles can obey statistics where swapping the particles results in multiplying the wave function by a phase factor where is not an integer multiple of pi.
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