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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.

    〔物理〕波函数

    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.

    〔物理〕波函数

    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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