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单词 phase space
释义

Definition of phase space in English:

phase space

noun
Physics
  • A multidimensional space in which each axis corresponds to one of the coordinates required to specify the state of a physical system, all the coordinates being thus represented so that a point in the space corresponds to a state of the system.

    〔物理〕相空间

    Example sentencesExamples
    • In a molecular dynamics simulation study of thermodynamics, a representative sampling over the entire phase space is needed to obtain an accurate canonical distribution at a given temperature.
    • Clearly, at higher temperature the increased thermal energy allows a more efficient sampling of the phase space, which leads to a lower probability of encountering similar structures along the atomic trajectories.
    • One possible shape a phase space might take can be pictured as a curve that represents an ‘inverse power law’.
    • The RHIC results for the total number of particles produced and their distribution in phase space are, thus far, in good agreement with the scenario of the initial, formative stages of the QGP.
    • Probability can't be negative, but the photon's quantum phase space can contain negative valleys because Heisenberg's uncertainty principle won't allow you to squeeze the photon into such a narrow range.

Definition of phase space in US English:

phase space

noun
Physics
  • A multidimensional space in which each axis corresponds to one of the coordinates required to specify the state of a physical system, all the coordinates being thus represented so that a point in the space corresponds to a state of the system.

    〔物理〕相空间

    Example sentencesExamples
    • The RHIC results for the total number of particles produced and their distribution in phase space are, thus far, in good agreement with the scenario of the initial, formative stages of the QGP.
    • One possible shape a phase space might take can be pictured as a curve that represents an ‘inverse power law’.
    • In a molecular dynamics simulation study of thermodynamics, a representative sampling over the entire phase space is needed to obtain an accurate canonical distribution at a given temperature.
    • Probability can't be negative, but the photon's quantum phase space can contain negative valleys because Heisenberg's uncertainty principle won't allow you to squeeze the photon into such a narrow range.
    • Clearly, at higher temperature the increased thermal energy allows a more efficient sampling of the phase space, which leads to a lower probability of encountering similar structures along the atomic trajectories.
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更新时间:2024/11/9 0:17:36