Numerical evaluation of the uncertainty relation for angular variables

L. Schotsmans, Pierre Van Leuven

    Research outputpeer-review


    If the uncertainties Δθ and ΔL of angle and angular momentum are defined according to JUDE's prescription, then there exists an uncertainty relation of the form: Δθ . ΔL ≥ h/2 f (Δθ)
    The function f is calculated numerically and the result is compared with HEISENBERG's form of the uncertainty relation. An analytic approximation is also forwarded.
    Original languageEnglish
    PublisherSCK CEN
    Number of pages8
    StatePublished - Jun 1965

    Publication series

    NameSCK CEN Reports
    PublisherSCK CEN

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