An analytical derivation of the survival probability of muon penetrating through matters

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    • uploaded September 2, 2021

    Discussion timeslot (ZOOM-Meeting): 16. July 2021 - 18:00
    ZOOM-Meeting URL: https://icrc2021.desy.de/pf_access_abstracts
    Corresponding Session: https://icrc2021-venue.desy.de/channel/Presenter-Forum-1-Evening-All-Categories/48
    Abstract:
    'The survival probabilities of muon after penetrating through matters are evaluated analytically by solving the diffusion equation, taking account of positron-electron pair production, bremsstrahlung and photonuclear interactions, together with ionization loss. Accuracies of the results are discussed by comparing them with those derived by a Monte Carlo method. Qualitative properties of the probability for muon are also investigated by comparing the results with those for electron taking account only of bremsstrahlung.'

    Authors: Atsushi Iyono | Takao Nakatsuka | Kazuhide Okei | Saya Yamamoto | Shuhei Tsuji | Hiroki Matsumoto
    Indico-ID: 1088
    Proceeding URL: https://pos.sissa.it/395/1230

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    Presenter:

    Atsushi Iyono


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