Z. Fujii
Nagoya University
43 Papers
279 Citations
Z. Fujii is an academic researcher from Nagoya University. The author has contributed to research in topics: Cosmic ray & Sidereal time. The author has an hindex of 12, co-authored 43 publications.
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Papers
Radial intensity gradients of galactic cosmic rays (1972–1995) in the heliosphere
Z. Fujii,Frank B. McDonald +1 more
TL;DR: The radial intensity gradients near the ecliptic plane for galactic cosmic ray He (180-450 MeV/nucleon), H (130-220 MeV), and the integral counting rate of ions >70 MeV were studied using the Pioneer 10/11, Voyager 2, and IMP 6, 7, and 8 observing network over the 1972.25-1996.0 time period at heliocentric distances extending to 64 AU as mentioned in this paper.
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Galactic cosmic-ray anisotropy and its modulation in the heliomagnetosphere inferred from air shower observation at Mt. Norikura
TL;DR: In this article, Nagashima et al. used the difference of two directional (eastward and westward) air shower observations to study a cosmic-ray sidereal daily variation of galactic origin.
Gaussian analysis of two hemisphere observations of galactic cosmic ray sidereal anisotropies
Kazuoki Munakata,D. L. Hall,S. Yasue,Satoru Mori,C. Kato,Z. Fujii,K. Fujimoto,Haruichi Washimi,T. Tanaka,J. E. Humble,M. L. Duldig +10 more
- 10 Apr 2008
TL;DR: In this article, the authors have analyzed the yearly averaged sidereal daily variations in the count rates of 44 underground muon telescopes by fitting Gaussian functions to the data, which represent the Loss-cone (LC) and Tail-in (TI) anisotropies of the recent sidereal anisotropic model proposed by Nagashima et al.
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Preliminary analysis of two‐hemisphere observations of sidereal anisotropies of galactic cosmic rays
D. L. Hall,Kazuoki Munakata,S. Yasue,Satoru Mori,C. Kato,M. Koyama,S. Akahane,Z. Fujii,K. Fujimoto,J. E. Humble,A. G. Fenton,K. B. Fenton,M. L. Duldig +12 more
TL;DR: In this paper, the average sidereal daily variations in the count rates recorded by 48-component muon telescopes were examined by using Gaussian functions and related the Gaussian parameters to the recent tail-in and loss cone anisotropy model proposed by Nagashima et al.
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