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日野原 伸生

Hinohara, Nobuo

計算科学研究センター, 助教

http://wwwnucl.ph.tsukuba.ac.jp/~hinohara/

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  1. 1. KIDS density functional for deformed nuclei: examples of the even–even Nd isotopes Hana Gil- Nobuo Hinohara- Chang Ho Hyun- Kenichi Yoshida-   Journal of the Korean Physical Society 81: 113 - 120 (2022) Semantic Scholar
  2. 2. Global calculation of two-neutrino double-β decay within the finite amplitude method in nuclear density functional theory Nobuo Hinohara- Jonathan Engel-   Physical Review C 105: 044314-1 - 044314-14 (2022) Semantic Scholar
  3. 3. Finite-amplitude method for collective inertia in spontaneous fission Kouhei Washiyama- Nobuo Hinohara- Takashi Nakatsukasa-   Physical Review C 103: 014306-1 - 014306-11 (2021) Semantic Scholar
  4. 4. Implementation of nuclear time-dependent density-functional theory and its application to the nuclear isovector electric dipole resonance Yue Shi- Nobuo Hinohara- Bastian Schuetrumpf-   Physical Review C 102: 044325 (2020) Semantic Scholar
  5. 5. Shape evolution of neutron-rich 106,108,110Mo isotopes in the triaxial degree of freedom J. Ha- T. Sumikama- F. Browne- N. Hinohara- (+45 著者) and O. Wieland   Physical Review C 101: 044311 (2020) Semantic Scholar
  6. 6. Energy-weighted sum rule for nuclear density functional theory N. Hinohara-   Physical Review C 100: 024310 (2019) Semantic Scholar
  7. 7. Low-lying collective excited states in nonintegrable pairing models based on the stationary-phase approximation to the path integral F. Ni- N. Hinohara- T. Nakatsukasa-   Physical Review C 98: 064327 (2018) Semantic Scholar
  8. 8. Extending pairing energy density functional using pairing rotational moments of inertia N. Hinohara-   Journal of Physics G: Nuclear and Particle Physics 45: 024004 (2018) Semantic Scholar
  9. 9. Microscopic derivation of the Bohr–Mottelson collective Hamiltonian and its application to quadrupole shape dynamics K. Matsuyanagi- M. Matsuo- T. Nakatsukasa- K. Yoshida- (+1 著者) K. Sato   Physica Scripta 91: 063014 (2016) Semantic Scholar
  10. 10. Pairing Nambu-Goldstone Modes within Nuclear Density Functional Theory Nobuo Hinohara- Witold Nazarewicz-   Physical Review Letters 116: 152502 (2016) Semantic Scholar
  11. 11. Finite amplitude method applied to the giant dipole resonance in heavy rare-earth nuclei Tomohiro Oishi- Markus Kortelainen- Nobuo Hinohara-   Physical Review C 93: 034329 (2016) Semantic Scholar
  12. 12. Microscopic derivation of the quadrupole collective Hamiltonian for shape coexistence/mixing dynamics Kenichi Matsuyanagi- Masayuki Matsuo- Takashi Nakatsukasa- Kenichi Yoshida- (+1 著者) Koichi Sato   Journal of Physics G: Nuclear and Particle Physics 43: 024006 (2016) Semantic Scholar
  13. 13. Testing the importance of collective correlations in neutrinoless ββ decay J. Menéndez- N. Hinohara- J. Engel- G. Martínez-Pinedo- T. R. Rodríguez   Physical Review C 93: 014305 (2016) Semantic Scholar
  14. 14. Multipole modes in deformed nuclei within the finite amplitude method M. Kortelainen- N. Hinohara- W. Nazarewicz-   Physical Review C 92: 051302(R) (2015) Semantic Scholar
  15. 15. Collective inertia of the Nambu-Goldstone mode from linear response theory N. Hinohara-   Physical Review C 92: 034321 (2015) Semantic Scholar
  16. 16. Complex-energy approach to sum rules within nuclear density functional theory N. Hinohara- M. Kortelainen- W. Nazarewicz- E. Olsen-   Physical Review C 91: 044323 (2015) Semantic Scholar
  17. 17. Proton-neutron pairing amplitude as a generator coordinate for double-beta decay Nobuo Hinohara- Jonathan Engel-   Physical Review C 90: 031301(R) (2014) Semantic Scholar
  18. 18. Isospin-invariant Skyrme energy-density-functional approach with axial symmetry J. A. Sheikh- N. Hinohara- J. Dobaczewski- T. Nakatsukasa- (+1 著者) K. Sato   Physical Review C - Nuclear Physics 89: (2014) Semantic Scholar
  19. 19. Isospin-invariant Skyrme energy-density-functional approach with axial symmetry J. A. Sheikh- N. Hinohara- J. Dobaczewski- T. Nakatsukasa- (+1 著者) K. Sato   Physical Review C 89: 054317 (2014) Semantic Scholar
  20. 20. Low-energy collective modes of deformed superfluid nuclei within the finite amplitude method N. Hinohara- M. Kortelainen- W. Nazarewicz-   Physical Review C 87: 064309 (2013) Semantic Scholar
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