Mohsen Bigdeli
Institution:
University of ZanjanGoogle:
"Mohsen Bigdeli"Mean distance: (not calculated yet)
Parents
Sign in to add mentor| Gholam Hossein Bordbar | grad student | University of Zanjan | |
| Gholam Hossein Bordbar | grad student |
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Publications
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| Soheibi N, Eshghi M, Bigdeli M. (2020) Study of odd- A nuclei with an energy-dependent $$\gamma $$γ -unstable harmonic-oscillator-like potential and deformation-dependent mass term European Physical Journal Plus. 135: 1-15 |
| Soheibi N, Eshghi M, Bigdeli M. (2020) Analytical description of odd-A nuclei around the critical point of shape phase transition within a conjunction of γ-rigid and γ-stable in the presence of deformation-dependent mass formalism Canadian Journal of Physics. 98: 675-682 |
| Aghbolaghi ZA, Bigdeli M. (2019) Argonne family potentials and neutron star matter equation of state European Physical Journal Plus. 134: 430 |
| Soheibi N, Eshghi M, Bigdeli M. (2019) The effect of deformation-dependent mass term on the Bohr model in the presence of rigidity parameter for Kratzer potential European Physical Journal Plus. 134: 208 |
| Sharifi Z, Bigdeli M. (2019) Tidal deformability of binary neutron stars employing equation of state with LOCV approach Journal of Physics G. 46: 125203 |
| Zamani M, Bigdeli M. (2019) Magnetized neutron matter and deformed neutron stars Journal of Physics G. 46: 75201 |
| Tajik F, Sharifi Z, Eshghi M, et al. (2019) Eigenspectra and statistical properties of the Klein–Gordon equation with Cornell potential: Unequal mixings of scalar and time-like vector potentials Physica a-Statistical Mechanics and Its Applications. 535: 122497 |
| Heydari A, Hamzavi M, Bigdeli M. (2018) Electric quadrupole transitions of deformed nuclei via Davidov-Chaban Hamiltonian within the Kratzer potential European Physical Journal Plus. 133: 322 |
| Farajian AH, Bigdeli M, Belbasi S. (2018) LOCV calculation of the equations of state and properties of rapidly rotating neutron stars Chinese Physics C. 42: 65102 |
| Aghbolaghi ZA, Bigdeli M. (2018) Equation of state of asymmetric nuclear matter using re-projected nucleon–nucleon potentials Journal of Physics G. 45: 65101 |