In this paper the problem of a particle in an array of hexagons with periodic boundary condition is solved. Using the projection operators, we categorize eigenfunctions corresponding to each of the irreducible representations of the symmetry group . Based on these results, the Dirichlet and Neumann boundary conditions are discussed.
A Nemati, , A Shirzad, and S A Jafari, . (2019). Eigenstates of a particle in an array of hexagons with periodic boundary condition. Iranian Journal of Physics Research, 13(3), 257-267.
MLA
A Nemati, , , A Shirzad, , and S A Jafari, . "Eigenstates of a particle in an array of hexagons with periodic boundary condition", Iranian Journal of Physics Research, 13, 3, 2019, 257-267.
HARVARD
A Nemati , A Shirzad , S A Jafari . (2019). 'Eigenstates of a particle in an array of hexagons with periodic boundary condition', Iranian Journal of Physics Research, 13(3), pp. 257-267.
CHICAGO
A Nemati, A Shirzad and S A Jafari, "Eigenstates of a particle in an array of hexagons with periodic boundary condition," Iranian Journal of Physics Research, 13 3 (2019): 257-267,
VANCOUVER
A Nemati , A Shirzad , S A Jafari . Eigenstates of a particle in an array of hexagons with periodic boundary condition. Iranian Journal of Physics Research. 2019;13(3):257-267 (In Persian).
