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. Dear user; Recently we have changed our software to Sinaweb. If you had already registered with the old site, you may use the same USERNAME but you need to change your password. To do so at the first use, please choose, 2019; 13(3): 257-267.
