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Publications [#323248] of Joshua Socolar
Papers Published
- Rutkowski, DM; Marcoux, C; Socolar, JES; Hall, CK, Formation of limit-periodic structures by quadrupole particles confined to a triangular lattice,
Physical Review E - Statistical, Nonlinear, and Soft Matter Physics, vol. 95 no. 1-1
(January, 2017),
pp. 012604, American Physical Society [doi]
(last updated on 2024/04/23)Abstract:
We have performed Monte Carlo (MC) simulations on two-dimensional systems of quadrupole particles confined to a triangular lattice in order to determine the conditions that permit the formation of a limit-periodic phase. We have found that limit-periodic structures form only when the rotations of the particles are confined to a set of six orientations aligned with the lattice directions. Related structures including striped and unidirectional rattler phases form when π/6 rotations or continuous rotations are allowed. Order parameters signaling the formation of the limit-periodic structure and related structures are measured as a function of temperature. Our findings on the formation of the limit-periodic structure elucidate features relevant to the experimental creation of such a structure, which is expected to have interesting vibrational and electromagnetic modes.