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Volumn 133, Issue 13, 2010, Pages

Critical behavior of self-assembled rigid rods on triangular and honeycomb lattices

Author keywords

[No Author keywords available]

Indexed keywords

CRITICAL BEHAVIOR; CRITICAL EXPONENT; CUMULANTS; FINITE-SIZE SCALING ANALYSIS; HONEYCOMB LATTICES; INTERMEDIATE DENSITIES; ISOTROPIC-NEMATIC TRANSITIONS; MONTE CARLO SIMULATION; RIGID RODS; SELF-ASSEMBLED; UNIVERSALITY CLASS;

EID: 79951905992     PISSN: 00219606     EISSN: None     Source Type: Journal    
DOI: 10.1063/1.3483602     Document Type: Article
Times cited : (9)

References (26)
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    • As recently pointed out by Selke et al. (Refs.), the value of the cumulant intersection may depend on various details of the model, which does not affect the universality class, in particular, the boundary condition, the shape of the lattice, and the anisotropy of the interactions. Consequently, more research is required to determine the universality class of a phase transition
    • As recently pointed out by Selke et al. (Refs.), the value of the cumulant intersection may depend on various details of the model, which does not affect the universality class, in particular, the boundary condition, the shape of the lattice, and the anisotropy of the interactions. Consequently, more research is required to determine the universality class of a phase transition.
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    • The appearance of nematic order at critical density is accompanied by the simultaneous presence of a percolating cluster of aligned monomers connecting the extremes of the lattice
    • The appearance of nematic order at critical density is accompanied by the simultaneous presence of a percolating cluster of aligned monomers connecting the extremes of the lattice.


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