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- W4288712740 endingPage "084001" @default.
- W4288712740 startingPage "084001" @default.
- W4288712740 abstract "We discuss an active phase field crystal (PFC) model that describes a mixture of active and passive particles. First, a microscopic derivation from dynamical density functional theory (DDFT) is presented that includes a systematic treatment of the relevant orientational degrees of freedom. Of particular interest is the construction of the nonlinear and coupling terms. This allows for interesting insights into the microscopic justification of phenomenological constructions used in PFC models for active particles and mixtures, the approximations required for obtaining them, and possible generalizations. Second, the derived model is investigated using linear stability analysis and nonlinear methods. It is found that the model allows for a rich nonlinear behavior with states ranging from steady periodic and localized states to various time-periodic states. The latter include standing, traveling, and modulated waves corresponding to spatially periodic and localized traveling, wiggling, and alternating peak patterns and their combinations." @default.
- W4288712740 created "2022-07-30" @default.
- W4288712740 creator A5061028202 @default.
- W4288712740 creator A5061671810 @default.
- W4288712740 creator A5065609107 @default.
- W4288712740 creator A5068202262 @default.
- W4288712740 creator A5075982331 @default.
- W4288712740 date "2022-10-21" @default.
- W4288712740 modified "2023-10-01" @default.
- W4288712740 title "Derivation and analysis of a phase field crystal model for a mixture of active and passive particles" @default.
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