Abstract
The three‐dimensional generalized dynamics of soft‐matter quasicrystals was investigated, in which the governing equations of the dynamics are derived for observed 12‐fold symmetry quasicrystals and possibly observed 8‐ and 10‐fold symmetry ones in soft matter. The solving methods, possible solutions for some initial‐ and boundary‐value problems of the equations, and possible applications are discussed as well.
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