Titlebook: Generalized Dynamics of Soft-Matter Quasicrystals; Mathematical Models, Tian-You Fan,Wenge Yang,Xiao-Hong Sun Book 2022Latest edition The E

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Generalized Dynamics of Soft-Matter Quasicrystals978-981-16-6628-5Series ISSN 0933-033X Series E-ISSN 2196-2812

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Introduction to Soft Matter,ith crystallographic forbidden symmetry. Soft matter is a type of common material, introduced by Gennes (Angw Chem 31:842–845, 1992) in 1991, including liquid crystals, colloids, polymers, foams, emulsions, surfactants, biomacromolecules, etc. They are neither ideal solid nor simple fluid, but prese

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Discovery of Soft-Matter Quasicrystals and Their Properties, be described by 230 crystallographic space groups in both real and reciprocal spaces. There are three types of quasicrystals: one-, two- and three-dimensional quasicrystals. In one-dimensional quasicrystals, the quasiperiodic arrangement of atoms is along one direction, while the plane perpendicula

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The Possible 7-, 9-, and 14-fold Symmetry Quasicrystals in Soft Matter,sicrystals, in which the possible 7- and 14-fold symmetry quasicrystals are more interesting because the phonons and second phasons are coupled apart from the coupling between the first and second phasons.

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,Applications to Device Physics—Photon Band Gap of Holographic Photonic Quasicrystals,e two-dimensional structures with quasiperiodic symmetry, and higher fold of orientational symmetry being greater than that of solid one appeared, there is superiority than solid quasicrystals in this respect.

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An Application to Smectic A Liquid Crystals, Dislocation, and Crack,ed one must consider the structure of concrete soft matter. In this chapter, we study a concrete soft matter, i.e., the smectic A liquid crystal and its dislocation and crack problem. These are interesting topics in soft matter. Apart from this, we hope to explore a longstanding puzzle, perhaps a pa

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0933-033X al solutions in an easy-to-follow style.Covers new findings This book highlights the mathematical models and solutions of the generalized dynamics of soft-matter quasicrystals (SMQ) and introduces possible applications of the theory and methods. Based on the theory of quasiperiodic symmetry and symm