Principles Of Condensed Matter Physics
By M. Grunwald. 2016
1,697 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/a88851f2279dc5bf7c7f193bce9d0554ae8022c2
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Citations in the corpus
- Revealing Hidden Structural Order Controlling Both Fast and Slow Glassy Dynamics in Supercooled Liquids (2018, background): “Furthermore, the characteristic relaxation time is related to the correlation length of the order parameter fluctuations via dynamic scaling for critical phenomena [9], but such a relationship between the static length and dynamics has not yet been established for glass transition.”
- Dual gauge field theory of quantum liquid crystals in two dimensions (2016, background): “However, considering the next order in the gradient expansion ∼ ∂(2)u an elastic response is recovered associated with the curvature interactions between the liquid layers [37, 57].”
- Explosive transitions in complex networks’ structure and dynamics: Percolation and synchronization (2016, background): “Therefore, one of the most generally accepted (and simplest) methods to verify whether or not an observed transition is first-order like is the existence of a hysteresis loop [114, 115].”
- Novel effects of strains in graphene and other two dimensional materials (2015, background): “ in-plane deformations as u (i;j) = (@ iu j+ @u)=2 and the in-plane displacement as ~u= (u x;u y). The energy cost due to stretching can be written as a quadratic form in the strain tensor components [22,21], F st = 1 2 Z d2~rCijklu iju kl; (6) where repeated indices are summed over and Cijkl is the”
- Introduction to Liquid Crystals (2006, background): “Topological defects appear in physics as a consequence of broken continuous symmetry [3].”
- Liquid Crystal Colloids (2017, methodology): “Weak external stimuli can dramatically alter interactions between the building blocks of LCs, so that, for example, LCs can melt into isotropic fluids due to modest temperature changes or respond to low-voltage electric fields (1).”
- Quantum Many-Body Scars: A Quasiparticle Perspective (2022, background): “A transparent manifestation of Hilbert space fragmentation occurs in local systems which conserve both a global U(1) charge and its dipole moment (107, 101, 102).”
- Motility-Induced Phase Separation (2014, background): “Model B is a canonical model for diffusive phase separation in passive systems (87).”
- Odd Viscosity and Odd Elasticity (2022, background): “Analogues of odd elasticity also occur in the generalized elasticity (175, 176) of mesophases with nonvariational dynamics such as active cholesterics and hexatics (177, 178).”
- Pressure is not a state function for generic active fluids (2014, background): “This applies even to oriented fluids (without positional order), such as nematic liquid crystals [37], but breaks down for active nematics [3].”