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Statistical mechanics and the partition of numbers II. The form of crystal surfaces
Mathematical Proceedings of the Cambridge Philosophical Society, 1952AbstractThe classical theory of partition of numbers is applied to the problem of determining the equilibrium profile of a simple cubic crystal. It is concluded that it may be thermo-dynamically profitable for the surface to be ‘saw-toothed’ rather than flat, the extra entropy associated with such an arrangement compensating for the additional surface ...
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Machine learning accelerates quantum mechanics predictions of molecular crystals
Physics Reports, 2021Yanqiang Han, Imran Ali, Zhilong Wang
exaly
Emergent time crystals from phase-space noncommutative quantum mechanics
Physics Letters, Section B: Nuclear, Elementary Particle and High-Energy Physics, 2022A E Bernardini, O Bertolami
exaly
Statistical mechanics of irreversible processes: Part VI :Thermal conductivity of crystals [PDF]
, 1956 info:eu-repo/semantics ...
Brout, Hyman Robert, Prigogine, Ilya
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Poisson’s ratio of two-dimensional hexagonal crystals: A mechanics model study
Extreme Mechanics Letters, 2020Chunbo Zhang, Ning Wei, Enlai Gao
exaly
Proposal of mechanics of liquid crystals and development of liquid crystalline microactuators
Applied Physics Letters, 2008Shigeomi Chono, Tomohiro Tsuji
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Can Classical Statistical Mechanics Describe an Infinite Crystal?
Physical Review Letters, 1980Ch. Gruber, Ph. A. Martin
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A note on the thermo-mechanics of elastic quasi-crystals
Archive of Applied Mechanics, 2015Gérard A Maugin, Maugin Gérard A
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