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...tice (order)|lattice]] of its subvarieties is dually [[isomorphic]] to the lattice of [[normal modal logic]]s. ...

.../> Increasing temperature often allows for increased grain size, and the lattice diffusion component increases with increasing temperature, so often at 0.8& ...effective diffusion coefficient can be modeled using Hart's equation when lattice diffusion is dominant (type A kinetics): ...

{{short description|Statistical lattice model with long-range interactions}} ...chain]], which only includes interactions between neighboring sites of the lattice, the Haldane–Shastry model has ''long-range'' interactions, that is, intera ...

..., it is [[Integrable system|integrable]] only on one and two-dimensional [[Lattice model (physics)|lattices]], in several special cases. ...|Kramers–Wannier]] sense and thus [[Critical phenomena|critical]], and the lattice is such that there are two possible 'weights' <math> x_k^1</math> and <math ...

...model''' or '''bond fluctuation method''') is a [[lattice model (physics)|lattice model]] for [[simulation|simulating]] the conformation and dynamics of [[po ...anbhag|first2=Sachin|title=On the relationship between two popular lattice models for polymer melts|journal=The Journal of Chemical Physics|volume=129|issue= ...

...that the [[Phonon|harmonic approximation]] holds for every value of the [[lattice constant]], which is to be viewed as an adjustable parameter. ...quasi-harmonic approximation expands upon the harmonic [[phonon]] model of lattice dynamics. The harmonic phonon model states that all interatomic forces are ...

...tal structure|crystal lattice]]. The energy of the electrons in the "empty lattice" is the same as the energy of free electrons. The model is useful because i ...ice-Approximation.svg|thumb|400px|Free electron bands in a one dimensional lattice]] ...

[[Image:HPP small.gif|thumb|Small scale demonstration of the square lattice HPP model (click the picture for animated version).]] ...ton methods levelled off in the early 1990s, due to rising interest in the lattice Boltzmann methods.<ref>Succi, section 2.6</ref> ...

...etic [[spin (physics)|spin]] located at fixed sites on a [[lattice (group)|lattice]]. A prototypical example is the [[quantum Heisenberg model]]. Interactions ...can be seen as a quantum version of statistical [[lattice model (physics)|lattice model]]s, such as the [[Ising model]], in the sense that the parameter desc ...

...random collection of interfaces converges in law to CLE₆ as the lattice spacing goes to zero.]] ...from black hexagons. This path converges in law to SLE₆ as the lattice spacing goes to zero.]] ...

{{short description|Description of the effect of adding a quadrant to a lattice}} ...t provides a powerful method of studying [[Lattice model (physics)|lattice models]]. Calculations with corner transfer matrices led Baxter to the exact solut ...

...cles are allowed to be on the vertices of a [[hexagonal lattice|triangular lattice]] but no two particles may be adjacent. For a triangular lattice with ''N'' sites, the [[grand partition function]] is ...

...eneralisation of the [[transverse-field Ising model]] . It is defined on a lattice with <math>N</math> states on each site. The [[Hamiltonian (quantum mechani Here, the subscripts refer to lattice sites, and the sum <math>\sum_{\langle i, j \rangle}</math> is done over pa ...

{{short description|Generalization of the ice-type (six-vertex) models}} ...f>{{cite journal | last=Baxter | first=R. J. | title=Eight-Vertex Model in Lattice Statistics | journal=Physical Review Letters | publisher=American Physical ...

....|date=1994-08-01|title=Generalized cluster algorithms for frustrated spin models|url=https://link.aps.org/doi/10.1103/PhysRevB.50.3058|journal=Physical Revi ...own whether this algorithm can be generalized for arbitrary [[spin glass]] models. ...

.../BF01331938}}.</ref> for one-dimensional [[Lattice model (physics)|lattice models]], but now two-dimensional analogues of the transformation have also been c [[Category:Lattice models]] ...

{{short description|Atomic diffusion within a crystalline lattice}} ...thumb|288px|right|Interstitial [[Atomic diffusion]] across a 4-coordinated lattice. Note that the atoms often block each other from moving to adjacent sites. ...

...consist of congruence-permutable algebras, but some, like the variety of [[lattice (order)|lattices]], have members that are not congruence-permutable. :<math>\mathcal{V}\models q(x,y,y)\approx x\approx q(y,y,x)</math>. ...

...8/1751-8113/47/45/452001|title=Parafermionic conformal field theory on the lattice|first1=Roger S K|last1=Mong|first2=David J|last2=Clarke|first3=Jason|last3= ...= 4/5 </math>, and thus belongs to the discrete family of unitary minimal models with central charge less than one. These conformal field theories are fully ...

{{Short description|Models used to describe the behavior of metal alloys}} The '''Rigid-Band Model''' (or '''RBM''') is one of the models used to describe the behavior of metal [[alloys]]. In some cases the model ...