FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2891376541> ?p ?o ?g. }

• W2891376541 abstract "We present a comprehensive Monte Carlo study of the ordering kinetics in the $d=2$ ferromagnetic $q$-state clock model with nonconserved Glauber dynamics. In agreement with previous studies we find that $q geqslant 5$ is characterized by two phase transitions occurring at temperatures $T_{c}^1$ and $T_{c}^2$ ($T_{c}^2<T_{c}^1$). Phase ordering kinetics is then investigated by rapidly quenching the system in two phases, in the quasi-long range ordered phase (QLRO) where $T_{c}^2<T<T_{c}^1$ and in the long-range ordered phase (LRO) where $T<T_{c}^2$; $T$ being the quench temperature. Our numerical data for equal time spatial correlation function $C(textbf{r},t)$ and structure factor $S(k,t)$ support dynamical scaling. Quench in the LRO regime is characterized by a crossover from a preasymptotic growth driven by the annealing of both vortices and interfaces to an interface driven growth at the asymptotic regime with growth exponent $nsimeq 0.5$. In the QLRO quench regime, domains coarsen mainly via annihilation of point defects and our length scale data for $q$ = 9, 12, and 20 suggests a $R(t) sim (t/ln t)^{1/2}$ growth law for the $q$-state clock model in the QLRO phase." @default.
• W2891376541 created "2018-09-27" @default.
• W2891376541 creator A5021741801 @default.
• W2891376541 creator A5039981543 @default.
• W2891376541 creator A5052659840 @default.
• W2891376541 date "2018-09-07" @default.
• W2891376541 modified "2023-10-18" @default.
• W2891376541 title "Ordering kinetics in the <mml:math xmlns:mml=http://www.w3.org/1998/Math/MathML><mml:mi>q</mml:mi></mml:math> -state clock model: Scaling properties and growth laws" @default.
• W2891376541 cites W1881351819 @default.
• W2891376541 cites W1968565013 @default.
• W2891376541 cites W1969758109 @default.
• W2891376541 cites W1970001901 @default.
• W2891376541 cites W1973749240 @default.
• W2891376541 cites W1974302640 @default.
• W2891376541 cites W1974687878 @default.
• W2891376541 cites W1976540298 @default.
• W2891376541 cites W1976854656 @default.
• W2891376541 cites W1979174960 @default.
• W2891376541 cites W1985039737 @default.
• W2891376541 cites W1986565984 @default.
• W2891376541 cites W1995055040 @default.
• W2891376541 cites W2001278246 @default.
• W2891376541 cites W2004005781 @default.
• W2891376541 cites W2004423883 @default.
• W2891376541 cites W2008284256 @default.
• W2891376541 cites W2010967375 @default.
• W2891376541 cites W2017834451 @default.
• W2891376541 cites W2019979155 @default.
• W2891376541 cites W2022988654 @default.
• W2891376541 cites W2026699180 @default.
• W2891376541 cites W2031825422 @default.
• W2891376541 cites W2035548541 @default.
• W2891376541 cites W2040349640 @default.
• W2891376541 cites W2041001120 @default.
• W2891376541 cites W2044724537 @default.
• W2891376541 cites W2049057439 @default.
• W2891376541 cites W2049694101 @default.
• W2891376541 cites W2050855002 @default.
• W2891376541 cites W2056760934 @default.
• W2891376541 cites W2056976812 @default.
• W2891376541 cites W2061371252 @default.
• W2891376541 cites W2062116657 @default.
• W2891376541 cites W2062583830 @default.
• W2891376541 cites W2063329788 @default.
• W2891376541 cites W2063946090 @default.
• W2891376541 cites W2064109252 @default.
• W2891376541 cites W2067520844 @default.
• W2891376541 cites W2069769807 @default.
• W2891376541 cites W2075423353 @default.
• W2891376541 cites W2078631434 @default.
• W2891376541 cites W2083396533 @default.
• W2891376541 cites W2083586231 @default.
• W2891376541 cites W2085547732 @default.
• W2891376541 cites W2086477040 @default.
• W2891376541 cites W2086860422 @default.
• W2891376541 cites W2088356626 @default.
• W2891376541 cites W2088926163 @default.
• W2891376541 cites W2091551059 @default.
• W2891376541 cites W2091651234 @default.
• W2891376541 cites W2092412299 @default.
• W2891376541 cites W2093409117 @default.
• W2891376541 cites W2122877329 @default.
• W2891376541 cites W2262160405 @default.
• W2891376541 cites W2316364883 @default.
• W2891376541 cites W3104790781 @default.
• W2891376541 cites W3191407898 @default.
• W2891376541 doi "https://doi.org/10.1103/physreve.98.032109" @default.
• W2891376541 hasPublicationYear "2018" @default.
• W2891376541 type Work @default.
• W2891376541 sameAs 2891376541 @default.
• W2891376541 citedByCount "10" @default.
• W2891376541 countsByYear W28913765412020 @default.
• W2891376541 countsByYear W28913765412021 @default.
• W2891376541 countsByYear W28913765412022 @default.
• W2891376541 countsByYear W28913765412023 @default.
• W2891376541 crossrefType "journal-article" @default.
• W2891376541 hasAuthorship W2891376541A5021741801 @default.
• W2891376541 hasAuthorship W2891376541A5039981543 @default.
• W2891376541 hasAuthorship W2891376541A5052659840 @default.
• W2891376541 hasBestOaLocation W28913765412 @default.
• W2891376541 hasConcept C121332964 @default.
• W2891376541 hasConcept C121864883 @default.
• W2891376541 hasConcept C138885662 @default.
• W2891376541 hasConcept C191486275 @default.
• W2891376541 hasConcept C2524010 @default.
• W2891376541 hasConcept C26873012 @default.
• W2891376541 hasConcept C2780388253 @default.
• W2891376541 hasConcept C2780708879 @default.
• W2891376541 hasConcept C33923547 @default.
• W2891376541 hasConcept C37914503 @default.
• W2891376541 hasConcept C41895202 @default.
• W2891376541 hasConcept C62520636 @default.
• W2891376541 hasConcept C99844830 @default.
• W2891376541 hasConceptScore W2891376541C121332964 @default.
• W2891376541 hasConceptScore W2891376541C121864883 @default.
• W2891376541 hasConceptScore W2891376541C138885662 @default.
• W2891376541 hasConceptScore W2891376541C191486275 @default.
• W2891376541 hasConceptScore W2891376541C2524010 @default.
• W2891376541 hasConceptScore W2891376541C26873012 @default.
• W2891376541 hasConceptScore W2891376541C2780388253 @default.

• next