Matches in SemOpenAlex for { <https://semopenalex.org/work/W2040474479> ?p ?o ?g. }
- W2040474479 endingPage "6257" @default.
- W2040474479 startingPage "6241" @default.
- W2040474479 abstract "In this paper we continue and extend a systematic study of plateaux in magnetization curves of antiferromagnetic Heisenberg spin-1/2 ladders. We first review a bosonic field-theoretical formulation of a single XXZ-chain in the presence of a magnetic field, which is then used for an Abelian bosonization analysis of N weakly coupled chains. Predictions for the universality classes of the phase transitions at the plateaux boundaries are obtained in addition to a quantization condition for the value of the magnetization on a plateau. These results are complemented by and checked against strong-coupling expansions. Finally, we analyze the strong-coupling effective Hamiltonian for an odd number N of cylindrically coupled chains numerically. For N = 3 we explicitly observe a spin-gap with a massive spinon-type fundamental excitation and obtain indications that this gap probably survives the limit N to infinity." @default.
- W2040474479 created "2016-06-24" @default.
- W2040474479 creator A5033851740 @default.
- W2040474479 creator A5046514392 @default.
- W2040474479 creator A5052336718 @default.
- W2040474479 date "1998-09-01" @default.
- W2040474479 modified "2023-10-04" @default.
- W2040474479 title "Magnetization plateaux in<mml:math xmlns:mml=http://www.w3.org/1998/Math/MathML display=inline><mml:mi>N</mml:mi></mml:math>-leg spin ladders" @default.
- W2040474479 cites W1499499622 @default.
- W2040474479 cites W1582526590 @default.
- W2040474479 cites W1661050967 @default.
- W2040474479 cites W1702782287 @default.
- W2040474479 cites W1971444169 @default.
- W2040474479 cites W1977955141 @default.
- W2040474479 cites W1982805381 @default.
- W2040474479 cites W1986315623 @default.
- W2040474479 cites W1986478536 @default.
- W2040474479 cites W1988696361 @default.
- W2040474479 cites W1990666778 @default.
- W2040474479 cites W2000441624 @default.
- W2040474479 cites W2009033335 @default.
- W2040474479 cites W2012976983 @default.
- W2040474479 cites W2016278606 @default.
- W2040474479 cites W2016449965 @default.
- W2040474479 cites W2018893598 @default.
- W2040474479 cites W2022537996 @default.
- W2040474479 cites W2023928841 @default.
- W2040474479 cites W2024754280 @default.
- W2040474479 cites W2026541521 @default.
- W2040474479 cites W2027599401 @default.
- W2040474479 cites W2034425736 @default.
- W2040474479 cites W2035059435 @default.
- W2040474479 cites W2039668057 @default.
- W2040474479 cites W2041245075 @default.
- W2040474479 cites W2045658315 @default.
- W2040474479 cites W2046275997 @default.
- W2040474479 cites W2048268395 @default.
- W2040474479 cites W2050617678 @default.
- W2040474479 cites W2051649824 @default.
- W2040474479 cites W2054408622 @default.
- W2040474479 cites W2055465100 @default.
- W2040474479 cites W2055891591 @default.
- W2040474479 cites W2059505667 @default.
- W2040474479 cites W2062127177 @default.
- W2040474479 cites W2065834355 @default.
- W2040474479 cites W2067520844 @default.
- W2040474479 cites W2068256086 @default.
- W2040474479 cites W2079532903 @default.
- W2040474479 cites W2082058260 @default.
- W2040474479 cites W2082465568 @default.
- W2040474479 cites W2083267332 @default.
- W2040474479 cites W2085919414 @default.
- W2040474479 cites W2086860422 @default.
- W2040474479 cites W2088019056 @default.
- W2040474479 cites W2089189617 @default.
- W2040474479 cites W2089792110 @default.
- W2040474479 cites W2095490058 @default.
- W2040474479 cites W2112999759 @default.
- W2040474479 cites W2113166233 @default.
- W2040474479 cites W2118947620 @default.
- W2040474479 cites W2124714507 @default.
- W2040474479 cites W2137748572 @default.
- W2040474479 cites W2145000512 @default.
- W2040474479 cites W2209991049 @default.
- W2040474479 cites W2901486906 @default.
- W2040474479 cites W3010075763 @default.
- W2040474479 doi "https://doi.org/10.1103/physrevb.58.6241" @default.
- W2040474479 hasPublicationYear "1998" @default.
- W2040474479 type Work @default.
- W2040474479 sameAs 2040474479 @default.
- W2040474479 citedByCount "204" @default.
- W2040474479 countsByYear W20404744792012 @default.
- W2040474479 countsByYear W20404744792013 @default.
- W2040474479 countsByYear W20404744792014 @default.
- W2040474479 countsByYear W20404744792015 @default.
- W2040474479 countsByYear W20404744792016 @default.
- W2040474479 countsByYear W20404744792017 @default.
- W2040474479 countsByYear W20404744792018 @default.
- W2040474479 countsByYear W20404744792019 @default.
- W2040474479 countsByYear W20404744792020 @default.
- W2040474479 countsByYear W20404744792021 @default.
- W2040474479 countsByYear W20404744792022 @default.
- W2040474479 countsByYear W20404744792023 @default.
- W2040474479 crossrefType "journal-article" @default.
- W2040474479 hasAuthorship W2040474479A5033851740 @default.
- W2040474479 hasAuthorship W2040474479A5046514392 @default.
- W2040474479 hasAuthorship W2040474479A5052336718 @default.
- W2040474479 hasBestOaLocation W20404744792 @default.
- W2040474479 hasConcept C114614502 @default.
- W2040474479 hasConcept C115260700 @default.
- W2040474479 hasConcept C11848077 @default.
- W2040474479 hasConcept C121332964 @default.
- W2040474479 hasConcept C126255220 @default.
- W2040474479 hasConcept C130787639 @default.
- W2040474479 hasConcept C136170076 @default.
- W2040474479 hasConcept C155355069 @default.
- W2040474479 hasConcept C26873012 @default.
- W2040474479 hasConcept C2777922955 @default.