Matches in SemOpenAlex for { <https://semopenalex.org/work/W2022630071> ?p ?o ?g. }
- W2022630071 abstract "We investigate magnetic properties and statistical effects in one-dimensional (1D) strongly repulsive two-component fermions and in a 1D mixture of strongly repulsive polarized fermions and bosons. Universality in the characteristics of phase transitions, magnetization, and susceptibility in the presence of an external magnetic field $H$ are analyzed from the exact thermodynamic Bethe ansatz solution. We show explicitly that polarized fermions with a repulsive interaction have antiferromagnetic behavior at zero temperature. A universality class of linear field-dependent magnetization persists for weak and finite strong interaction. The system is fully polarized when the external field exceeds the critical value ${H}_{c}^{F}ensuremath{approx}frac{8}{ensuremath{gamma}}{E}_{F}$, where ${E}_{F}$ is the Fermi energy and $ensuremath{gamma}$ is the dimensionless interaction strength. In contrast, the mixture of polarized fermions and bosons in an external field exhibits square-root field-dependent magnetization in the vicinities of $H=0$ and the critical value $H={H}_{c}^{M}ensuremath{approx}frac{16}{ensuremath{gamma}}{E}_{F}$. We find that a pure boson phase occurs in the absence of the external field, fully polarized fermions and bosons coexist for $0<H<{H}_{c}^{M}$, and a fully polarized fermion phase occurs for $Hensuremath{geqslant}{H}_{c}^{M}$. This phase diagram for the Bose-Fermi mixture is reminiscent of weakly attractive fermions with population imbalance, where the interacting fermions with opposite spins form singlet pairs." @default.
- W2022630071 created "2016-06-24" @default.
- W2022630071 creator A5020912255 @default.
- W2022630071 creator A5034231038 @default.
- W2022630071 creator A5061886421 @default.
- W2022630071 date "2008-08-15" @default.
- W2022630071 modified "2023-09-26" @default.
- W2022630071 title "Magnetic ordering and quantum statistical effects in strongly repulsive Fermi-Fermi and Bose-Fermi mixtures" @default.
- W2022630071 cites W1481256951 @default.
- W2022630071 cites W1540523483 @default.
- W2022630071 cites W1542921455 @default.
- W2022630071 cites W1806543486 @default.
- W2022630071 cites W1852837792 @default.
- W2022630071 cites W1964416494 @default.
- W2022630071 cites W1966289523 @default.
- W2022630071 cites W1967041927 @default.
- W2022630071 cites W1967587894 @default.
- W2022630071 cites W1970265846 @default.
- W2022630071 cites W1972285806 @default.
- W2022630071 cites W1973619942 @default.
- W2022630071 cites W1973830774 @default.
- W2022630071 cites W1974012617 @default.
- W2022630071 cites W1975988878 @default.
- W2022630071 cites W1977295860 @default.
- W2022630071 cites W1977886599 @default.
- W2022630071 cites W1977994150 @default.
- W2022630071 cites W1978647068 @default.
- W2022630071 cites W1978746392 @default.
- W2022630071 cites W1979243846 @default.
- W2022630071 cites W1980174740 @default.
- W2022630071 cites W1983221772 @default.
- W2022630071 cites W1985821707 @default.
- W2022630071 cites W1997250445 @default.
- W2022630071 cites W2001608448 @default.
- W2022630071 cites W2002542393 @default.
- W2022630071 cites W2002864118 @default.
- W2022630071 cites W2007828593 @default.
- W2022630071 cites W2010712462 @default.
- W2022630071 cites W2011256460 @default.
- W2022630071 cites W2011952009 @default.
- W2022630071 cites W2014604200 @default.
- W2022630071 cites W2021335507 @default.
- W2022630071 cites W2023377328 @default.
- W2022630071 cites W2029349036 @default.
- W2022630071 cites W2029408650 @default.
- W2022630071 cites W2030096869 @default.
- W2022630071 cites W2032937309 @default.
- W2022630071 cites W2034210909 @default.
- W2022630071 cites W2040434638 @default.
- W2022630071 cites W2045649013 @default.
- W2022630071 cites W2049839878 @default.
- W2022630071 cites W2051128333 @default.
- W2022630071 cites W2052129160 @default.
- W2022630071 cites W2052372389 @default.
- W2022630071 cites W2056719116 @default.
- W2022630071 cites W2057145631 @default.
- W2022630071 cites W2057563627 @default.
- W2022630071 cites W2065476128 @default.
- W2022630071 cites W2065692247 @default.
- W2022630071 cites W2066188689 @default.
- W2022630071 cites W2067275027 @default.
- W2022630071 cites W2067756838 @default.
- W2022630071 cites W2071007023 @default.
- W2022630071 cites W2072980350 @default.
- W2022630071 cites W2073134450 @default.
- W2022630071 cites W2074713468 @default.
- W2022630071 cites W2075385144 @default.
- W2022630071 cites W2075920130 @default.
- W2022630071 cites W2079643531 @default.
- W2022630071 cites W2079938659 @default.
- W2022630071 cites W2082627969 @default.
- W2022630071 cites W2084523871 @default.
- W2022630071 cites W2084998807 @default.
- W2022630071 cites W2086207432 @default.
- W2022630071 cites W2086512231 @default.
- W2022630071 cites W2089554958 @default.
- W2022630071 cites W2089684549 @default.
- W2022630071 cites W2112219617 @default.
- W2022630071 cites W2121855154 @default.
- W2022630071 cites W2126839222 @default.
- W2022630071 cites W2159511908 @default.
- W2022630071 cites W2161659999 @default.
- W2022630071 cites W2949513448 @default.
- W2022630071 cites W3098031818 @default.
- W2022630071 cites W3100363891 @default.
- W2022630071 cites W3101200462 @default.
- W2022630071 cites W3101537229 @default.
- W2022630071 cites W3105338906 @default.
- W2022630071 doi "https://doi.org/10.1103/physreva.78.023621" @default.
- W2022630071 hasPublicationYear "2008" @default.
- W2022630071 type Work @default.
- W2022630071 sameAs 2022630071 @default.
- W2022630071 citedByCount "31" @default.
- W2022630071 countsByYear W20226300712012 @default.
- W2022630071 countsByYear W20226300712013 @default.
- W2022630071 countsByYear W20226300712015 @default.
- W2022630071 countsByYear W20226300712016 @default.
- W2022630071 countsByYear W20226300712017 @default.
- W2022630071 countsByYear W20226300712018 @default.
- W2022630071 countsByYear W20226300712019 @default.