Matches in SemOpenAlex for { <https://semopenalex.org/work/W3106468314> ?p ?o ?g. }
- W3106468314 endingPage "063103" @default.
- W3106468314 startingPage "063103" @default.
- W3106468314 abstract "We consider quantum quenches in the integrable $SU(3)$-invariant spin chain (Lai-Sutherland model) which admits a Bethe ansatz description in terms of two different quasiparticle species, providing a prototypical example of a model solvable by nested Bethe ansatz. We identify infinite families of integrable initial states for which analytic results can be obtained. We show that they include special families of two-site product states which can be related to integrable ``soliton non-preserving'' boundary conditions in an appropriate rotated channel. We present a complete analytical result for the quasiparticle rapidity distribution functions corresponding to the stationary state reached at large times after the quench from the integrable initial states. Our results are obtained within a Quantum Transfer Matrix (QTM) approach, which does not rely on the knowledge of the quasilocal conservation laws or of the overlaps between the initial states and the eigenstates of the Hamiltonian. Furthermore, based on an analogy with previous works, we conjecture analytic expressions for such overlaps: this allows us to employ the Quench Action method to derive a set of integral equations characterizing the quasi-particle distribution functions of the post-quench steady state. We verify that the solution to the latter coincides with our analytic result found using the QTM approach. Finally, we present a direct physical application of our results by providing predictions for the propagation of entanglement after the quench from such integrable states." @default.
- W3106468314 created "2020-11-23" @default.
- W3106468314 creator A5020505720 @default.
- W3106468314 creator A5036891195 @default.
- W3106468314 creator A5038398378 @default.
- W3106468314 creator A5076249507 @default.
- W3106468314 date "2019-06-19" @default.
- W3106468314 modified "2023-10-11" @default.
- W3106468314 title "Integrable quenches in nested spin chains I: the exact steady states" @default.
- W3106468314 cites W1540523483 @default.
- W3106468314 cites W1587514284 @default.
- W3106468314 cites W1806543486 @default.
- W3106468314 cites W1879976694 @default.
- W3106468314 cites W1961046502 @default.
- W3106468314 cites W1970087737 @default.
- W3106468314 cites W1970684941 @default.
- W3106468314 cites W1971899816 @default.
- W3106468314 cites W1973838492 @default.
- W3106468314 cites W1974623591 @default.
- W3106468314 cites W1975399388 @default.
- W3106468314 cites W1979308046 @default.
- W3106468314 cites W1979430142 @default.
- W3106468314 cites W1982757360 @default.
- W3106468314 cites W1988453055 @default.
- W3106468314 cites W1988467784 @default.
- W3106468314 cites W1995084476 @default.
- W3106468314 cites W1998103057 @default.
- W3106468314 cites W1999733765 @default.
- W3106468314 cites W2002258420 @default.
- W3106468314 cites W2006332155 @default.
- W3106468314 cites W2011831666 @default.
- W3106468314 cites W2018239548 @default.
- W3106468314 cites W2020306044 @default.
- W3106468314 cites W2021610114 @default.
- W3106468314 cites W2021712328 @default.
- W3106468314 cites W2028470576 @default.
- W3106468314 cites W2039935866 @default.
- W3106468314 cites W2051597527 @default.
- W3106468314 cites W2056258374 @default.
- W3106468314 cites W2056719116 @default.
- W3106468314 cites W2060280176 @default.
- W3106468314 cites W2064467612 @default.
- W3106468314 cites W2065007670 @default.
- W3106468314 cites W2072326829 @default.
- W3106468314 cites W2073778876 @default.
- W3106468314 cites W2075359953 @default.
- W3106468314 cites W2075930704 @default.
- W3106468314 cites W2078426771 @default.
- W3106468314 cites W2080129979 @default.
- W3106468314 cites W2086591223 @default.
- W3106468314 cites W2093540968 @default.
- W3106468314 cites W2103018629 @default.
- W3106468314 cites W2107715957 @default.
- W3106468314 cites W2122047152 @default.
- W3106468314 cites W2122731712 @default.
- W3106468314 cites W2155105088 @default.
- W3106468314 cites W2157639489 @default.
- W3106468314 cites W2181398351 @default.
- W3106468314 cites W2194284104 @default.
- W3106468314 cites W2195167911 @default.
- W3106468314 cites W2195460090 @default.
- W3106468314 cites W2236507581 @default.
- W3106468314 cites W2244817433 @default.
- W3106468314 cites W2286974317 @default.
- W3106468314 cites W2291386803 @default.
- W3106468314 cites W2336000172 @default.
- W3106468314 cites W2344809000 @default.
- W3106468314 cites W2412453861 @default.
- W3106468314 cites W2413742804 @default.
- W3106468314 cites W2460615089 @default.
- W3106468314 cites W2474007211 @default.
- W3106468314 cites W2486166576 @default.
- W3106468314 cites W2513915159 @default.
- W3106468314 cites W2545027294 @default.
- W3106468314 cites W2554495676 @default.
- W3106468314 cites W2557925106 @default.
- W3106468314 cites W2563298253 @default.
- W3106468314 cites W2598733534 @default.
- W3106468314 cites W2604839261 @default.
- W3106468314 cites W2615186857 @default.
- W3106468314 cites W2618807677 @default.
- W3106468314 cites W2620732689 @default.
- W3106468314 cites W2621293709 @default.
- W3106468314 cites W2735352187 @default.
- W3106468314 cites W2750736044 @default.
- W3106468314 cites W2754631049 @default.
- W3106468314 cites W2766426843 @default.
- W3106468314 cites W2780163107 @default.
- W3106468314 cites W2786660547 @default.
- W3106468314 cites W2789394151 @default.
- W3106468314 cites W2801683246 @default.
- W3106468314 cites W2895316901 @default.
- W3106468314 cites W2949757588 @default.
- W3106468314 cites W3010075763 @default.
- W3106468314 cites W3098991266 @default.
- W3106468314 cites W3099164466 @default.
- W3106468314 cites W3099364507 @default.
- W3106468314 cites W3099862098 @default.