Peculiarities in pseudo-transitions of a mixed spin-$(1/2,1)$ Ising-Heisenberg double-tetrahedral chain in an external magnetic field
Onofre Rojas, Jozef Stre\v{c}ka, Oleg Derzhko, S. M. de Souza

TL;DR
This paper introduces and exactly solves a mixed spin-(1/2,1) Ising-Heisenberg double-tetrahedral chain model, revealing pseudo-transitions near zero-temperature phase boundaries and demonstrating robustness against thermal excitations.
Contribution
The study provides an exact solution of a novel 1D spin model exhibiting pseudo-transitions, expanding understanding of phase behavior in short-range interacting systems.
Findings
Identifies five unusual phase interfaces with residual entropy
Shows pseudo-transitions occur near all five interfaces
Demonstrates robustness of pseudo-transitions against thermal effects
Abstract
Recently, it has been rigorously verified that several one-dimensional (1D) spin models may exhibit a peculiar pseudo-transition accompanied with anomalous response of thermodynamic quantities in a close vicinity of pseudo-critical temperature. In the present work we will introduce and exactly solve a mixed spin-(1/2,1) Ising-Heisenberg double-tetrahedral chain in an external magnetic field as another particular example of 1D lattice-statistical model with short-range interactions that displays a pseudo-transition of this type. The investigated model exhibits at zero temperature three ferrimagnetic phases, three frustrated phases, and one saturated paramagnetic phase. The ground-state phase diagram involves five unusual interfaces (phase boundaries), at which the residual entropy per site equals to a larger entropy of one of two coexisting phases. Four such interfaces are between a…
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