ORCID

https://orcid.org/0009-0003-4395-6491

Year

2025

Season

Summer

Paper Type

Master's Thesis

College

College of Arts and Sciences

Degree Name

Master of Science in Material Science & Engineering (MS)

Department

Physics

NACO controlled Corporate Body

University of North Florida. Department of Physics

Committee Chairperson

Dr. Jason Haraldsen

Second Advisor

Dr. Daniel Santavicca

Third Advisor

Dr. Michael Lufaso

Department Chair

Dr. Gregory Wurtz

College Dean

Dr. Kaveri Subrahmanyam

Abstract

We investigate how anisotropic spin interactions, including Dzyaloshinskii–Moriya and Kitaev terms, manifest across quantum spin systems ranging from a single S = 1/2 dimer to molecular spin clusters and layered magnetic materials. Beginning with an exact analysis of the spin dimer, we demonstrate how singlet–triplet mixing induced by Dzyaloshinskii–Moriya interaction directly influences both thermodynamic observables and inelastic neutron scattering spectra. These microscopic fingerprints are then extended to trimer, tetramer, and tetrahedron geometries, where field-induced phase transitions and heat capacity anomalies reveal the interplay between isotropic Heisenberg and anisotropic Kitaev exchanges. In the frustrated zigzag honeycomb lattice, we show that a competing Heisenberg model alone can reproduce spectral features often attributed to Kitaev physics, emphasizing the importance of geometric frustration and exchange competition. To experimentally evaluate the conditions under which an asymmetric Heisenberg model is applied, we synthesize and characterize $\alpha$-RuCl$_3$ crystals. Structural, magnetic, and spectroscopic measurements confirm that our crystals reproduce the key features of specimens reported in the literature. Raman and susceptibility data demonstrate that stacking faults can be a measure of the DM interactions if the stacking sequence is dictated by spin canting. Moreover, exfoliation suppresses these pathways, driving the system toward a quasi-two-dimensional limit. These results clarify how microscopic spin interactions shape macroscopic behavior and establish a material platform for tuning effective spin Hamiltonians through structural control.

Available for download on Sunday, August 02, 2026

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