Observation and Simulation of All Angular Magnetoresistance Oscillation Effects in the Quasi-One Dimensional Organic Conductor (DMET)2I3
Pashupati Dhakal, Harukazu Yoshino, Jeong Il Oh, Koichi Kikuchi and, Michael J. Naughton

TL;DR
This study combines measurements and simulations to comprehensively understand all known angular magnetoresistance oscillation phenomena in the quasi-one dimensional organic conductor (DMET)2I3, revealing their common origins and addressing previous mysteries.
Contribution
It provides the first detailed simulation incorporating the true triclinic crystal structure to explain all AMRO effects in (DMET)2I3, including the Lebed magic angle effect.
Findings
Confirmed the generalized nature of AMRO in Q1D systems.
Resolved the mystery of the vanishing Lebed effect.
Demonstrated a common origin for Lebed and LN oscillations.
Abstract
Measurements and calculations of magnetotransport in the molecular organic conductor (DMET)2I3 detect and simulate all known angular magnetoresistance oscillation (AMRO) phenomena for quasi-one dimensional (Q1D) systems. Employing the true triclinic crystal structure in the calculations, these results address the mystery of the putative vanishing of the primary AMRO phenomenon, the Lebed magic angle effect, for orientations in which it was expected to be strongest. They also show a common origin for Lebed and so-called "LN" oscillations, and confirm the generalized nature of AMRO in Q1D systems.
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