Quantum Theory of Molecular Magnetism
J. Schnack

TL;DR
This paper reviews the recent progress in the synthesis and understanding of molecular magnets, emphasizing their quantum magnetic properties and the applicability of the Heisenberg model to finite spin systems.
Contribution
It provides a comprehensive overview of molecular magnetism, highlighting the relevance of the Heisenberg model for finite systems and discussing quantum physics applications.
Findings
Molecular magnets can be modeled by the Heisenberg model with isotropic interactions.
Finite size effects lead to new quantum phenomena in molecular spin systems.
Molecular magnets have potential applications in quantum computing and biomedicine.
Abstract
The synthesis of molecular magnets has undergone rapid progress in recent years. Each of the identical molecular units can contain as few as two and up to several dozens of paramagnetic ions (spins). Although these materials appear as macroscopic samples, i.e. crystals or powders, the intermolecular magnetic interactions are utterly negligible as compared to the intramolecular interactions. Therefore, measurements of their magnetic properties reflect mainly ensemble properties of single molecules. Their magnetic features promise a variety of applications in physics, magneto-chemistry, biology, biomedicine and material sciences as well as in quantum computing. It appears that in the majority of these molecules the localized single-particle magnetic moments couple antiferromagnetically and the spectrum is rather well described by the Heisenberg model with isotropic nearest neighbor…
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Taxonomy
TopicsTheoretical and Computational Physics · Stochastic processes and statistical mechanics · Complex Network Analysis Techniques
