Abstract
This chapter addresses the pseudospin-1 T-3 “Diced” Lattice in regards to its quantum dynamics, spectrum and statistical thermodynamics, both with and without an impressed normal magnetic field. As in the preceding chapter, it is based on lecture notes composed of slides that have been carefully prepared to provide clear explanations of the material to audience members whose native language may not have been English, using the standard terms and mathematical symbols of theoretical physics. Considerable detail is presented to enhance understanding of the derivations and results described on the slides and pertinent references are provided.
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References
N.J.M. Horing, M.L. Glasser, J.D. Mancini, Green’s function analysis of “diced lattice” statistical thermodynamics, Phys. Scripta 96(1), 015806 (2021)
M.L. Glasser, N.J.M. Horing, Exact temperature and density dependencies of the statistical thermodynamic functions of the pseudospin-1 diced lattice carriers. Following chapter in this volume
N.J.M. Horing, Landau quantized dynamics and spectrum of the diced lattice, J. Phys. Condens. Matter 33, 015302 (2020)
N.J.M. Horing, M.L. Glasser, Statistical thermodynamics and magnetic moment of the Landau quantized T-3 diced lattice in the degenerate regime, submitted for publication
Chapter 14 of this book
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Horing, N.J.M. (2022). T-3 “DICED” LATTICE Quantum Dynamics and Statistical Thermodynamics (a) Zero Magnetic Field and (b) Landau Quantized. In: Ünlü, H., Horing, N.J.M. (eds) Progress in Nanoscale and Low-Dimensional Materials and Devices. Topics in Applied Physics, vol 144. Springer, Cham. https://doi.org/10.1007/978-3-030-93460-6_8
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DOI: https://doi.org/10.1007/978-3-030-93460-6_8
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