I study electronic structure, electron–phonon coupling, and charge/thermal transport in quantum materials using first-principles density functional theory — connecting band-structure-level physics to measurable superconducting and transport properties.
I'm a PhD student working in computational solid state physics, using density functional theory (DFT) — and where relevant DFT+DMFT / DFPT — to study the electronic and vibrational properties of quantum materials. My work sits at the interface of electronic structure theory and measurable material behavior: how band structure, Fermi surface topology, and electron–phonon coupling give rise to superconductivity, and how the same first-principles ingredients determine electrical and thermal transport.
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First-principles calculation of band structures, density of states, and Fermi surfaces for correlated and weakly-correlated solids, benchmarking exchange–correlation functionals against experiment.
DFPT and Eliashberg-theory based prediction of superconducting transition temperatures, phonon dispersions, and coupling constants (λ) in candidate conventional and unconventional superconductors.
Electrical conductivity, Seebeck coefficient, and thermal transport computed from first-principles band structures via Boltzmann transport theory (e.g. BoltzTraP), linking electronic structure to measurable material response.