PhD: Theoretical Nanoscale Crystal Growth & Modeling

ETH Zürich

Zürich

Vor Ort

CHF 48.000 - 60.000

Vollzeit

14 Tage+

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Zusammenfassung

ETH Zurich's Optical Materials Engineering Laboratory invites a doctoral student to develop theoretical and computational descriptions of nucleation and growth of semiconductor nanocrystals. Initial focus on CdSe nanoplatelets and magic-sized nanocrystals, expanding to quantum dots and InP.

You will combine DFT energy calculations, mass-balance growth models, and kinetic Monte Carlo simulations, collaborating with experimentalists and using ETH's HPC resources.

Qualifikationen

  • Strong background in thermodynamics, kinetics, statistical mechanics, solid-state physics, physical chemistry, or materials modeling.
  • Experience with modeling methods such as DFT, kinetic Monte Carlo, and rate-equation solving is advantageous.

Aufgaben

  • Develop theoretical and computational descriptions for nucleation and growth of semiconductor nanocrystals.
  • Combine models for CdSe nanoplatelets, magic-sized nanocrystals, and quantum dots.
  • Extend models to InP and other materials using experimental data for validation.
  • Collaborate with experimentalists and utilize ETH Zurich's HPC resources.

Kenntnisse

DFT basics
Kinetic Monte Carlo
Numerical solution
Mass-balance modeling
Materials modeling
Scientific programming
High-performance computing

Ausbildung

MSc degree in chemistry, chemical engineering, mechanical engineering, materials science, physics, computational science or related discipline

Tools

DFT software
Kinetic Monte Carlo
Numerical solvers
Mass-balance modelling
HPC tooling

Jobbeschreibung

ETH Zurich's Optical Materials Engineering Laboratory invites a doctoral student to develop theoretical and computational descriptions of nucleation and growth of semiconductor nanocrystals. Initial focus on CdSe nanoplatelets and magic-sized nanocrystals, expanding to quantum dots and InP.

You will combine DFT energy calculations, mass-balance growth models, and kinetic Monte Carlo simulations, collaborating with experimentalists and using ETH's HPC resources.

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