Postdoc: Applied Math & Computational Physics X-ray Materials

Lawrence Berkeley National Laboratory

Berkeley (CA)

On-site

USD 99,000 - 111,000

Full time

14 days+

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Benefits offered by this job

Comprehensive health benefits
PTO and holidays
Postdoctoral Paid Family Leave
Professional development
Inclusive culture

Job summary

The Lawrence Berkeley National Laboratory's Molecular Foundry seeks a Postdoctoral Researcher in Applied Mathematics and Computational Physics to develop advanced theoretical and computational methods for understanding X-ray interactions with materials. Work closely with experimentalists to translate theories into numerical simulations and directly interpret results.

We encourage early-career scientists who want to blend fundamental theory with tool development and DOE user-facility

Qualifications

  • PhD in physics or applied mathematics with a focus on theoretical modeling.
  • Experience in quantum mechanics and light-matter interactions.
  • Strong programming and computing skills (Python, Fortran/C/C++, Linux).

Responsibilities

  • Develop, validate, and document computational methods for modeling X-ray interactions with quantum and nanostructured materials.
  • Collaborate with experimentalists to formulate theoretical models and interpret measurements.
  • Benchmark numerical methods against theory, experiments, or existing approaches.
  • Publish research in peer-reviewed journals and present at conferences.
  • Contribute to group activities, install software, and train junior personnel.
  • Maintain a collegial and safe work environment.

Skills

Quantum mechanics
Light-matter interactions
Theoretical modeling
Scientific computing
Python
Fortran/C/C++
Linux
Data analysis with Python

Education

PhD in physics
PhD in applied mathematics

Tools

Python
Fortran
C/C++
Linux

Job description

The Lawrence Berkeley National Laboratory's Molecular Foundry seeks a Postdoctoral Researcher in Applied Mathematics and Computational Physics to develop advanced theoretical and computational methods for understanding X-ray interactions with materials. Work closely with experimentalists to translate theories into numerical simulations and directly interpret results.

We encourage early-career scientists who want to blend fundamental theory with tool development and DOE user-facility

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