Internship –Wave Optical Simulations for Micro-optical Structures (f/m/x)

ZEISS Group

Oberkochen

On-site

EUR 8,900 - 16,000

Full time

14 days+

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Job summary

ZEISS Group in Germany offers an internship or thesis project focused on the characterization and simulation of wave-optical propagation effects. You will compare numerical approaches, from efficient wave-propagation algorithms to FDTD methods, for diverse optical applications such as waveguides and photonic components.

You will screen literature, implement Python tools for evaluation and visualization, run simulations, analyze results and present findings.

Qualifications

  • Enrolled in a Bachelor's or Master's program in physics, optics, or mathematics.
  • Basic knowledge of optics.
  • Basic programming skills in Python.
  • Excellent organization, problem-solving, communication and innovation skills.
  • Fluent in English and German.

Responsibilities

  • Screen literature and open-source codebases.
  • Select suitable wave-optical propagation algorithms from in-house or open-source implementations.
  • Choose relevant use cases and evaluation metrics.
  • Develop Python code for evaluation and visualization of tools and algorithms.

Skills

Python
English
German
Optics basics
Problem solving
Communication
Organization

Education

Bachelor's or Master's in Physics/Optics/Mathematics

Tools

Visualization tools

Job description

For a variety of modern optical systems, reliable characterization and simulation of wave-optical propagation effects is crucial. Depending on the application, this may involve selecting, adapting, or comparing different numerical approaches, ranging from efficient wave-propagation algorithms to rigorous solvers such as finite-difference time-domain (FDTD) methods and related techniques. The choice of a suitable method with respect to numerical complexity, performance, and accuracy therefore plays a fundamental role. As part of this internship or thesis, promising approaches will be investigated and compared for relevant application examples, such as optical waveguides, photonic integrated circuits, printed micro-optic components, or semiconductor optics. This project within ZEISS Corporate Research and Technology provides insight into a highly dynamic R&D environment with many exciting research fields.

Your Role
  • Screen literature and open-source codebases
  • Select suitable wave-optical propagation algorithms and approaches from in-house or open-source implementations
  • Select relevant use cases and appropriate evaluation metrics
  • Develop Python code for the evaluation and visualization of various tools and algorithms for selected applications
  • Conduct simulations and analyze results
  • Document and present results
Your Profile
  • You are enrolled in a Bachelor’s or Master’s program of physics, optics, or mathematics
  • You have basic knowledge of optics
  • You have basic programming skills in python
  • You have excellent organization, problem-solving, communication, and innovation skills
  • You are fluent in English and German

Sounds exciting? Then become part of #teamZEISS and help us shape the future!

Your ZEISS Recruiting Team: Franziska Gansloser Step out of your comfort zone, excel and redefine the limits of what is possible. That’s just what our employees are doing every single day – in order to set the pace through our innovations and enable outstanding achievements. After all, behind every successful company are many great fascinating people. In a spacious modern setting full of opportunities for further development, ZEISS employees work in a place where expert knowledge and team spirit reign supreme. All of this is supported by a special ownership structure and the long-term goal of the Carl Zeiss Foundation: to bring science and society into the future together. Join us today. Inspire people tomorrow.

Diversity is a part of ZEISS. We look forward to receiving your application regardless of gender, nationality, ethnic and social origin, religion, philosophy of life, disability, age, sexual orientation or identity.

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