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Working Student: Numerical Investigations in Solid Propellant Combustion(m/w/x)
Developing simulation code for solid propellant combustion, implementing numerical methods, and comparing results with experimental data. Knowledge in numerical solution of partial differential equations required. Access to campus library for research.
Requirements
- Studies in (techno-)mathematics, aerospace engineering, computational engineering science, or comparable field
- Knowledge in numerical solution of partial differential equations
- Advantageous knowledge in mathematical modeling
- Basic programming knowledge in Python, Julia, Matlab, C++, or comparable languages
- Good language skills in German or English
- High motivation and independence
Tasks
- Further develop existing simulation code
- Implement various numerical methods
- Analyze method impact on calculation stability, accuracy, and efficiency
- Vary model assumptions for propellant combustion
- Compare results with experimental data
- Familiarize with solid propellant combustion modeling
- Familiarize with the extended discontinuous Galerkin method
- Familiarize with the Julia programming language
- Implement different numerical fluxes
- Discretize modified mathematical models
- Evaluate numerical results
Education
Languages
Tools & Technologies
Benefits
Flexible Working
- •Flexible working hours
Parking & Commuter Benefits
- •Parking spaces
Free or Subsidized Food
- •Cafeteria
Learning & Development
- •Campus library
- Fraunhofer Institute for Silicon Technology ISITPart-timeWorking StudentOn-siteKarlsruhe
- FZI Forschungszentrum Informatik
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Working Student: Numerical Investigations in Solid Propellant Combustion(m/w/x)
Developing simulation code for solid propellant combustion, implementing numerical methods, and comparing results with experimental data. Knowledge in numerical solution of partial differential equations required. Access to campus library for research.
Requirements
- Studies in (techno-)mathematics, aerospace engineering, computational engineering science, or comparable field
- Knowledge in numerical solution of partial differential equations
- Advantageous knowledge in mathematical modeling
- Basic programming knowledge in Python, Julia, Matlab, C++, or comparable languages
- Good language skills in German or English
- High motivation and independence
Tasks
- Further develop existing simulation code
- Implement various numerical methods
- Analyze method impact on calculation stability, accuracy, and efficiency
- Vary model assumptions for propellant combustion
- Compare results with experimental data
- Familiarize with solid propellant combustion modeling
- Familiarize with the extended discontinuous Galerkin method
- Familiarize with the Julia programming language
- Implement different numerical fluxes
- Discretize modified mathematical models
- Evaluate numerical results
Education
Languages
Tools & Technologies
Benefits
Flexible Working
- •Flexible working hours
Parking & Commuter Benefits
- •Parking spaces
Free or Subsidized Food
- •Cafeteria
Learning & Development
- •Campus library
About the Company
Fraunhofer Institute for Silicon Technology ISIT
Industry
Research
Description
Fraunhofer ISIT is a research and manufacturing environment focused on power electronics, developing processes and devices based on gallium nitride.
- Fraunhofer Institute for Silicon Technology ISIT
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