Master Thesis Simulation of a Taylor Bubble Inside a U-Turn for the Optimization of a Two-Phase Cooling System
Master Thesis Simulation of a Taylor Bubble Inside a U-Turn for the Optimization of a Two-Phase Cooling System
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Job Description
- With the increasing power density of automotive electronics the development of adjustable and effective cooling systems is a necessity. One promising solution is to integrate the advantages of two-phase flow in a meandering geometrical structure. Thus the aim of this thesis is to simulate the propagation of a Taylor bubble and its specific deformation inside a U-turn which is an integral part of the studied two-phase cooling system
- For this purpose in your master thesis you will review experimental and simulative data on the flow dynamics and fluctuations of the two-phase flow cooling system.
- Based on this you will simulate the propagation of single bubbles inside a U-turn at chosen operational parameters.
- Last but not least the simulation will be validated and a mesh sensitivity study will be performed.
Qualifications :
- Education: Master studies in the field of Computational Science Computational Mechanics Mechanical Engineering Aerospace Mathematics or comparable
- Experience and Knowledge: very good knowledge of fluid dynamics and solid simulation background in OpenFOAM; experience in CFD simulations; strong programming skills in Python and/or MATLAB; C/C and knowledge on heat transfer mechanisms is an advantage
- Personality and Working Practice: you are a highly motivated result-oriented and responsible team player who is committed takes initiative and is characterized by a self-sufficient way of working
- Languages: fluent in English German language proficiency is an advantage
Additional Information :
Start: according to prior agreement
Duration: 6 months
Requirement for this thesis is the enrollment at university. Please attach your CV transcript of records examination regulations and if indicated a valid work and residence permit.
Diversity and inclusion are not just trends for us but are firmly anchored in our corporate culture. Therefore we welcome all applications regardless of gender age disability religion ethnic origin or sexual identity.
Need further information about the job
Andrea Jacob (Functional Department)
Hubert Straub (Functional Department)
#LI-DNI
Remote Work :
No
Employment Type :
Full-time
Employment Type
Full-time
