Job Information
- Organisation/Company
- Université de Franche-Comté
- Department
- Doubs
- Research Field
- Engineering » MicroengineeringPhysics » Applied physics
- Researcher Profile
- First Stage Researcher (R1)
- Country
- France
- Application Deadline
- Type of Contract
- Temporary
- Job Status
- Full-time
- Hours Per Week
- 35
- Offer Starting Date
- Is the job funded through the EU Research Framework Programme?
- Not funded by an EU programme
- Is the Job related to staff position within a Research Infrastructure?
- No
Offer Description
Context: The AS2M department of the FEMTO-ST institute specialises in small-scale robotics (microrobotics). Its researchers develop millimetric and submillimetric robots for medical and industrial applications. At small scales, the deformation of robots and their interactions with their environment is difficult to predict. In particular, capillary forces resulting from the surface tension between two fluids are particularly important at scales of between one micrometre and one millimetre. They can therefore have a major influence on the deformation of a structure and its adhesion to an object in humid environments. In nature, many mechanisms rely on these forces, such as the propulsion of insects on the surface of water, illustrated in Figure 1. Properly understood, they can be used as the basis for flexible droplet based micromechanisms. It is therefore essential to propose simulation tools for deformable robots that incorporate capillary force models.
Topic: Among simulation methods, finite elements enable capillary problems to be solved very accurately. However, the problem definition , multiphysics interactions and boundary conditions definition (in particular the zones in contact with the liquid) are complicated to set up and vary greatly from one simulation to another. Alternatively, minimisation of the surface energy can also be carried out, allowing a rapid resolution of the problem, but limited to a quasi-static approach.
The aim of this thesis is to study the relevance of the Smooth Particle Hydrodynamic (SPH) method for simulating deformable microrobots interacting with liquid at millimetre and sub-millimetre scales. The SPH method represents the fluid by particles of constant mass, so the equations of the medium are approximated by interaction forces between these particles. The advantage of this method is that it is very versatile, offering a simple definition of the wetting boundary conditions by representing the surface energy as an interaction force between the particles.
Expected results: This thesis first objective will be to implement surface tension in SPH models by adding an inter-particle force. The expression of this force will be studied in order to be robust to changes in resolution and materials, as well as to changes in topology such as the division of a drop into two sub-parts. The coupling between fluid mechanics and continuum mechanics will then be studied in order to propose a stable and efficient scheme for elasto-capillary problems (such as for example, the deformation of hairs by water). After validation of the method on case studies from the literature, its implementation in an existing calculation code will be considered. Finally, demonstrators will be produced, for example enabling the design and control of a micro-actuator based on the formation and destruction of drops or the design of a robot propelling itself on the surface of water inspired by water strider insect.
Requirements
- Research Field
- All
- Education Level
- Master Degree or equivalent
Student with an engineering degree or a Masters in one of the following domains : physics simulation, computer science, mechanics or applied mathematics.
Expected skills: Finite element methods, object-oriented programming (C++, Python), computer graphics (GPU, particles, physics engines). Knowledge of fluid mechanics is not mandatory but will be considered positively for the application.
- Languages
- ENGLISH
- Level
- Good
- Research Field
- Engineering » MicroengineeringMathematics » Applied mathematicsPhysics » Applied physics
Additional Information
Work Location(s)
- Number of offers available
- 1
- Company/Institute
- AS2M departement- FEMTO-ST institute
- Country
- France
- City
- Besançon
- Geofield
Where to apply
- antoine.barbot@femto-st.fr
Contact
- City
- BESANCON
- Website
- Street
- 26, Chemin de l'Epitaphe
- Postal Code
- 25030
- antoine.barbot@femto-st.fr