Phd, Lattice-Boltzmann Modelling Of Combustion Instabilities

Universities and Institutes of France
October 17, 2022
Contact:N/A
Offerd Salary:Salary according to Aix-Marseille University standards.
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Contract Type:Temporary
Working Time:Full time
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  • Organisation/Company: Aix-Marseille Université
  • Research Field: Other
  • Researcher Profile: First Stage Researcher (R1) Recognised Researcher (R2)
  • Application Deadline: 17/10/2022 00:00 - Europe/Brussels
  • Location: France › Marseille
  • Type Of Contract: Temporary
  • Job Status: Full-time
  • Hours Per Week: 35
  • Offer Starting Date: 01/11/2022
  • Eu Research Framework Programme: HE
  • Reference Number: 101056865
  • Topic: Lattice-Boltzmann methods

    M2P2 lab, Marseille. https:// www. m2p2.fr/

    Funding: EU commission, HESTIA project.

    Background, Context:

    The industry relies increasingly on numerical simulation for designing, improving, and even validating new combustion devices (engine, burner, furnace, etc.). Today, numerical combustion modelling relies almost exclusively on numerical codes solving the Navier-Stokes equations.

    The Lattice Boltzmann solvers are very different from these codes, intending to solve a discrete variant of the Boltzmann equation. This type of flow solver is progressing rapidly, however, in turbulent flows configurations. The results obtained with Lattice Boltzmann methods (LBM) have shown to be excellent for aerodynamic applications, motivating intensive development of new methods.

    Lattice Boltzmann methods applied to industrial applications are recent, however, and few models are able to deal with multiphase flows, and almost none with reactive (combusting) flows.

    The development of combustion modelling within the LBM framework is the topic of this study, following our recent works.

    Research subject, work plan:

    Extending the LBM capabilities to combustion requires a profound rethinking of existing methods developed within the Navier-Stokes framework. The team has recently made important steps in proving the LBM ability to tackle such flows, at a cost significantly reduced compared to classical results.

    The team was awarded a PhD studentship as part of a major EU project with a large public/private consortium (including, e.g. Cerfacs, Coria, EM2C, GE Avio, Rolls Royce, Safran…). The PhD candidate will develop models for the prediction of combustion instabilities in

    aeronautical combustion chambers, according to the following work plan:

    - Assess via the ProLB code whether Lattice-Boltzmann methods (LBM) are suitable to predict thermo- acoustic instabilities.

    - Perform assessment on academic elementary test case (forced flame, flame transfer function), acoustic boundary conditions

    - Perform combustion instability study for an anchored Bunsen flame examining the reactive flows, and subsequently validated it on canonical combustion applications and a turbulent bluff-body flame

    - Perform feasibility study on semi academic/industrial burner (e.g., Preccinsta)

    The PhD candidate will also be part of the team developing the ProLB software at M2P2 (~25 full-time researchers, from PhD candidates to full Profs.) ProLB is a software codeveloped by a strong academic/industrial consortium including Airbus, CS group, LMFA lab, M2P2 lab and Renault.

    Contract:

    - 3 years

    Salary according to Aix-Marseille University standards.

    Essential skills:

    Strong background in scientific computing (c++ preferred), compressible flows, reactive flows.

    English.

    Desired skills:

    LBM, HPC, French.

    Application:

    Email CV, cover letter to pierre.boivin@univ-amu.fr.

    Intended Start date : In 2022, negotiable depending on profile.

    References:

    1 Y. Feng, M. Tayyab, and P. Boivin, “A lattice-boltzmann model for low- mach reactive flows,” Combus- tion and Flame, vol. 196, pp. 249 – 254, 2018.

    2 Y. Feng, P. Boivin, J. Jacob, and P. Sagaut, “Hybrid recursive regularized thermal lattice boltzmann model for high subsonic compressible flows,” Journal of Computational Physics, vol. 394, pp. 82 – 99, 2019.

    3 S. Zhao, G. Farag, P. Boivin, and P. Sagaut, “Toward fully conservative hybrid lattice boltzmann methods for compressible flows,” Physics of Fluids, vol. 32, no. 12, p. 126118, 2020.

    4 M. Tayyab, B. Radisson, C. Almarcha, B. Denet, and P. Boivin, “Experimental and numerical lattice- boltzmann investigation of the darrieus- landau instability,” Combustion and Flame, vol. 221, pp. 103– 109, 2020.

    5 G. Farag, S. Zhao, T. Coratger, P. Boivin, G. Chiavassa, and P. Sagaut, “A pressure-based regularized lattice-boltzmann method for the simulation of compressible flows,” Physics of Fluids, vol. 32, no. 6, p. 066106, 2020.

    6 M. Tayyab, S. Zhao, Y. Feng, and P. Boivin, “Hybrid regularized lattice- boltzmann modelling of pre- mixed and non-premixed combustion processes,” Combustion and Flame, vol. 211, pp. 173–184, 2020.

    7 T. Lafarge, P. Boivin, N. Odier, and B. Cuenot, “Improved color-gradient method for lattice-boltzmann modeling of two-phase flows,” Physics of Fluids, vol. 33, no. 8, p. 082110, 2021.

    8 G. Farag, T. Coratger, G. Wissocq, S. Zhao, P. Boivin, and P. Sagaut, “A unified hybrid lattice- boltzmann method for compressible flows: bridging between pressure-based and density-based meth- ods,” Physics of Fluids, vol. 33, no. 8, 2021.

    9 M. Tayyab, S. Zhao, and P. Boivin, “Lattice-boltzmann modelling of a turbulent bluff-body stabilized flame,” Physics of Fluids, vol. 33, no. 3, p. 031701, 2021.

    10 I. Cheylan, S. Zhao, P. Boivin, and P. Sagaut, “Compressible pressure- based latticeboltzmann applied to humid air with phase change,” Applied Thermal Engineering, p. 116868, 2021.

    11 G. Farag, S. Zhao, G. Chiavassa, and P. Boivin, “Consistency study of lattice-boltzmann schemes macroscopic limit,” Physics of Fluids, vol. 33, no. 3, p. 031701, 2021.

    12 P. Boivin, M. Tayyab, and S. Zhao, “Benchmarking a lattice-boltzmann solver for reactive flows: Is the method worth the effort for combustion?,” Physics of Fluids, vol. 33, p. 017703, 2021.

    Offer Requirements
  • REQUIRED LANGUAGES
  • ENGLISH: Excellent

    Skills/Qualifications

    Strong background in scientific computing (c++ preferred), compressible flows, reactive flows.

    Specific Requirements

    LBM, HPC, French

    Contact Information
  • Organisation/Company: Aix-Marseille Université
  • Organisation Type: Higher Education Institute
  • Website: https:// www. univ-amu.fr
  • E-Mail: pierre.boivin@univ-amu.fr
  • Country: France
  • City: Marseille
  • Postal Code: 13007
  • Street: 58 boulevard Charles-Livon (Headquaters)
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