Harutyunyan Mané

Dr. rer. nat Mané Harutyunyan

Working area(s)

Numerical stability of coupled field formulations


work +49 6151 16-24414

Work S2|17 31
Schloßgartenstr. 8
64289 Darmstadt

My research focuses on the mathematical modeling, analysis and simulation of magnetoelastic coupling phenomena, which occur in so-called “magnetostrictive” materials. The main emphasis is on the derivation, analysis and solution of systems of coupled PDEs including the equations of elasticity and Maxwell's equations. Magnetostrictive materials have wide application areas: they are often used as sensors or actuators in mechanical systems or as artificial muscles in robotics. Our current eld of research in which multiphysics is relevant (coupling of electromagnetic, thermal and mechanical fields) is the development of high-temperature superconducting magnets for particle accelerators. Unlike conventional magnets, the high-current coils of superconducting magnets are exposed to massive Lorentz forces, which can lead to significant deformations within the structures. These deformations, on the other hand, can change the structure of the magnets and have a negative effect on the quality of the magnetic eld as well as the homogeneity of the temperature eld. From the modeling point of view, a coupled multi- eld problem arises, whose mathematical formalization, analysis and solution is essential for the study of the functionality, robustness and lifetime of the construction.

  • 2020: Runner up for young scientist award at the 13th International Conference on Scientific Computing in Electrical Engineering
  • 2017: Award of TU Kaiserslautern for the scientific report “Magnetostrictive Materials. How smart materials affect our future".
  • 2012: Graduation scholarship of TU Kaiserslautern
  • 2009/2010: Award of the student council of the department of Computer Science for the best teaching assistance in Mathematics
  • 2007: Beginner scholarship of TU Kaiserslautern


Egger, Herbert ; Harutyunyan, Mané ; Merkel, Melina ; Schöps, Sebastian (2021):
On the stability of harmonic mortar methods with application to electric machines.
In: Scientific Computing in Electrical Engineering SCEE 2020, Mathematics in Industry. Springer. ARXIV: 2005.12020, forthcoming. [In Proceedings]

Dular, Julien ; Harutyunyan, Mané ; Bortot, Lorenzo ; Schöps, Sebastian ; Vanderheyden, Benoît ; Geuzaine, Christophe (2021):
On the Stability of Mixed Finite-Element Formulations for High-Temperature Superconductors.
In: IEEE Transactions on Applied Superconductivity, ISSN: 1051-8223, DOI: 10.1109/TASC.2021.3098724, ARXIV: 2106.00313. [Article]


Harutyunyan, Mané ; Schöps, Sebastian (2020):
Coupled formulations for the modeling of magnetostrictive materials.
In: 13th Conference on Scientific Computing in Electrical Engineering (SCEE 2020), Eindhoven. URL: [Talk]


Harutyunyan, Mané ; Simeon, Bernd (2018):
On a saddle point problem arising from magneto-elastic coupling.
In: Applied Mathematics Letters, 83, pp. 156–163, ISSN: 0893-9659, DOI: 10.1016/j.aml.2018.03.029. [Article]

Harutyunyan, Mané ; Simeon, Berndt (2018):
Mathematical Modeling and Numerical Simulation of Magnetoelastic Coupling. Technische Universität Kaiserslautern, Kaiserslautern. [Dissertation]


Harutyunyan, Mané ; Simeon, Bernd (2014):
Mathematical Modeling and Numerical Simulation of a Magnetostrictive Euler-Bernoulli Beam.
In: Proceedings in Applied Mathematics and Mechanics, volume 14, 517–518. Wiley. DOI: 10.1002/pamm.201410246. [In Proceedings]

Harutyunyan, Mané ; Simeon, Bernd (2014):
Mathematical Modeling of Magnetostrictive Materials.
In: Seminar für Numerische Verfahren der Feldtheorie, Technische Universität Darmstadt, Darmstadt. [Talk]