Welcome...

prof.dr.ir. I.M. Gitman (Inna)

Full Professor

About Me

My name is Inna Gitman, and I am a professor of Computational Design of Structural Materials.

Background

I graduated from Perm State Technical University (Russia) in 2002, where I studied Mathematical Modelling of Systems and Processes. In 2006, I was awarded my PhD degree in Computational Mechanics from Delft University of Technology (the Netherlands). Following postdoctoral positions at the University of Manchester and the University of Sheffield, I joined the Department of Mechanical Engineering at the University of Sheffield, as an Assistant Professor (Lecturer) in 2009 and was promoted to an Associate Professor (Senior Lecturer) in 2018. In 2022, I joined the University of Twente as a full professor of Computational Design of Structural Materials.

Research

My main research interests are in the modelling of solid and bio-materials. My work is mostly computational. If I were to describe my research in one sentence, it would be “understanding, controlling and optimising the behaviour of a material by understanding, controlling and optimising its micro-structure”.

I also love uncertainty: realising that in the world around us most natural and man-made materials are far from being strictly deterministic and ordered, in my research I aim to incorporate this disorder and stochasticity into our models.

I work within a range of applications from man-made materials, such as concrete, composites and metals, to bio-materials, such as bones and teeth. 

My two main research themes are:

Mechanics of Materials

  • Modelling material behaviour within a multi-scale modelling framework using concepts of homogenisation and Representative Volume Element.
  • Development and implementation of microstructurally-driven gradient-enriched continuum theories.
  • Modelling wave propagation through materials with periodic and random microstructure.

Computational analysis

  • Finite Element analysis within frameworks of multi-scale modelling and gradient-enriched continua.
  • Statistical analysis and stochastic characterisation of materials, fuzzy sets models and stochastic stability analysis.

Expertise

Mathematics
Bimaterial
Continuum Model
Gradient
Gradient Elasticity
Length Scale
Microstructure
Engineering & Materials Science
Composite Materials
Elasticity

Ancillary Activities

  • Department of Mechanical Engineering, the University of Sheffield, UK
    Visiting Professor

Publications

Recent
Słodczyk, I., Fletcher, D. , Gitman, I., & Whitney, B. (2023). Fuzzy Inference Model for Railway Track Buckling Prediction. Transportation research record, 1-13. Advance online publication. https://doi.org/10.1177/03611981231184245
Eraslan, S. , Gitman, I. M., Xu, M. , Askes, H., & de Borst, R. (2023). Representative Volume Element Size and Length Scale Identification in Generalised Magneto-Elasticity. In H. Altenbach, A. Berezovski, F. Dell'Isola, & A. Porubov (Eds.), Sixty Shades of Generalized Continua: Dedicated to the 60th Birthday of Prof. Victor A. Eremeyev (pp. 159-170). (Advanced Structured Materials; Vol. 170). Springer. https://doi.org/10.1007/978-3-031-26186-2_11
Nazemzadeh, N. , van Drongelen, M. , Akkerman, R. , & Gitman, I. (2022). Modelling of Recycled Fibre-Reinforced Polymer Composites. Poster session presented at 25th Engineering Mechanics Symposium, EM 2022, Arnhem, Netherlands.
Oniskiv, V. D., Yakovlev, A. Y., Oniskiv, L. M. , & Gitman, I. M. (2022). Particular Problems of Gas Diffusion in Polyethylene. In T. Antipova (Ed.), Digital Science - DSIC 2021 (pp. 144-153). (Lecture Notes in Networks and Systems; Vol. 381 LNNS). Springer. https://doi.org/10.1007/978-3-030-93677-8_13
Makarevich, Y. L., Oniskiv, V. D., Stolbov, V. Y. , & Gitman, I. (2022). Effect of Gamma Irradiation on Strength Properties of Basalt Composites. Mechanics of composite materials, 58(1), 43-52. https://doi.org/10.1007/s11029-022-10010-9

UT Research Information System

Courses Academic Year  2023/2024

Courses in the current academic year are added at the moment they are finalised in the Osiris system. Therefore it is possible that the list is not yet complete for the whole academic year.
 

Courses Academic Year  2022/2023

Contact Details

Visiting Address

University of Twente
Drienerlolaan 5
7522 NB Enschede
The Netherlands

Navigate to location

Mailing Address

University of Twente
P.O. Box 217
7500 AE Enschede
The Netherlands