Departament de Física

Juan Carlos Cante Teran

Associate professor
Campus Terrassa (UPC), Edifici TR14, Despatx 323
Ernest Lluch, s/n
08222 Terrassa

Telèfon: +34 7398959
E-Mail: juan.canteupc.edu
Web personal: futur.upc.edu/JuanCarlosCanteTeran

My research interests are focused on the development of algorithms and mathematical models in the field of Computational Mechanics applied to various engineering problems. Currently, my research is focused on the computational design of metamaterials, employing various techniques such as multiscale modeling, topological optimization, reduction methods and, more recently, machine learning approaches.


Short CV

2002 – present: Associate Professor at the Department of Physics/Aerospace Division of Universitat Politècnica de Catalunya and Senior Researcher at the International Center for Numerical Methods in Engineering.
1991 – 1995: PhD in the Structural Analysis program. Department of Strength of Materials, Universitat Politècnica de Catalunya.
1983 – 1989: B.Sc. in Mathematics, Los Andes University, Bogotá Colombia
1983 – 1989: Bachelor in Mechanical Engineering, Los Andes University, Bogotá Colombia


1- Transverse coupled resonances for ultrathin lightweight acoustic metamaterials
Sal Anglada, G.; Yago, D.; Cante, J.; Oliver, J.; Pàmies, T.; Roca, D.
Thin-walled structures 213, article 113219 (2025)

2- Towards shock absorbing hyperelastic metamaterial design (II): a prospective multiscale buckling-lattice computational model
Cante, J.; Nuñez, A.; Huespe, A.; Oliver, J.
Computational mechanics , (2025)

3- Machine learning in solid mechanics: Application to acoustic metamaterial design
Yago, D.; Sal Anglada, G.; Roca, D.; Cante, J.; Oliver, J.
International journal for numerical methods in engineering 125, 14, article e7476 (2024)

4- Sound transmission loss enhancement through triple-peak coupled resonances acoustic metamaterials
Sal Anglada, G.; Yago, D.; Cante, J.; Oliver, J.; Roca, D.
International journal of mechanical sciences 266, article 108951 (2024)

5- Optimal design of Multiresonant Layered Acoustic Metamaterials (MLAM) via a homogenization approach
Sal Anglada, G.; Yago, D.; Cante, J.; Oliver, J.; Roca, D.
Engineering structures 293, article 116555 (2023)

6- Towards shock absorbing hyperelastic metamaterial design. (I) Macroscopic scale: computational shock-capturing
Nuñez, A.; Cante, J.; Huespe, A.; Oliver, J.
Computer methods in applied mechanics and engineering 393, 114732:1-114732:29 (2022)

7- Topology optimization methods for 3D structural problems: a comparative study
Yago, D.; Cante, J.; Lloberas-Valls, O.; Oliver, J.
Archives of computational methods in engineering , 1-43 (2021)

8- Multiresonant Layered Acoustic Metamaterial (MLAM) solution for broadband low-frequency noise attenuation through double-peak sound transmission loss response
Roca, D.; Cante, J.; Lloberas-Valls, O.; Pàmies, T.; Oliver, J.
Extreme mechanics letters 47, 101368:1-101368:9 (2021)

9- Topology optimization using the unsmooth variational topology optimization (UNVARTOP) method: an educational implementation in MATLAB
Yago, D.; Cante, J.; Lloberas-Valls, O.; Oliver, J.
Structural and multidisciplinary optimization 63, 955-981 (2021)

10- Topology optimization of thermal problems in a nonsmooth variational setting: closed-form optimality criteria
Yago, D.; Cante, J.; Lloberas-Valls, O.; Oliver, J.
Computational mechanics 66, 259-286 (2020)

11- Experimental and numerical assessment of local resonance phenomena in 3D-printed acoustic metamaterials
Roca, D.; Pàmies, T.; Cante, J.; Lloberas-Valls, O.; Oliver, J.
Journal of vibration and acoustics. Transactions of the ASME 142, 021017:1-021017:19 (2020)

12- Variational approach to relaxed topological optimization: closed form solutions for structural problems in a sequential pseudo-time framework
Oliver, J.; Yago, D.; Cante, J.; Lloberas-Valls, O.
Computer methods in applied mechanics and engineering 355, 779-819 (2019)

13- Computational design of locally resonant acoustic metamaterials
Roca, D.; Yago, D.; Cante, J.; Lloberas-Valls, O.; Oliver, J.
Computer methods in applied mechanics and engineering 345, 161-182 (2019)

14- Two-scale topology optimization in computational material design: an integrated approach
Ferrer, A.; Cante, J.; Hernandez, J.A.; Oliver, J.
International journal for numerical methods in engineering 114, 232-254 (2018)

15- A computational multiscale homogenization framework accounting for inertial effects: application to acoustic metamaterials modelling
Roca, D.; Lloberas-Valls, O.; Cante, J.; Oliver, J.
Computer methods in applied mechanics and engineering 330, 415-446 (2018)