240
R. dell’Erba
Avella, M., dell’Erba, R., D’Orazio, L., & Martuscelli, E. (1995). Influence of molecular weight and
molecular weight distribution on crystallization and thermal behavior of isotactic polypropylene.
Polym. Netw. Blends, 5(1), 47–54.
Avella, M. delL’Erba, R., Martuscelli E. «Fiber reinforced polypropylene: Influence of iPP molecular
weight on morphology, crystallization, and thermal and mechanical properties», Polym. Compos.,
vol. 17, n. 2, pagg. 288–299, 1996.
Balobanov, V., Kiendl, J., Khakalo, S., & Niiranen, J. (2019). Kirchhoff-Love shells within
strain gradient elasticity: Weak and strong formulations and an H3-conforming isogeometric
implementation. Computer Methods in Applied Mechanics and Engineering, 344, 837–857.
Barchiesi, E., Ganzosch, G., Liebold, C., Placidi, L., Grygoruk, R., & Müller, W. H. (2019a). Outof-plane buckling of pantographic fabrics in displacement-controlled shear tests: Experimental
results and model validation. Continuum Mechanics and Thermodynamics, 31(1), 33–45.
Barchiesi, E., Spagnuolo, M., & Placidi, L. (2019b). Mechanical metamaterials: A state of the art.
Mathematics and Mechanics of Solids, 24(1), 212–234.
Battista, A., Rosa, L., dell’Erba, R., & Greco, L. (2016). Numerical investigation of a particle
system compared with first and second gradient continua: Deformation and fracture phenomena.
Mathematics and Mechanics of Solids, 1081286516657889.
Bender, J., Müller, M., & Macklin, M. (2015). Position-based simulation methods in computer
graphics. Eurographics (Tutorials). Available at: https://www.researchgate.net/profile/Jan_
Bender/publication/274940214_Position-Based_Simulation_Methods_in_Computer_Graphics/
links/552cc4a40cf29b22c9c466df/Position-Based-Simulation-Methods-in-Computer-Graphics.
pdf. [Consultato: 06-set-2017].
Carcaterra, A., dell’Isola, F., Esposito, R., & Pulvirenti, M. (2015). Macroscopic description of
microscopically strongly inhomogenous systems: A mathematical basis for the synthesis of higher
gradients metamaterials. Archive for Rational Mechanics and Analysis, 218(3), 1239–1262.
Cazzani, A., Malagù, M., & Turco, E. (2016a). Isogeometric analysis: A powerful numerical tool for
the elastic analysis of historical masonry arches. Continuum Mechanics and Thermodynamics,
28(1–2), 139–156.
Cazzani, A., Malagù, M., Turco, E., & Stochino, F. (2016b). Constitutive models for strongly
curved beams in the frame of isogeometric analysis. Mathematics and Mechanics of Solids,
21(2), 182–209.
De Angelo, M., Spagnuolo, M., D’annibale, F., Pfaff, A., Hoschke, K., Misra, A., & Pawlikowski, M.
(2019). The macroscopic behavior of pantographic sheets depends mainly on their microstructure:
Experimental evidence and qualitative analysis of damage in metallic specimens. Continuum
Mechanics and Thermodynamics, 1–23.
dell’Erba, R. (2012). The localization problem for an underwater swarm. ENEA: Technical Report.
dell’Erba, R., & Moriconi, C. (2014). Bio-inspired robotics—it. Available at: https://www.enea.
it/it/produzione-scientifica/edizioni-enea/2014/bio-inspirede-robotics-proceedings. [Consultato:
15-dic-2014].
dell’Erba, R. (2015) Determination of spatial configuration of an underwater swarm with minimum
data. International Journal of Advanced Robotic Systems, 12(7), 97.
dell’Erba, R. (2018a). Swarm robotics and complex behaviour of continuum material. Continuum
Mechanics and Thermodynamics. Available at:https://doi.org/10.1007/s00161-018-0675-1.
dell’Erba, R. (2018b). Swarm robotics and complex behaviour of continuum material. Continuum
Mechanics and Thermodynamics, 1–26.
dell’Erba, R. (2018c). Position-based dynamic of a particle system: a configurable algorithm to
describe complex behaviour of continuum material starting from swarm robotics. Continuum
Mechanics and Thermodynamics, 30(5), 1069–1090.
dell’Erba, R. (2018d). Position-based dynamic of a particle system: A configurable algorithm to
describe complex behaviour of continuum material starting from swarm robotics. Continuum
Mechanics and Thermodynamics, 1–22.
dell’Erba, R., & Moriconi, C. (2015). High power leds in localization of underwater robotics swarms.
IFAC-Paper, 48(10), 117–122.
R. dell’Erba
Avella, M., dell’Erba, R., D’Orazio, L., & Martuscelli, E. (1995). Influence of molecular weight and
molecular weight distribution on crystallization and thermal behavior of isotactic polypropylene.
Polym. Netw. Blends, 5(1), 47–54.
Avella, M. delL’Erba, R., Martuscelli E. «Fiber reinforced polypropylene: Influence of iPP molecular
weight on morphology, crystallization, and thermal and mechanical properties», Polym. Compos.,
vol. 17, n. 2, pagg. 288–299, 1996.
Balobanov, V., Kiendl, J., Khakalo, S., & Niiranen, J. (2019). Kirchhoff-Love shells within
strain gradient elasticity: Weak and strong formulations and an H3-conforming isogeometric
implementation. Computer Methods in Applied Mechanics and Engineering, 344, 837–857.
Barchiesi, E., Ganzosch, G., Liebold, C., Placidi, L., Grygoruk, R., & Müller, W. H. (2019a). Outof-plane buckling of pantographic fabrics in displacement-controlled shear tests: Experimental
results and model validation. Continuum Mechanics and Thermodynamics, 31(1), 33–45.
Barchiesi, E., Spagnuolo, M., & Placidi, L. (2019b). Mechanical metamaterials: A state of the art.
Mathematics and Mechanics of Solids, 24(1), 212–234.
Battista, A., Rosa, L., dell’Erba, R., & Greco, L. (2016). Numerical investigation of a particle
system compared with first and second gradient continua: Deformation and fracture phenomena.
Mathematics and Mechanics of Solids, 1081286516657889.
Bender, J., Müller, M., & Macklin, M. (2015). Position-based simulation methods in computer
graphics. Eurographics (Tutorials). Available at: https://www.researchgate.net/profile/Jan_
Bender/publication/274940214_Position-Based_Simulation_Methods_in_Computer_Graphics/
links/552cc4a40cf29b22c9c466df/Position-Based-Simulation-Methods-in-Computer-Graphics.
pdf. [Consultato: 06-set-2017].
Carcaterra, A., dell’Isola, F., Esposito, R., & Pulvirenti, M. (2015). Macroscopic description of
microscopically strongly inhomogenous systems: A mathematical basis for the synthesis of higher
gradients metamaterials. Archive for Rational Mechanics and Analysis, 218(3), 1239–1262.
Cazzani, A., Malagù, M., & Turco, E. (2016a). Isogeometric analysis: A powerful numerical tool for
the elastic analysis of historical masonry arches. Continuum Mechanics and Thermodynamics,
28(1–2), 139–156.
Cazzani, A., Malagù, M., Turco, E., & Stochino, F. (2016b). Constitutive models for strongly
curved beams in the frame of isogeometric analysis. Mathematics and Mechanics of Solids,
21(2), 182–209.
De Angelo, M., Spagnuolo, M., D’annibale, F., Pfaff, A., Hoschke, K., Misra, A., & Pawlikowski, M.
(2019). The macroscopic behavior of pantographic sheets depends mainly on their microstructure:
Experimental evidence and qualitative analysis of damage in metallic specimens. Continuum
Mechanics and Thermodynamics, 1–23.
dell’Erba, R. (2012). The localization problem for an underwater swarm. ENEA: Technical Report.
dell’Erba, R., & Moriconi, C. (2014). Bio-inspired robotics—it. Available at: https://www.enea.
it/it/produzione-scientifica/edizioni-enea/2014/bio-inspirede-robotics-proceedings. [Consultato:
15-dic-2014].
dell’Erba, R. (2015) Determination of spatial configuration of an underwater swarm with minimum
data. International Journal of Advanced Robotic Systems, 12(7), 97.
dell’Erba, R. (2018a). Swarm robotics and complex behaviour of continuum material. Continuum
Mechanics and Thermodynamics. Available at:https://doi.org/10.1007/s00161-018-0675-1.
dell’Erba, R. (2018b). Swarm robotics and complex behaviour of continuum material. Continuum
Mechanics and Thermodynamics, 1–26.
dell’Erba, R. (2018c). Position-based dynamic of a particle system: a configurable algorithm to
describe complex behaviour of continuum material starting from swarm robotics. Continuum
Mechanics and Thermodynamics, 30(5), 1069–1090.
dell’Erba, R. (2018d). Position-based dynamic of a particle system: A configurable algorithm to
describe complex behaviour of continuum material starting from swarm robotics. Continuum
Mechanics and Thermodynamics, 1–22.
dell’Erba, R., & Moriconi, C. (2015). High power leds in localization of underwater robotics swarms.
IFAC-Paper, 48(10), 117–122.