Sansit Patnaik
Affiliations: | Purdue University, West Lafayette, IN, United States |
Area:
Mechanics, wave propagationGoogle:
"Sansit Patnaik"Mean distance: (not calculated yet)
Collaborators
Sign in to add collaborator| Wei Ding | collaborator | Purdue | |
| Mehdi Jokar | collaborator | ||
| Sai Sidhardh | collaborator | IIT Hyderabad |
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Publications
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| Ding W, Patnaik S, Sidhardh S, et al. (2021) Applications of Distributed-Order Fractional Operators: A Review. Entropy (Basel, Switzerland). 23 |
| Zhu H, Patnaik S, Walsh TF, et al. (2020) Nonlocal elastic metasurfaces: Enabling broadband wave control via intentional nonlocality. Proceedings of the National Academy of Sciences of the United States of America |
| Patnaik S, Semperlotti F. (2020) A generalized fractional-order elastodynamic theory for non-local attenuating media. Proceedings. Mathematical, Physical, and Engineering Sciences. 476: 20200200 |
| Patnaik S, Semperlotti F. (2020) Variable-order particle dynamics: formulation and application to the simulation of edge dislocations. Philosophical Transactions. Series a, Mathematical, Physical, and Engineering Sciences. 378: 20190290 |
| Patnaik S, Hollkamp JP, Semperlotti F. (2020) Applications of variable-order fractional operators: a review. Proceedings. Mathematical, Physical, and Engineering Sciences. 476: 20190498 |
| Patnaik S, Semperlotti F. (2020) Modeling Contacts and Hysteretic Behavior in Discrete Systems Via Variable-Order Fractional Operators Journal of Computational and Nonlinear Dynamics. 15 |
| Patnaik S, Sidhardh S, Semperlotti F. (2020) A Ritz-based finite element method for a fractional-order boundary value problem of nonlocal elasticity International Journal of Solids and Structures. 202: 398-417 |
| Sidhardh S, Patnaik S, Semperlotti F. (2020) Geometrically nonlinear response of a fractional-order nonlocal model of elasticity International Journal of Non-Linear Mechanics. 125: 103529 |
| Patnaik S, Sidhardh S, Semperlotti F. (2020) Towards a Unified Approach to Nonlocal Elasticity via Fractional-Order Mechanics International Journal of Mechanical Sciences. 105992 |
| Patnaik S, Sidhardh S, Semperlotti F. (2020) Geometrically nonlinear analysis of nonlocal plates using fractional calculus International Journal of Mechanical Sciences. 179: 105710 |