Model order reduction of nonlinear MEMS structures: a high order invariant manifold approach | Zendy

Andrea Opreni | Zendy; Alessandra Vizzaccaro | Zendy; Giorgio Gobat | Zendy; Adrien Martin | Zendy; Loïc Salles | Zendy; Attilio Frangi | Zendy; Cyril Touzé | Zendy

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Model order reduction of nonlinear MEMS structures: a high order invariant manifold approach

Author(s) -

Andrea Opreni,

Alessandra Vizzaccaro,

Giorgio Gobat,

Adrien Martin,

Loïc Salles,

Attilio Frangi,

Cyril Touzé

Publication year - 2022

Publication title -

hal (le centre pour la communication scientifique directe)

Language(s) - English

Resource type - Conference proceedings

Subject(s) - invariant manifold , model order reduction , nonlinear system , microelectromechanical systems , order (exchange) , invariant (physics) , manifold (fluid mechanics) , reduction (mathematics) , computer science , center manifold , control theory (sociology) , mathematics , topology (electrical circuits) , pure mathematics , engineering , physics , algorithm , artificial intelligence , mechanical engineering , bifurcation , geometry , business , optoelectronics , combinatorics , projection (relational algebra) , mathematical physics , hopf bifurcation , control (management) , quantum mechanics , finance

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