Error estimates for projection-based dynamic augmented Lagrangian boundary condition enforcement, with application to fluid–structure interaction | Zendy

Yue Yu | Zendy; David Kamensky | Zendy; MingChen Hsu | Zendy; Xin Lü | Zendy; Yuri Bazilevs | Zendy; Thomas J.R. Hughes | Zendy

Open Access

Error estimates for projection-based dynamic augmented Lagrangian boundary condition enforcement, with application to fluid–structure interaction

Author(s) -

Yue Yu,

David Kamensky,

MingChen Hsu,

Xin Lü,

Yuri Bazilevs,

Thomas J.R. Hughes

Publication year - 2018

Publication title -

mathematical models and methods in applied sciences

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 2.582

H-Index - 85

eISSN - 1793-4060

pISSN - 0218-2025

DOI - 10.1142/s0218202518500537

Subject(s) - augmented lagrangian method , lagrange multiplier , mathematics , projection (relational algebra) , projection method , lipschitz continuity , nonlinear system , vector field , mathematical optimization , mathematical analysis , dykstra's projection algorithm , geometry , algorithm , physics , quantum mechanics

In this work, we analyze the convergence of the recent numerical method for enforcing fluid–structure interaction (FSI) kinematic constraints in the immersogeometric framework for cardiovascular FS...

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