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Alessandro Reali

Technical University of Munich · DE
Area of research
Computational Mechanics · Mechanics of Materials
Research interest
Research interests include Isogeometric analysis, Fluid–structure interaction, Parametric statistics, Computer science, Coronavirus disease 2019 (COVID-19), and Finite element method.
h-index
citations
1,124
works
11
NIH funding
primary concept
email

Recent publications

Simulating the spread of COVID-19 <i>via</i> a spatially-resolved susceptible-exposed-infected-recovered-deceased (SEIRD) model with heterogeneous diffusion.
PubMed 2021cited by 227position: middledoi
A curvilinear isogeometric framework for the electromechanical activation of thin muscular tissues
Computer Methods in Applied Mechanics and Engineering 2021cited by 22position: middledoi
Diffusion–reaction compartmental models formulated in a continuum mechanics framework: application to COVID-19, mathematical analysis, and numerical study
Computational Mechanics 2020cited by 94position: middledoi
How geometry and anisotropy affect residual strain in host-inclusion systems: Coupling experimental and numerical approaches
American Mineralogist 2018cited by 74position: middledoi
Skeleton-stabilized immersogeometric analysis for incompressible viscous flow problems
Computer Methods in Applied Mechanics and Engineering 2018cited by 45position: middledoi
A framework for designing patient‐specific bioprosthetic heart valves using immersogeometric fluid–structure interaction analysis
International Journal for Numerical Methods in Biomedical Engineering 2017cited by 127position: middledoi
HIGAMod: A Hierarchical IsoGeometric Approach for MODel reduction in curved pipes
Computers & Fluids 2016cited by 32position: middledoi
A patient-specific follow up study of the impact of thoracic endovascular repair (TEVAR) on aortic anatomy and on post-operative hemodynamics.
Computers & Fluids 2016cited by 31position: middledoi
Dynamic and fluid–structure interaction simulations of bioprosthetic heart valves using parametric design with T-splines and Fung-type material models
Computational Mechanics 2015cited by 256position: middledoi
A locking-free model for Reissner–Mindlin plates: Analysis and isogeometric implementation via NURBS and triangular NURPS
Mathematical Models and Methods in Applied Sciences 2015cited by 78position: middledoi
Patient-specific isogeometric structural analysis of aortic valve closure
Computer Methods in Applied Mechanics and Engineering 2014cited by 138position: lastdoi

Grants

No grants ingested yet.

Frequent collaborators

· 6 papers (2014–2021)Thomas J.R. Hughes · The University of Texas at Austin5 papers (2014–2021)Alessandro Veneziani · Georgia Institute of Technology4 papers (2016–2021) · 3 papers (2014–2017)Josef Kiendl · Technical University of Munich3 papers (2015–2021) · 2 papers (2020–2021)David Kamensky · University of California San Diego2 papers (2015–2017)Thomas E. Yankeelov · Livestrong Foundation2 papers (2020–2021) · 2 papers (2020–2021)Michael S. Sacks · The University of Texas at Austin2 papers (2015–2017)Fei Xu · Iowa State University2 papers (2015–2017)Guillermo Lorenzo · The University of Texas at Austin2 papers (2020–2021) · 2 papers (2020–2021)Ming‐Chen Hsu · Iowa State University2 papers (2015–2017)Rana Zakerzadeh · The University of Texas at Austin1 papers (2017–2017)Fabrizio Nestola · University of Padua1 papers (2018–2018)Yuri Bazilevs · Waseda University1 papers (2015–2015) · 1 papers (2016–2016) · 1 papers (2018–2018) · 1 papers (2016–2016)