umberto perego

umberto perego

Politecnico di Milano

H-index: 28

Europe-Italy

About umberto perego

umberto perego, With an exceptional h-index of 28 and a recent h-index of 20 (since 2020), a distinguished researcher at Politecnico di Milano, specializes in the field of ingegneria, meccanica computazionale, meccanica strutturale, meccanica dei materiali.

His recent articles reflect a diverse array of research interests and contributions to the field:

A Hu-Washizu variational approach to self-stabilized quadrilateral Virtual Elements: 2D linear elastodynamics

Analysis of a stabilization-free quadrilateral Virtual Element for 2D linear elasticity in the Hu-Washizu formulation

An in-plane phase-field ductile fracture model for orthotropic paperboard material

A hybrid Lagrangian–Eulerian particle finite element method for free‐surface and fluid–structure interaction problems

Higher order phase-field modeling of brittle fracture via isogeometric analysis

A concise review of small-strain phase-field modeling of ductile fracture

A small deformations effective stress model of gradient plasticity phase-field fracture

A Hu–Washizu variational approach to self-stabilized virtual elements: 2D linear elastostatics

umberto perego Information

University

Position

___

Citations(all)

3030

Citations(since 2020)

1155

Cited By

2319

hIndex(all)

28

hIndex(since 2020)

20

i10Index(all)

56

i10Index(since 2020)

33

Email

University Profile Page

Politecnico di Milano

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umberto perego Skills & Research Interests

ingegneria

meccanica computazionale

meccanica strutturale

meccanica dei materiali

Top articles of umberto perego

Title

Journal

Author(s)

Publication Date

A Hu-Washizu variational approach to self-stabilized quadrilateral Virtual Elements: 2D linear elastodynamics

Computational Mechanics

Andrea Lamperti

Massimiliano Cremonesi

Umberto Perego

Alessandro Russo

Carlo Lovadina

2024/2/4

Analysis of a stabilization-free quadrilateral Virtual Element for 2D linear elasticity in the Hu-Washizu formulation

Computers & Mathematics with Applications

Massimiliano Cremonesi

Andrea Lamperti

Carlo Lovadina

Umberto Perego

Alessandro Russo

2024/2/1

An in-plane phase-field ductile fracture model for orthotropic paperboard material

International Journal of Solids and Structures

Alessandro Marengo

Umberto Perego

Eric Borgqvist

Johan Tryding

Matti Ristinmaa

2024/5/15

A hybrid Lagrangian–Eulerian particle finite element method for free‐surface and fluid–structure interaction problems

International Journal for Numerical Methods in Engineering

Cheng Fu

Massimiliano Cremonesi

Umberto Perego

2023

Higher order phase-field modeling of brittle fracture via isogeometric analysis

Engineering with Computers

Luigi Greco

Alessia Patton

Matteo Negri

Alessandro Marengo

Umberto Perego

...

2024/3/14

A concise review of small-strain phase-field modeling of ductile fracture

Alessandro Marengo

Umberto Perego

2023/6/15

A small deformations effective stress model of gradient plasticity phase-field fracture

Computer Methods in Applied Mechanics and Engineering

Alessandro Marengo

Umberto Perego

2023/5/1

A Hu–Washizu variational approach to self-stabilized virtual elements: 2D linear elastostatics

Computational Mechanics

Andrea Lamperti

Massimiliano Cremonesi

Umberto Perego

Alessandro Russo

Carlo Lovadina

2023/5

Design charts for reliability assessment of rock bedding slopes stability against bi-planar sliding: SRLEM and BPNN approaches

Georisk: Assessment and Management of Risk for Engineered Systems and Geohazards

Longlong Chen

Wengang Zhang

Xuecheng Gao

Lin Wang

Zheng Li

...

2022/4/3

Design of glass containers for submarine carbon storage

Packaging Technology and Science

Cheng Fu

Nicola Cefis

Massimiliano Cremonesi

Umberto Perego

Stefano Caserini

...

2022/3

A Lagrangian fluid–structure interaction approach for the simulation of airbag deployment

Finite Elements in Analysis and Design

Simone Meduri

Massimiliano Cremonesi

Attilio Frangi

Umberto Perego

2022/1/1

Contributions and challenges on the computational modeling of damage and fracture

Claudia Comi

Umberto Perego

2022/6/5

3D interaction between Lagrangian fluids and highly deformable structures

Massimiliano Cremonesi

Simone Meduri

Umberto Perego

2021

Numerical simulation of Vajont disaster using the Particle Finite Element Method

Alessandro Franci

Massimiliano Cremonesi

Umberto Perego

E Onate

G Crosta

2021

Numerical simulation of water waves generated by landslides impact. Application to Vajont disaster

A Franci

M Cremonesi

U Perego

E Onate

G Crosta

2021

A Lagrangian approach for fluid-structure interaction via particle finite element (PFEM) modeling

M Cremonesi

S Meduri

U Perego

2021

A rigorous and efficient explicit algorithm for irreversibility enforcement in phase-field finite element modeling of brittle crack propagation

Computer Methods in Applied Mechanics and Engineering

Alessandro Marengo

Alessia Patton

Matteo Negri

Umberto Perego

Alessandro Reali

2021/12/15

A robust explicit algorithm for phase-field modeling of quasi-brittle fracture

A Marengo

A Patton

M Negri

U Perego

A Reali

2021

Consistent implicit time integration for viscoplastic modelingof subsidence above hydrocarbon reservoirs

Applied Sciences

Aldo Ghisi

Massimiliano Cremonesi

Umberto Perego

Anna Corradi

Fabrizio Gemelli

...

2021/4/14

Lagrangian–Eulerian enforcement of non-homogeneous boundary conditions in the particle finite element method

Computational Particle Mechanics

M Cremonesi

S Meduri

U Perego

2020/1/1

See List of Professors in umberto perego University(Politecnico di Milano)