Nathan Shauer

About Nathan Shauer

Nathan Shauer, With an exceptional h-index of 7 and a recent h-index of 7 (since 2020), a distinguished researcher at University of Illinois at Urbana-Champaign, specializes in the field of GFEM, Mixed Finite Element Method, Hydraulic Fracturing Simulation, Porous Media Flow Simulation.

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

Extending h adaptivity with refinement patterns

Stress mixed polyhedral finite elements for two-scale elasticity models with relaxed symmetry

Resonances of fluid‐filled cracks with complex geometry and application to very long period (VLP) seismic signals at Mayotte submarine volcano

Recent Advances on a Stable Hybrid Finite Elements Methodology for Stokes Flow using H (div) Spaces

DFNMesh: Finite element meshing for discrete fracture matrix models

A multiscale finite element method for simulating flow in fractured porous media

Resonances in a fluid-filled crack of arbitrary shape and its application to very long period (VLP) signals at Mayotte submarine volcano

An efficient construction of divergence-free spaces in the context of exact finite element de Rham sequences

Nathan Shauer Information

University

Position

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Citations(all)

170

Citations(since 2020)

155

Cited By

62

hIndex(all)

7

hIndex(since 2020)

7

i10Index(all)

7

i10Index(since 2020)

7

Email

University Profile Page

Google Scholar

Nathan Shauer Skills & Research Interests

GFEM

Mixed Finite Element Method

Hydraulic Fracturing Simulation

Porous Media Flow Simulation

Top articles of Nathan Shauer

Extending h adaptivity with refinement patterns

arXiv preprint arXiv:2404.18800

2024/4/29

Nathan Shauer
Nathan Shauer

H-Index: 5

Stress mixed polyhedral finite elements for two-scale elasticity models with relaxed symmetry

Computers & Mathematics with Applications

2024/4/1

Nathan Shauer
Nathan Shauer

H-Index: 5

Resonances of fluid‐filled cracks with complex geometry and application to very long period (VLP) seismic signals at Mayotte submarine volcano

Journal of Geophysical Research: Solid Earth

2024/3

Chao Liang
Chao Liang

H-Index: 23

Nathan Shauer
Nathan Shauer

H-Index: 5

Recent Advances on a Stable Hybrid Finite Elements Methodology for Stokes Flow using H (div) Spaces

2023/12/18

Nathan Shauer
Nathan Shauer

H-Index: 5

DFNMesh: Finite element meshing for discrete fracture matrix models

Advances in Engineering Software

2023/12/1

Nathan Shauer
Nathan Shauer

H-Index: 5

A multiscale finite element method for simulating flow in fractured porous media

Associação Brasileira de Métodos Computacionais em Engenharia

2023

Nathan Shauer
Nathan Shauer

H-Index: 5

Resonances in a fluid-filled crack of arbitrary shape and its application to very long period (VLP) signals at Mayotte submarine volcano

AGU Fall Meeting Abstracts

2022/12

Chao Liang
Chao Liang

H-Index: 23

Nathan Shauer
Nathan Shauer

H-Index: 5

An efficient construction of divergence-free spaces in the context of exact finite element de Rham sequences

Computer Methods in Applied Mechanics and Engineering

2022/12/1

Nathan Shauer
Nathan Shauer

H-Index: 5

A non-intrusive iterative generalized finite element method for multiscale coupling of 3-D solid and shell models

Computer Methods in Applied Mechanics and Engineering

2022/12/1

Propagation mechanisms and parametric influence in multiple interacting hydraulic fractures: A 3‐DG/XFEM hydro‐mechanical modeling

International Journal for Numerical and Analytical Methods in Geomechanics

2022/8

Nathan Shauer
Nathan Shauer

H-Index: 5

A three-dimensional Generalized Finite Element Method for simultaneous propagation of multiple hydraulic fractures from a wellbore

Engineering Fracture Mechanics

2022/4/15

Nathan Shauer
Nathan Shauer

H-Index: 5

Simulating and diagnosing three-dimensional multistage hydraulic fracturing with the generalized finite element method

2021/2/24

Nathan Shauer
Nathan Shauer

H-Index: 5

High-order stable generalized/extended finite element approximations for accurate stress intensity factors

Engineering Fracture Mechanics

2021/1/1

A generalized finite element method for three-dimensional hydraulic fracture propagation: Comparison with experiments

Engineering Fracture Mechanics

2020/8/1

Nathan Shauer
Nathan Shauer

H-Index: 5

A stable generalized/extended p-hierarchical FEM for three-dimensional linear elastic fracture mechanics

Computer Methods in Applied Mechanics and Engineering

2020/6/1

See List of Professors in Nathan Shauer University(University of Illinois at Urbana-Champaign)

Co-Authors

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