Adrian Amor-Martin

Profesor Ayudante Doctor

Universidad Carlos III de Madrid Escuela Politécnica Superior

Spain

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Adrian Amor-Martin is an Assistant Professor at Universidad Carlos III de Madrid, Escuela Politécnica Superior in Spain. His research areas include computational electromagnetics, sound classification using neural networks, and numerical methods for modeling electromagnetic phenomena. Recent publications encompass topics such as curl-conforming basis functions, electromagnetic analogs of gravitational fields, and advanced meshing strategies for geo-electromagnetic modeling.

Articles (15)

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2024

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2024

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2024

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2023

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2023

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2023

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2023

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2023

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2023

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2022

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2022

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2022

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2021

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2021

Collaborators (7)

Luis Enrique Garcia Muñoz

PROFESSOR

Universidad Carlos III de Madrid

SPAIN

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GABRIEL SANTAMARIA BOTELLO

Universidad Carlos III de Madrid

SPAIN

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Luis Emilio Garcia-Castillo

Universidad Carlos III de Madrid

SPAIN

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Paula Rulff

Delft University of Technology

NETHERLANDS

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JOSE A. BELLOCH

Assistant Professor

Universidad Carlos III de Madrid

SPAIN

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Kerlos Atia Abdalmalak

Universidad Carlos III de Madrid

SPAIN

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Gema Piñero

Professor

Universitat Politècnica de València

SPAIN

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Adrian Amor-Martin

Research Interests

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Articles (15)

A priori verification method for curl‐conforming basis functions in simplices

Urban sound classification using neural networks on embedded FPGAs

Fully metallic geodesic lenses as analog electromagnetic models of static and spherically symmetric gravitational fields

Publisher Erratum: Propagation of light in the presence of gravity generated by static and spherically symmetric curved space-times using Maxwell equations

Interactions between linear polarized gravitational waves and electromagnetic waves in an electromagnetic analog of gravity

Second-Order Nédélec Curl-Conforming Hexahedral Element for Computational Electromagnetics

A Rigorous Code Verification Process of the Domain Decomposition Method in a Finite Element Method for Electromagnetics

Hierarchical Universal Matrices for Curvilinear Tetrahedral H (curl) Finite Elements with Inhomogeneous Material Properties

Meshing strategies for 3d geo-electromagnetic modeling in the presence of metallic infrastructure

Strategies to parallelize a finite element mesh truncation technique on multi-core and many-core architectures

Propagation of light in the presence of gravity generated by static and spherically symmetric curved space-times using Maxwell equations

Tailored meshing for parallel 3D electromagnetic modeling using high-order edge elements

3D magnetotelluric modeling using high-order tetrahedral Nédélec elements on massively parallel computing platforms

Test-Driven Development of a Substructuring Technique for the Analysis of Electromagnetic Finite Periodic Structures

Adaptive Semi-Structured Mesh Refinement Techniques for the Finite Element Method

Collaborators (7)

Luis Enrique Garcia Muñoz

GABRIEL SANTAMARIA BOTELLO

Luis Emilio Garcia-Castillo

Paula Rulff

JOSE A. BELLOCH

Kerlos Atia Abdalmalak

Gema Piñero

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