Alejandro Martinez-Cava

Lecturer

Universidad Politécnica de Madrid

Spain

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About

Alejandro Martinez-Cava is a Lecturer at Universidad Politécnica de Madrid, Spain. His research focuses on areas such as variational mode decomposition, uncertainty analysis in fitting coefficients, and optimal energy production in photovoltaic systems. He has contributed significantly to the understanding of unsteady shock wave motion and its implications in various engineering contexts.

Articles (16)

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2026

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2026

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2025

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2025

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2025

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2025

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2024

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2023

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2022

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2021

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2020

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2020

Collaborators (5)

Markel Penalba

Lecturer and researcher

Mondragon Unibertsitatea

SPAIN

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Miguel Chavez Modena

Lecturer

Universidad Politécnica de Madrid

SPAIN

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Ángel Sanz-Andrés

Universidad Politécnica de Madrid

SPAIN

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Guillermo Paniagua

UNITED STATES

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Eusebio Valero

Universidad Politécnica de Madrid

SPAIN

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Alejandro Martinez-Cava

Research Interests

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About

Articles (16)

Orthogonalized variational mode decomposition

A comprehensive framework for fitting coefficients uncertainty: The RUM methodology

Approximated methods for the analysis of the unsteady shock wave motion in inlet unstart processes

Analysis of the unsteady shock wave motion in inlet unstart processes

Self-excited critical wind speed and uncertainty determinations

Optimizing energy production in PV systems: Comprehensive review of radiation models and key factors influencing power generation

A time–frequency modal decomposition for the analysis of non-stationary separated flow

Towards certification: A complete statistical validation pipeline for supervised learning in industry

Impact of harmonic inflow variations on the size and dynamics of the separated flow over a bump

Parametric analysis of self-excited aeroelastic instability of an isolated single-axis two-dimensional flat solar tracker

An adjoint-based drag reduction technique for unsteady flows

A proper orthogonal decomposition analysis upon aerodynamic structures under clean and rough conditions

Efficiency of Pulsating Base Bleeding to Control Trailing Edge Flow Configurations

Characterization of base bleed effects on subsonic trailing edge flows

Sensitivity gradients of surface geometry modifications based on stability analysis of compressible flows

Optimizing free parameters in the D3Q19 Multiple-Relaxation lattice Boltzmann methods to simulate under-resolved turbulent flows

Collaborators (5)

Markel Penalba

Miguel Chavez Modena

Ángel Sanz-Andrés

Guillermo Paniagua

Eusebio Valero

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