Adrian Arellano-Delgado

Dr. Adrian Arellano-Delgado

Facultad de Ingeniería Arquitectura y Diseño, Universidad Autónoma de Baja California, Ensenada, Baja California, Mexico
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orcid

Research Focus & Metrics

Academic Career Length

11Years (2016-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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27 November 2022 in Nonlinear Dynamics
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Daniel Murillo EscobarDaniel Murillo Escobar
Daniel Murillo Escobar
Miguel Angel Murillo-EscobarMiguel Angel Murillo-Escobar
Miguel Angel Murillo-Escobar
CCCésar Cruz-Hernández
César Cruz-Hernández
AAAdrian Arellano-Delgado
Adrian Arellano-Delgado
RLRosa Martha López-Gutiérrez
Rosa Martha López-Gutiérrez

1 November 2021 in Automatica
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JPJavier Pliego-Jiménez
Javier Pliego-Jiménez
RMRigoberto Martínez-Clark
Rigoberto Martínez-Clark
CCCésar Cruz-Hernández
César Cruz-Hernández
AAAdrian Arellano-Delgado
Adrian Arellano-Delgado

13 July 2018 in Physical Review E
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Jonatan Pena RamirezJonatan Pena Ramirez
Jonatan Pena Ramirez
AAAdrian Arellano-Delgado
Adrian Arellano-Delgado
Henk NijmeijerHenk Nijmeijer
Henk Nijmeijer
This paper introduces a modified master-slave synchronization scheme for dynamical systems. In contrast to the standard configuration, the slave system does not receive any driving signal from the master, but rather the interaction is through a linear dynamical system. The key feature of the proposed coupling scheme is that it induces synchronization in certain systems that cannot be synchronized when using the classical static interconnection. Likewise, the dynamic coupling achieves synchronization for arbitrarily large coupling strength values in certain systems for which the classical configuration is applicable only within a narrow interval of coupling strength values. The performance of the synchronization scheme is illustrated in pairs of identical chaotic and mechanical oscillators.

1 January 2017 in Complexity
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RMRodrigo Daniel Mendez-Ramirez
Rodrigo Daniel Mendez-Ramirez
AAAdrian Arellano-Delgado
Adrian Arellano-Delgado
CCCésar Cruz-Hernández
César Cruz-Hernández
RCRIGOBERTO MARTINEZ CLARK
RIGOBERTO MARTINEZ CLARK
This paper presents a new three-dimensional autonomous chaotic system. The proposed system generates a chaotic attractor with the variation of two parameters. Analytical and numerical studies of the dynamic properties to generate chaos, for continuous version (CV) and discretized version (DV), for the new chaotic system (NCS) were conducted. The CV of the NCS was implemented by using an electronic circuit with operational amplifiers (OAs). In addition, the presence of chaos for DV of the NCS was proved by using the analytical and numerical degradation tests; the time series was calculated to determine the behavior of Lyapunov exponents (LEs). Finally, the DV of NCS was implemented, in real-time, by using a novel embedded system (ES) Mikromedia Plus for PIC32MX7 that includes one microcontroller PIC32 and one thin film transistor touch-screen display (TFTTSD), together with external digital-to-analog converters (DACs).

26 July 2021 in Electronics
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RMRodrigo Daniel Mendez-Ramirez
Rodrigo Daniel Mendez-Ramirez
AAAdrian Arellano-Delgado
Adrian Arellano-Delgado
Miguel Angel Murillo-EscobarMiguel Angel Murillo-Escobar
Miguel Angel Murillo-Escobar
CCCésar Cruz-Hernández
César Cruz-Hernández
This work presents a new four-dimensional autonomous hyperchaotic system based on Méndez-Arellano-Cruz-Martínez (MACM) 3D chaotic system. Analytical and numerical studies of the dynamic properties are conducted for the new hyperchaotic system (NHS) in its continuous version (CV), where the Lyapunov exponents are calculated. The CV of the NHS is simulated and implemented using operational amplifiers (OAs), whereas the Discretized Version (DV) is simulated and implemented in real-time. Besides, a novel study of the algorithm performance of the proposed DV of NHS is conducted with the digital-electronic implementation of the floating-point versus Q1.15 fixed-point format by using the Digital Signal Processor (DSP) engine of a 16-bit dsPIC microcontroller and two external dual digital to analog converters (DACs) in an embedded system (ES).

2 March 2022 in Applied Sciences
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JCJuan Jose Cetina-Denis
Juan Jose Cetina-Denis
RLRosa Martha López-Gutiérrez
Rosa Martha López-Gutiérrez
CCCésar Cruz-Hernández
César Cruz-Hernández
AAAdrian Arellano-Delgado
Adrian Arellano-Delgado
This paper addresses the problem of designing an algorithm capable of generating chaotic trajectories for mobile robots. In particular, the chaotic behavior is induced in the linear and angular velocities of a differential drive mobile robot by infusing them with the states of the Hénon chaotic map. A possible application of patrolling a work area by using trajectories with chaotic motion in differential drive mobile robots is presented. In this work, obtained numerical and experimental results are reported and analyzed. In addition, two quantitative numerical tests are applied in order to measure the chaoticity of the generated trajectories. With the intention of expanding this work further, we explore the case where multiple mobile robots move simultaneously in the same work area with different trajectories, and the final results are exhaustively analyzed. In addition, experimental results are presented.