PERFIL INVESTIGADOR

Dr. Gómez Aguilar, José Francisco

Miembro de la División Ingeniería de Operación y Proceso del Consejo Académico UV CNCI

Estudié la Licenciatura y Maestría en Ingeniería Eléctrica en la Universidad de Guanajuato en 2005 y 2007, respectivamente, obtuve el doctorado en Física por la División de Ciencia e Ingenierías de la Universidad de Guanajuato en 2012. Soy miembro del Consejo Nacional de Ciencia y Tecnología y del registro de evaluadores en Ingeniería e Industria (CONACYT-RCEA MÉXICO). Actualmente soy profesor investigador titular en el Departamento de Ingeniería Electrónica del Centro Nacional de Investigación y Desarrollo Tecnológico (CENIDET), Cuernavaca, Mor., México. Mis intereses científicos son el cálculo fraccionario, procesamiento de imágenes y señales, control, electroquímica, bioelectromagnetismo y aplicaciones biomédicas. Me he desempeñado como editor invitado de algunos números especiales y también como revisor de más de 40 revistas acreditadas internacionales. He presentado y participado en más de 10 congresos internacionales, además soy autor de más de 350 artículos publicados en revistas internacionales con estricta revisión.

En el 2018 me incorporé como tutor investigador a la Universidad Virtual CNCI, formando parte del Consejo Académico en la División de Ingeniería de Operación y Proceso.

Contribuciones

  • Wave propagation in an elastic coaxial hollow cylinder when exposed to thermal heating and external load
  • A initial–boundary value problem of a biofluid influenced by a magnetic field using a fractional differential operator with non-singular kernel
  • Mathematical modeling of coronavirus disease COVID-19 dynamics using CF and ABC non-singular fractional derivatives
  • The Use of a Time-Frequency Transform for the Analysis of Electrochemical Noise for Corrosion Estimation
  • Fractional viscoelastic models with novel variableand constant order fractional derivative operators
  • Travelling waves solution for fractional-order biological population model
  • Analysis of Fractional-Order Nonlinear Dynamic Systems with General Analytic Kernels: Lyapunov Stability and Inequalities
  • Diverse Soliton Structures for Fractional NonlinearSchrodinger Equation, KdV Equation and WBBMEquation Adopting a New Technique
  • Novel Optical Solitons to the Perturbed Gerdjikov-Ivanov Equation Via Collective Variables
  • Exploring the Cross-Correlation as a Means for Detecting Digital Watermarks and Its Reformulation Into the Fractional Calculus Framework
  • Fractional derivatives with no-index law property: Application to chaos and statistics
  • Numerical solutions of Fourier's law involving fractional derivatives with bi-order
  • Modelling the oxygen diffusion eqyuation within the scope of fractional calulus
  • Fractional derivatives with no-index law property: Application to chaos and statistics
  • A Simple Spectral Observer
  • Coupled reaction-diffusion waves in a chemical system viafractional derivatives in Liouville-Caputo sense
  • Optical soliton solutions of the Ginzburg-Landau equation withconformable derivative and Kerr law nonlinearity
  • Analytical solution of the time fractional diffusion equationand fractional convection-diffusion equation
  • Homogeneity-PMU-Based Method for Detection and Classification of Power Quality Disturbances
  • Electrical circuits RC and RL involving fractional operators with bi-order
  • Irving–Mullineux oscillator via fractional derivatives with Mittag-Leffler kernel
  • Control Scheme Formulation for the Production of Hydrogen on Demand to Feed an Internal Combustion Engine
  • Control of the Air Supply Subsystem in a PEMFC with Balance of Plant Simulation
  • Chaos in a Cancer Model via Fractional Derivatives with Exponential Decay and Mittag-Leffler Law
  • Bateman–Feshbach Tikochinsky and Caldirola–Kanai Oscillators with New Fractional Differentiation
  • Fractional Derivatives with the Power-Law and the Mittag–Leffler Kernel Applied to the Nonlinear Baggs–Freedman Model
  • Chaotic Attractors with Fractional Conformable Derivatives in the Liouville–Caputo Sense and Its Dynamical Behaviors
  • A simple Spectral Observer
  • A New Methodology for Tracking and Instantaneous Characterization of Voltage Variations
  • Analytical and numerical solutions of electrical circuits described by fractional derivatives
  • Analytical solutions for the fractional diffusion-advection equation describing super-diffusion
  • Analytical Solutions of the Electrical RLC Circuit via Liouville–Caputo Operators with Local and Non-Local Kernels
  • Behavior characteristics of a cap-resistor, memcapacitor, and a memristor from the response obtained of RC and RL electrical circuits described by fractional differential equations
  • Equivalent Circuits Applied in Electrochemical Impedance Spectroscopy and Fractional Derivatives with and without Singular Kernel
  • Experimental evaluation of viscous damping coefficient in the fractional underdamped oscillator
  • RLC electrical circuit of non-integer order
  • Fractional electromagnetic waves
  • Dynamics of a charged particle in a ramp magnetic field
  • Master-Slave Synchronization of Robot Manipulators Driven by Induction Motors
  • Nonlocal Transport Processes and the Fractional Cattaneo-Vernotte Equation
  • On the Possibility of the Jerk Derivative in Electrical Circuits
  • Series Solution for the Time-Fractional Coupled mKdV Equation Using the Homotopy Analysis Method
  • Triple pendulum model involving fractional derivatives with different kernels
  • Modeling of a Mass-Spring-Damper System by Fractional Derivatives with and without a Singular Kernel
  • Fractional Transmission Line with Losses
  • Space-Time Fractional Diffusion-Advection Equation with Caputo Derivative
  • Analysis on the time and frequency domain for the RC electric circuit of fractional order
  • RLC electrical circuit of non-integer order
  • Experimental Study on the Performance of Controllers for the Hydrogen Gas Production Demanded by an Internal Combustion Engine

Calendarios de trabajo