Observatorio de I+D+i UPM
• ESPAÑOL
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INVESTIGADORES
ESTRUCTURAS DE I+D+I
ACTIVIDAD INVESTIGADORA
INNOVACIÓN
Investigador
Luis Antonio Gavete Corvinos
Categoría Investigador
CATEDRATICO UNIVERSIDAD
Sexo:
V
Escuela UPM
E.T.S. DE INGENIEROS DE MINAS Y ENERGÍA
Departamento:
INGENIERÍA GEOLÓGICA Y MINERA (N)
Area Conocimiento
MATEMATICA APLICADA
Grupo de Investigación:
Simulación numérica de Fenómenos Naturales
Email (Directorio UPM)
lu.gavete
upm.es
Datos de Memorias relacionados
Proyectos de I+D+i y generación de recursos
13 Proyectos de I+D+i
1: (2007)
APLICACION DE LOS METODOS SIN MALLA A LA PREDICCION DEL TIEMPO (PAI06-0123-7821)
2: (2007)
T.I.S.N.A.T.
3: (2008)
APLICACION DE LOS METODOS SIN MALLA A LA PREDICCION DEL TIEMPO (PAI06-0123-7821)
4: (2008)
TECNICAS INNOVADORAS DE SIMULACION NUMERICA APLICADAS A MODELOS DE CALIDAD DEL AIRE (TISNAMCA) (CGL2008-01757/CLI)
5: (2009)
SIMULACION NUMERICA DE LA CALIDAD DEL AIRE EN EL ENTORNO DE LA CENTRAL TERMICA DE LA ROBLA
6: (2009)
TECNICAS INNOVADORAS DE SIMULACION NUMERICA APLICADAS A MODELOS DE CALIDAD DEL AIRE
7: (2010)
SIMULACIÓN NUMÉRICA DE LA CALIDAD DEL AIRE EN EL ENTORNO DE LA CENTRAL TÉRMICA DE LA ROBAL (SPICE-2N).
8: (2010)
TECNICAS INNOVADORAS DE SIMULACION NUMERICA APLICADAS A MODELOS DE CALIDAD DEL AIRE
9: (2011)
SIMULACION NUMERICA DE LA CALIDAD DEL AIRE EN EL ENTORNO DE LA CENTRAL TERMICA DE LA ROBLA (SPICE-2N)
10: (2011)
TECNICAS INNOVADORAS DE SIMULACION NUMERICA APLICADAS A MODELOS DE CALIDAD DEL AIRE
11: (2011)
Técnicas innovadoras de simulación numérica aplicadas a modelos de calidad del aire (TISNAMCA)
12: (2012)
SIMULACIÓN NUMÉRICA DE LA CALIDAD DEL AIRE EN EL ENTORNO DE LA CENTRAL TÉRMICA DE LA ROBAL (SPICE-2N).
13: (2014)
SIMULACIÓN NUMÉRICA DE LA CALIDAD DEL AIRE EN EL ENTORNO DE LA CENTRAL TÉRMICA DE LA ROBAL (SPICE-2N).
Formación de Investigadores y Movilidad
3 Tesis Doctorales
1: (2007)
GENERACION DE UN METODO ADAPTATIVO APLICABLE A METODOS SIN MALLA Doctor Gustavo Gonzalez sanchez
2: (2013)
Simulación numérica de un problema de contaminación atmosférica. Doctor Pedro Molina Jiménez
3: (2013)
Un método de diferencias finitas generalizadas para simular la actividad eléctrica de un tejido cardíaco. Doctor Francisco Vicente Payá
Difusión de Resultados de Investigación
31 Artículos en revistas
1: (2007)
SOLVING PARABOLIC AND HYPERBOLIC EQUATIONS BY THE GENERALIZED FINITE DIFFERENCE METHOD
2: (2008)
A posteriori error estimator and indicator in generalized finite differences. Application to improve the approximated solution of elliptic PDEs.
3: (2008)
Pseudo-spectral/finite-difference adaptive method for spherical shallow-water equations.
4: (2008)
Resolución de la dispersión de un contaminante mediante un metodo lagrangiano
5: (2009)
An adaptive solver for spherical shallow-water equations.
6: (2010)
APPLICATION OF THE GENERALIZED FINITE DIFFERENCE METHOD TO SOLVE THE ADVECTION-DIFFUSION EQUATION
7: (2011)
Application of the Generalized Finite Difference method to solve the advection-diffusion equation
8: (2011)
Application of the generalized finite difference method to solve the advection-diffusion equation
9: (2011)
Estudio de la estabilidad y dispersión del problema de propagación de ondas sísmicas en 2-D utilizando el método de diferencias finitas generalizadas
10: (2011)
Stability and dispersion of the problem of seismic wave propagation in 2-D using the generalized finite difference method
11: (2012)
A GFDM with PML for seismic wave equations in heterogeneous media
12: (2012)
A note on the application of the generalized finite difference method to seismic wave propagation in 2.D
13: (2012)
A note on the application of the generalized finite difference method to seismic wave propagation in 2D
14: (2012)
A note on the dynamic analysis using the generalized finite difference method
15: (2012)
Implementation in Chimère of a conservative solver for the advection equation
16: (2012)
Implementation in CHIMERE of a conservative solver for the advection equation?cmmse10
17: (2012)
Modelling of the advection-diffusion equation with a meshless method without numerical diffusion
18: (2012)
Modelling of the advection-diffusion equation with a meshless method without numerical diffusion
19: (2012)
Solving anisotropic elliptic and parabolic equations by a meshless method: simulation of the electrical conductivity of a tissue
20: (2012)
Solving anisotropic elliptic and parabolic equations by a meshless method: simulation of the electrical conductivitybof a tissue
21: (2012)
Solving third and four order partial differential equations using GFDM. Application to solve problems of plates
22: (2012)
Solving third- and fourth-order partial differential equations using GFDM: application to solve problems of plates
23: (2013)
A GFDM with PML for seismic wave equations in heterogeneous media
24: (2013)
A note on the dynamic analysis using the generalized finite difference method
25: (2014)
A finite volume-finite difference method with a stiff ordinary differential equation solver for advection-diffusion-reaction equation
26: (2015)
A finite volume-finite difference method with a stiff ordinary differential equation solver for advection-diffusion-reaction equation
27: (2015)
An Approach to Refinement of Irregular Clouds of Points Using Generalized Finite Differences
28: (2015)
An Approach to Refinement of Irregular Clouds of Points using Generalized Finite Differences
29: (2015)
Wave propagation in soils problems using the Generalized Finite Difference Method
30: (2015)
Wave propagation in soils problems using the Generalized Finite Difference Method
31: (2016)
Generalized finite differences for solving 3D elliptic and parabolic equations
1 Capítulos de libros
1: (2008)
The generalized finite difference method. Cap.7 in Leading-Edge Applied Mathematics Modeling Research.Ed. M.P. Alvarez, Nova Science Publishers, Inc., New York, 2008. ISBN: 1-60021-977-2.
14 Conferencias invitadas en congresos
1: (2007)
APPLICATION OF THE GENERALIZED FINITE DIFFERENCE METHOD TO IMPROVE THE APPROXIMATED SOLUTION OF PDES
2: (2007)
P-adaptive method for the spherical shallow water equations
3: (2009)
Application of the generalized finite difference method to solve advection-diffusion equation. CMMSE 2009, Vol. 3, pp. 1062-1071, Gijón (Spain) . ISBN 978-84-612-9727-6.
4: (2009)
Modelling the electrical anisotropy of tissues with a meshless method Proceedings of ICTE 2009 Leiria (Portugal). IST Press. pp. 41- 48, ISBN: 978-972-8469-90-0.
5: (2010)
Aplicación del método ded diferencias finitas generalizadas a al resolución del problema de propagación de ondas en 2-D. Convergencia y estabilidad. V Congreso Internacional de Métodos Numéricos. Guanajuato Mexico 2010.
6: (2010)
Application of the generalized finite difference method to seismic wave propagation in 2-D Proceedings of the 2010 CMMSE, Vol.4 , pag. 912-922.
7: (2010)
Application of the generalized finite difference method to seismic wave propagation IV European Conference on Computational Mechanics ECCM 2010, París (Francia). CD. Paper 763
8: (2010)
Implementation in Chimere of a conservative solver for the advection equation. Proceedings of the 2010 CMMSE Vol. 3 pag. 1094-1105.
9: (2010)
Modelling of the advection-diffusion equation with a meshless method without numerical diffusion. Proceedings of the CMMSE 2010. Vol. 4. pag. 1106-1117.
10: (2010)
Modelling of the advection-diffusion equation with the generalized finite difference method IV European Conference on Computational Mechanics ECCM 2010. París (Francia) CD. Paper 776
11: (2010)
Solving third and fourth order differential equations using GFDM. Application to solve problems of plates Proceedings of the 2010 CMMSE, Vol. 4, pag. 923-932.
12: (2012)
A generalized finite difference method for solving the monodomain equation in electrocardiology
13: (2012)
Solution for a two-dimensional Lamb's problem using GFDM
14: (2013)
A Finite Volumen-Finite Difference Method With Stiff Ode Solver For Advection-Diffusion-Reaction Equation
2 Otras Publicaciones
1: (2007)
UN ESTIMADOR DE ERROR PARA UN METODO SIN MALLA EN ELASTICIDAD
2: (2009)
Una nueva herramienta informática para el aprendizaje de Ecuaciones Diferenciales.
34 Ponencia en Congresos
1: (2007)
A PRIORI ERROR ESTIMATION FOR A MESHLESS METHOD APPLIED TO 2D POTENTIAL PROBLEMS
2: (2007)
AN ADAPTIVE SOLVER FOR THE SPHERICAL SHALLOW WATER EQUATIONS
3: (2007)
COMPARISON OF DIFFERENT CONSERVATIVE SCHEMES FOR ADVECTION EQUATION
4: (2009)
Casasús A., Ureña F., Benito J. J., Gavete L. Resolución de la ecuación de ondas en 2-D y 3-D utilizando diferencias finitas generalizadas. Consistencia y estabilidad. CEDYA 2009. Ciudad Real (Spain).pag. 159 y CD. ISBN: 978-84-692-6473-7.
5: (2009)
María Lucía Gavete, Francisco Vicente, Luis Gavete, Ureña F.,Sánchez L.M.,Benito J.J. Diferencias finitas generalizadas para modelizar un tejido cardiaco CEDYA 2009. Ciudad Real (Spain).pag. 127 y CD. ISBN: 978-84-692-6473-7.
6: (2009)
Sanchez L. M., Ureña F., Benito J. J., Gavete L., Gavete M. L. Resolución de la ecuación de Difusión en 2-D utilizando diferencias finitas generalizadas. Consistencia y estabilidad. CEDYA 2009. Ciudad Real (Spain).pag. 193 y CD. ISBN: 978-84-692-6473-7.
7: (2009)
Ureña F., Benito J. J., Gavete L. Resolución de la ecuación de advección-difusión en 2-D utilizando diferencias finitas generalizadas. Consistencia y estabilidad. CEDYA 2009. Ciudad Real (Spain).pag. 200 y CD. ISBN: 978-84-692-6473-7.
8: (2011)
A comparison of different advective solvers in the CHIMERE air quality model
9: (2011)
A comparison of different advective solvers in the Chimère air quality model
10: (2011)
A GFDM with PML for seismic wave equation in heterogeneous media
11: (2011)
A GFDM with PML for seismic wave equation in heterogeneous media
12: (2011)
A note on the dynamic analisys using generalized finite difference method
13: (2011)
A note on the Dynamic analysis using GFDM
14: (2011)
Application of the GFDM for dynamic analisys of plates
15: (2011)
Application of the GFDM for dynamic analysis of plates
16: (2011)
Comparing different solvers for the advection equation in the CHIMERE model
17: (2011)
Dynamic analisys of plates and beams by GFDM
18: (2011)
Dynamic Analysis of plates and beams by GFDM
19: (2011)
Seismic wave propagation and perfectly matched layers using a GFDM
20: (2011)
Seismic wave propagation and perfectly matched layers using a GFDM
21: (2011)
Seismic wave propagation and Perfectly Matched Layers using GFDM
22: (2011)
Seismic wave propagation and perfectly matched layers using GFDM
23: (2011)
Solving anisotropic elliptic and parabolic equations by a meshless method. Simulation of electrical conductivity of a tissue
24: (2011)
Solving anisotropic elliptic and parabolic equations by a meshless method. Simulation of the electrical conductivity of a tissue
25: (2012)
A generalized finite difference method for solving the monodomain equation in electrocardiology
26: (2012)
Solution for two-dimensional Lamb?s problem using GFDM
27: (2013)
A Spliting Scheme for Solving the Advection-Diffusion Equation
28: (2013)
A Splitting Scheme For Solving the Advection-Diffusion Equation
29: (2013)
A volume-finite difference method with stiff ode solver for advection-diffusion-reaction equation
30: (2015)
A meshless adaptive method for electrical modelling of tissues
31: (2015)
Stability of Perfectly Matched Layer regions in Generalized Finite Difference Method for wave problems
32: (2016)
Application of generalized finite difference method to reflection and ransmission problems in seismic SH waves propagation
33: (2016)
Application of GFDM: Modelling of Geophysical methods
34: (2016)
Solving second order non-linear elliptic partial differential equations using generalized finite difference method
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