TAREAS/TASKS:
Realización de ensayos mecánicos de paneles de tipo sandwich y de sus materiales constituyentes. Modelado y simulación por elementos finitos de estructuras formadas por paneles de tipo sandwich, empleando técnicas de homogenización. Diseño mecánico de estructuras construidas por fabricación aditiva de paneles de tipo sandwich. Optimización de los diseños. Construcción de prototipos de las estructuras optimizadas.Mechanical testing of sandwich panels and their constituent materials. Finite element modelling and simulation of structures made up of sandwich panels, using homogenisation techniques. Mechanical design of structures built by additive manufacturing of sandwich panels. Design optimisation. Prototype construction of optimized structures.
HABILIDADES-CUALIFICACIONES/SKILLS-QUALIFICATIONS:
Los candidatos deberán tener destreza en el uso de:
- programas de análisis estructural por elementos finitos (preferiblemente Ansys).
- programas de diseño asistido por ordenador (preferiblemente Inventor).
- Matlab.Se valorará también la experiencia en realización de ensayos mecánicos para caracterización de materiales.Se requieren excelentes habilidades de comunicación, con un buen nivel de español e inglés, tanto oral como escrito. Se requiere también perseverancia, iniciativa, creatividad en la resolución de problemas y voluntad de colaboración con otros miembros del equipo investigador.
REQUERIMIENTOS ESPECIFICOS/SPECIFIC REQUIREMENTS:
Los candidatos deberán estar en posesión de una titulación universitaria oficial que dé acceso a los estudios de doctorado, si bien no deberán estar en posesión de ningún título de doctorado en el momento de la fecha límite de esta convocatoria. Se valorarán muy positivamente titulaciones de máster en ingeniería mecánica o máster en ingeniería industrial con especialidad mecánica.
BENEFICIOS/BENEFITS:
Posibilidad de realizar la tesis doctoral en el Departamento de Ingeniería Mecánica de la Universidad Politécnica de Madrid (UPM), en el marco del proyecto de investigación OPTIMATED, sobre optimización de estructuras construidas por fabricación aditiva de paneles de tipo sandwich.
CRITERIOS Y PROCESO DE SELECCION/ELIGIBILITY CRITERIA AND SELECTION PROCESS:
Se aplican las pautas establecidas en el proceso de selección del nuevo Reglamento para el proceso de selección y contratación del personal investigador, personal técnico y personal gestor relacionado con la investigación de la Universidad Politécnica de Madrid, aprobado en la UPM.
COMENTARIOS ADICIONALES/ADDITIONAL COMMENTS:
Enviar CV en castellano
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)
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