Objectes multimèdia amb l’etiqueta: Vídeos docents general
Resultats de la cerca
Cálculo de un itinerario planimétrico con el programa MDT
Accés obert
1 d’oct. 2010
L'objectiu d'aquest vídeo és mostrar com calcular un itinerari planimètric amb el programa MDT v.5.
Projecte subvencionat per "Projectes de Millora de la Docència (PMD) 2008-2009" Universitat Politècnica de Catalunya, realitzat al Departament d'Enginyeria del Terreny, Cartografia i Geofísica de l'EPSEB, amb la col·laboració dels estudiants de l'EPSEB, Jessica Rodríguez Pereira i Marc Garcia Pujol.
Projecte subvencionat per "Projectes de Millora de la Docència (PMD) 2008-2009" Universitat Politècnica de Catalunya, realitzat al Departament d'Enginyeria del Terreny, Cartografia i Geofísica de l'EPSEB, amb la col·laboració dels estudiants de l'EPSEB, Jessica Rodríguez Pereira i Marc Garcia Pujol.
El Valor simbòlic de les formes: la ciutat i els objectes
Accés obert
17 de set. 2010
Classe inaugural a càrrec de Daniel Navas, professor del Departament d'Urbanisme per l'assignatura optativa: "La Iconografia urbana en la ciutat transformada: reciclatges urbans"
Talking with Carolina García
Accés obert
14 de set. 2010
Entrevista d'Archmedium, associació de Concursos de arquitectura per a estudiantes, a Carolina B. García, arquitecte i professora del Departament de Composició de l'Etsab.
Concurssos d'arquitectura per a estudiants
http://www.archmedium.com
Concurssos d'arquitectura per a estudiants
http://www.archmedium.com
Talking with Ibon Bilbao
Accés obert
1 de set. 2010
Entrevista d'ArchMedium al professor de Projectes Arquitectònicsd e l'ETSAB, Ibon Bilbao.
ArchMedium, concurssos d'arquitectura per a estudiants:
http://www.archmedium.com
ArchMedium, concurssos d'arquitectura per a estudiants:
http://www.archmedium.com
Analytical Formulations in Lagrangian Dynamics: Theoretical Aspects and Applications to Interactions with Virtual and Physical Environments
Accés obert
6 de jul. 2010
Multibody dynamics has its roots in analytical mechanics. Newton's second law directly implies
that the dynamics of a particle along any direction of physical space is specified by either giving
force or motion. This notion is extended under the Lagrangian approach to the general case
where a system is considered as a generalized particle in configuration space. In this
presentation, we elaborate on the principle of relaxation of constraints and some analytical
aspects that give the possibility to establish novel representations for mechanical systems. A
key aspect in our approach is the replacement of the direct consideration of constraints with a
two‐step analysis, and moving the "force or motion" specification to the second step. This
approach makes it possible to establish a more general view of multibody dynamics problems
and address systematically non‐ideal and non‐perfect cases, as well as some groups of
unilateral problems. Based on the proposed approach we will discuss different possible
parameterizations of multibody dynamics, which can be advantageous for various applications
(e.g., computational aspects, analysis, control). We will bring illustrative applications in analysis,
design, and control from various fields of mechanical systems such as robotics, haptics and
virtual environments, biomechanics, and vehicle systems.
that the dynamics of a particle along any direction of physical space is specified by either giving
force or motion. This notion is extended under the Lagrangian approach to the general case
where a system is considered as a generalized particle in configuration space. In this
presentation, we elaborate on the principle of relaxation of constraints and some analytical
aspects that give the possibility to establish novel representations for mechanical systems. A
key aspect in our approach is the replacement of the direct consideration of constraints with a
two‐step analysis, and moving the "force or motion" specification to the second step. This
approach makes it possible to establish a more general view of multibody dynamics problems
and address systematically non‐ideal and non‐perfect cases, as well as some groups of
unilateral problems. Based on the proposed approach we will discuss different possible
parameterizations of multibody dynamics, which can be advantageous for various applications
(e.g., computational aspects, analysis, control). We will bring illustrative applications in analysis,
design, and control from various fields of mechanical systems such as robotics, haptics and
virtual environments, biomechanics, and vehicle systems.
