ITA | ENG
B002444 - FUNDAMENTALS OF STATICS
Academic Year 2008-9
Course year
First year -
Belonging Department
Architecture (DIDA)
Course Type
Single education field course
Scientific Area
ICAR/08 - STRUCTURAL MECHANICS
Credits
4
Teaching Hours
48
Teaching Term
⇒
Attendance required
No
Type of Evaluation
Final Grade
Course Content
show
Lectureship
- Last names A-G TONIETTI UGO
- Last names H-Z TEMPESTA GIACOMO
Course Content - Last names A-G
Principles of mechanics.Principal vector operations.
Rigid body equilibrium.Equations of equilibrium; constraints: statical and kinematical behaviour
Systems of forces, graphical and analytical operations
Elements of graphical analysis, funicular polygons
Truss structures. Method of joints
Analysis of system of beams and simple statically determinate frames
Internal forces in structural members.Shear and moment equations and diagrams.Relations between distributed load, shear, and moment
Rigid body equilibrium.Equations of equilibrium; constraints: statical and kinematical behaviour
Systems of forces, graphical and analytical operations
Elements of graphical analysis, funicular polygons
Truss structures. Method of joints
Analysis of system of beams and simple statically determinate frames
Internal forces in structural members.Shear and moment equations and diagrams.Relations between distributed load, shear, and moment
Course Content - Last names H-Z
Principles of mechanics.Principal vector operations
Rigid body equilibrium.Equations of equilibrium; constraints: statical and kinematical behaviour
Systems of forces, graphical and analytical operations
Elements of graphical analysis, funicular polygons
Truss structures. Method of joints
Analysis of system of beams and simple statically determinate frames
Internal forces in structural members. Shear and moment equations and diagrams.Relations between distributed load, shear, and moment
Rigid body equilibrium.Equations of equilibrium; constraints: statical and kinematical behaviour
Systems of forces, graphical and analytical operations
Elements of graphical analysis, funicular polygons
Truss structures. Method of joints
Analysis of system of beams and simple statically determinate frames
Internal forces in structural members. Shear and moment equations and diagrams.Relations between distributed load, shear, and moment