Dato | Undervises av | Sted | Tema | Kommentarer / ressurser |
25.08.2010 | Knut Vedeld | B70 | Introduction to spring and bar elements | Chapter1 contains mandatory assignment 1.
Chapter 1 in the compendium covers curriculum in sections 2.1, 2.2, 2.4 (for bars), 2.5 and 2.6 in the book by Cook et. al. |
26.08.2010 | Knut Vedeld | B70 | Group session - first mandatory assignment | The assignment may be found in chapter 1 of the compendium, linked to the first lecture |
01.09.2010 | Knut Vedeld | B70 | Introduction to energy methods and another detailed example | We look at bars again, this time using energy methods rather than equilibrium calculations. We also look at a typical bar frame in detail. Curriculum is Cook et. al. 4.1, 4.2, 4.3, and 4.4, as well as the Compendium |
02.09.2010 | Knut Vedeld | B70 | Group session - Work with exercises related to chapter 2 of the compendium | |
09.09.2010 | Knut Vedeld | B70 | Group session | Exercises for chapter 2 |
15.09.2010 | Knut Vedeld | B70 | Lecture | Basic continuum mechanics and an introduction to energy methods. Updated curriculum may be found here |
16.09.2010 | Knut Vedeld | B70 | Group session | Examples on energy methods applied to bars and beams. Practical variational calculus examples. |
22.09.2010 | Knut Vedeld | B70 | Lecture | Energy methods and the Rayleigh Ritz metod. We work on chapters 3 and 4 in the compendium. Note that the lecture will last for 3 hours, from 12.00 to 15.00 |
23.09.2010 | Knut Vedeld | B70 | Group session | We solve exercises from chapter 4 of the compendium |
29.09.2010 | Knut Vedeld | B70 | Lecture | We complete the work on chapter 4 of the compendium. Expect a new mandatory assignment from this chapter. Link to compendium is found here
Lecture notes for the frame example may be found here |
30.09.2010 | Knut Vedeld | B70 | Group session | Assistance on the mandatory assignment is given. |
06.10.2010 | Knut Vedeld | B70 | Lecture - Membrane elements | We study the constant strain triangle and the bilinear rectangle elements. We use generalised coordinates and natural coordinates to deduce element stiffness matrices in a global coordinate system. |
20.10.2010 | Knut Vedeld | B70 | Group session | |
14.10.2010 | Knut Vedeld | B70 | Lecture - Membrane example | We deduce the stiffness matrix and load vector for a bilinear rectangular element using Matlab |
20.10.2010 | Knut Vedeld | B70 | Lecture - Tetrahedral and hexahedral elements | We study Tetrahedral and hexahedral elements using generalised coordinates and natural coordinates respectively. Lecture notes may be found at this link
Note that the material on axisymmetric analyses are not included in the current curriculum. |
21.10.2010 | Knut Vedeld | B70 | Group session | I receive the current mandatory assignments and we start the work on the next mandatory assignment. |
27.10.2010 | Knut Vedeld | B70 | Interpolasjon. Naturlige koordinater. H?yereordens elementer. (Interpolation. Natural coordinates. Higher order elements.) | Kapittel 8 inneholder ?ving 8.
L?sningsforslag til ?ving 8. Chapter 8 contains exercise 8. (Suggested solution to exercise 8.) |
28.10.2010 | Knut Vedeld | B70 | Group session | |
03.11.2010 | Knut Vedeld | B70 | Geometrisk avbildning og skjeve elementer. Numerisk integrasjon. H?yereordens elementer. (Geometric mapping. Numerical quadrature. Higher order elements.) | Kapittel 9 inneholder ?ving 9. ?ving 9 utgj?r obligatorisk ?ving 4 og 5.
Chapter 9 contains exercise 9. Exercise 9 is mandatory assignment 4 and 5. (Suggested solution to exercise 9.) |
04.11.2010 | Knut Vedeld | B70 | Group session | |
10.11.2010 | Knut Vedeld | B70 | Assemblering av systemmatriser. Generelle bi-betingelser (randkrav). Statisk kondensering. Superelement/substruktur teknikk. (Assembling system relations. Constraint equations. Static condensation. Superelement techniques.) | Kapittel 10 inneholder ?ving 10.
L?sningsforslag til ?ving 10. Chapter 10 contains exercise 10. |
11.11.2010 | Knut Vedeld | B70 | Group session | |
13.12.2010 | Knut Vedeld | B70 | Training for exams | Eksamen 1998
L?sning eksamen 1998 eller L1298.pdf |
Undervisningsplan
Published Aug. 26, 2010 12:16 PM
- Last modified Mar. 10, 2023 2:33 PM