|
About the Finite Element Analysis of 2D Continuum Structures category
|
|
1
|
236
|
28 November 2022
|
|
1. Introduction and course overview (2D Continuum Structures)
|
|
4
|
555
|
18 February 2023
|
|
2. What you should cover before this course (2D Continuum Structures)
|
|
3
|
278
|
14 May 2024
|
|
3. Section overview (2D Continuum Structures)
|
|
0
|
238
|
28 November 2022
|
|
4. Bar stiffness using generalised coordinates
|
|
0
|
295
|
28 November 2022
|
|
5. Bar stiffness using shape functions
|
|
0
|
228
|
28 November 2022
|
|
6. Quad elements and shape functions
|
|
0
|
261
|
28 November 2022
|
|
7. The strain-displacement matrix, B
|
|
0
|
212
|
28 November 2022
|
|
8. The Jacobian Matrix, J
|
|
0
|
266
|
28 November 2022
|
|
9. Calculating the strain-displacement matrix
|
|
0
|
258
|
28 November 2022
|
|
10. Accounting for plane-stress/strain
|
|
0
|
221
|
28 November 2022
|
|
11. The equivalent surface force vector
|
|
0
|
266
|
28 November 2022
|
|
12. The equivalent body force vector
|
|
0
|
220
|
28 November 2022
|
|
13. Section overview (2D Continuum Structures)
|
|
0
|
221
|
28 November 2022
|
|
14. Gauss numerical integration scheme
|
|
0
|
263
|
28 November 2022
|
|
15. Numerical integration in 2D
|
|
0
|
255
|
28 November 2022
|
|
16. Calculating the element stiffness matrix
|
|
0
|
215
|
28 November 2022
|
|
17. Stiffness matrix convergence
|
|
0
|
230
|
28 November 2022
|
|
18. Section overview (2D Continuum Structures)
|
|
0
|
207
|
28 November 2022
|
|
19. Generating a simple quad mesh in Blender
|
|
0
|
255
|
28 November 2022
|
|
20. Exporting mesh data from Blender
|
|
3
|
330
|
15 November 2024
|
|
21. Exporting support and point load data
|
|
2
|
246
|
9 December 2024
|
|
22. Importing support, loading and mesh data
|
|
0
|
235
|
28 November 2022
|
|
23. Section overview (2D Continuum Structures)
|
|
0
|
223
|
28 November 2022
|
|
24. Setting analysis parameters and plotting the structure
|
|
0
|
224
|
28 November 2022
|
|
25. Building the global force vector
|
|
0
|
253
|
28 November 2022
|
|
26. Defining the element stiffness matrix
|
|
0
|
232
|
28 November 2022
|
|
27. Assigning the element stiffness coefficients
|
|
0
|
206
|
28 November 2022
|
|
28. Building the structure stiffness matrix
|
|
0
|
229
|
28 November 2022
|
|
29. Solving the structure
|
|
0
|
260
|
28 November 2022
|