Based on the theory explained in previous posts, I intend to solve a simple example.

In the element, $E$=210Gpa, $v$=0.25, $t$=20mm, ${u_1}$=0, ${v_1}$=0.05mm, ${u_2}$=0.025mm, ${v_v}$=0, ${u_3}$=0, and ${v_3}$=0.05mm.
For an element as described above, $\beta $, $\gamma $ are as follows.

Through this, the $B$ matrix can be obtained.

Knowing the area, $D$ can be calculated as follows.

Therefore,


The stress can be calculated as follows.

Therefore, it can determined as follows.

'Finite Element Method' 카테고리의 다른 글
| 31_Linear-Strain Triangle element (1) | 2023.12.31 |
|---|---|
| 30_Rectangular Element (0) | 2023.12.30 |
| 28_Stress Strain relationship (0) | 2023.12.28 |
| 27_Element Strain (0) | 2023.12.27 |
| 26_Constant-Strain Triangular element (0) | 2023.12.26 |