umcp74
Mechanical
- Oct 27, 2011
- 4
Dear readers,
I will make the long story short, so consider the sample shell geometry shown: ( 3 x 4 elements - 4 nodes/element)
4-------8--------12-------16--------20
| | | | |
3-------7--------11-------15--------19
| | | | |
2-------6--------10-------14--------18
| | | | |
1-------5---------9-------13--------17
if the horizontal is the tangential direction (r*theta)and the vertical is the axial direction (so you see a top view here). How do you assemble a circular shell?
My answer is that the right end nodes have to take the same numbers as the left end nodes (to form a closed circle). Thus,
4-------8--------12-------16--------4
| | | | |
3-------7--------11-------15--------3
| | | | |
2-------6--------10-------14--------2
| | | | |
1-------5---------9-------13--------1
and the integration limits for an element in the circumferential direction is 2*pi/4, such that each elements has an angle of pi/2, and the 4 elements will form 2*pi to close the circle.
Any thing wrong with what I mentioned here? Please make sure that you know the right answer before replying.
Thanks for your time!
I will make the long story short, so consider the sample shell geometry shown: ( 3 x 4 elements - 4 nodes/element)
4-------8--------12-------16--------20
| | | | |
3-------7--------11-------15--------19
| | | | |
2-------6--------10-------14--------18
| | | | |
1-------5---------9-------13--------17
if the horizontal is the tangential direction (r*theta)and the vertical is the axial direction (so you see a top view here). How do you assemble a circular shell?
My answer is that the right end nodes have to take the same numbers as the left end nodes (to form a closed circle). Thus,
4-------8--------12-------16--------4
| | | | |
3-------7--------11-------15--------3
| | | | |
2-------6--------10-------14--------2
| | | | |
1-------5---------9-------13--------1
and the integration limits for an element in the circumferential direction is 2*pi/4, such that each elements has an angle of pi/2, and the 4 elements will form 2*pi to close the circle.
Any thing wrong with what I mentioned here? Please make sure that you know the right answer before replying.
Thanks for your time!