- Author:
- Vickie Shim <bshi013@UoA.auckland.ac.nz>
- Date:
- 2021-09-07 16:51:37+12:00
- Desc:
- skull original files
- Permanent Source URI:
- https://staging.physiomeproject.org/workspace/6f1/rawfile/22d59eb995c15ef8bb4344d1658f870af97b6cef/UPPER_LIMB/BONES/TRAPEZIUM/TRAPEZIUM.IPELEM
CMISS Version 1.21 ipelem File Version 2
Heading: trapezium
The number of elements is [1]: 10
Element number [1]: 1
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 19 27 20 28 14 22 30 26
Element number [1]: 2
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 11 19 13 20 8 14 5 30
Element number [1]: 3
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 8 14 5 30 3 7 2 4
Element number [1]: 4
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 14 22 30 26 7 16 4 17
Element number [1]: 5
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 20 28 12 23 30 26 32 33
Element number [1]: 6
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 13 20 9 12 5 30 31 32
Element number [1]: 7
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 30 26 32 33 4 17 6 10
Element number [1]: 8
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 5 30 31 32 2 4 1 6
Element number [1]: 9
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 25 29 21 24 20 28 12 23
Element number [1]: 10
The number of geometric Xj-coordinates is [3]: 3
The basis function type for geometric variable 1 is [1]: 1
The basis function type for geometric variable 2 is [1]: 1
The basis function type for geometric variable 3 is [1]: 1
Enter the 8 global numbers for basis 1: 18 25 15 21 13 20 9 12
