4. Summary of results#

The table shows the main drawbars found in the reference model and the two models shown.

Tirant

Strength [N]

\({A}_{s}\) []

Length [m]

Total steel []

Reference

T1

1.07E+06

2.69E-03

3

0.0215

T2

1.33E+06

2.4E-03

5,6

C_ PLAN

SCHEMA = “SECTION”

T1

1.27E+06

2.54E-03

1.81

0.0203

Q3

3.49E+05

6.99E-04

2.75

T5

3.74E-01

1.00E-06

3.84

T2

1.26E+06

2.52E-03

5.35

T6

4.34E-01

1.00E-06

5.45

T4

1.08E+05

2.15E-04

1.47

T7

1.22E-01

1.00E-06

6.37

T8

2.30E-01

1.00E-06

5.80

T9

1.00E+00

1.00E-06

4.20

T10

1.09E-01

1.00E-06

4.25

T11

4.13E-01

1.00E-06

1.47

SCHEMA = “TOPO”

T2

1.33E+06

2.65E-03

1.81

0.0205

T1

1.34E+06

2.68E-03

5.35

Q3

2.59E+05

5.17E-04

2.75

D_ PLAN

SCHEMA = “SECTION”

T1

3.19E+06

6.39E-03

6.55

0.042

T2

4.29E-02

1.00E-06

5.09

Q3

5.72E-03

1.00E-06

6.37

T4

9.31E-04

1.00E-06

5.80

T5

3.10E-02

1.00E-06

4.20

T6

9.44E-05

1.00E-06

1.47

SCHEMA = “TOPO”

T1

2.73E+06

5.47E-03

5.09

0.057

T2

2.28E+06

4.56E-03

4.20

Q3

1.00E+06

2.00E-03

5.02

Table 4-1 : Summary of results

Table 4-1 shows the pull elements that have a section size greater than the minimum cross section. The total quantity of steel is calculated taking into account all the pulling elements.

The C_ PLAN modeling presents a variation of 6% compared to the solution proposed in reference [Schlaich et al., 1987]. The results obtained by Code_Aster are non-regression values.