Analysis of an Overlapping Welded Connection of an Element in Tension
Objective: Check the mode for calculating welded connections.
Task: Check the overlapping fillet welded connection of an element in tension.
References: Steel Structures. In 3 v. — V. 1. Elements of Steel Structures/ Gorev V.V., Uvarov B.Yu., Filippov V.V. and others — M.: High school, 2004. p. 158-159.
Compliance with the codes: SNiP II-23-81*, SP 16.13330.2011, SP 16.13330.2017, DBN B.2.6-163:2010, DBN B.2.6-198:2014.
Initial data:
Run = 400 MPa | Steel ะก285 |
t = 10 mm | Thickness of the plate |
h = 200 mm | Height of the plate |
N = 540 kN | Longitudinal force |
kf = 8 mm | Weld leg |
Rwf = 205 MPa | Manual welding with E46 electrodes |
l = 15 cm | Lap length |
Initial data file:
1.9.sav;
report — Kristall1.9.doc
KRISTALL initial data:
Steel: C285
Importance factor |
1 |
Service factor |
1 |
Group of structures according to the table 50* of SNiP II-23-81* |
1 |
Properties of welding materials: |
|
---|---|
Characteristic resistance of the weld metal based on the ultimate strength, Rwun |
450 N/mm2 |
Design resistance of the fillet welds for shear in the weld metal, Rwf |
200 N/mm2 |
Type of welding |
Manual |
Position of weld |
Flat |
Climatic region |
with temperature t > -40°C |
Type: |
Parameters: |
---|---|
Weld leg = 8 mm
|
Internal forces and moments:
N = 540 kN
My = 0 kNm
Qz = 0 kN
Checked according to SNiP |
Check |
Utilization factor |
---|---|---|
Sec.11.2 Formula (120) |
of the weld metal |
0.964 |
Sec.11.2 Formula (121) |
of the metal of the fusion border |
0.789 |
Comparison of solutions:
Check |
of the weld metal |
Theory |
161 / 11,5 / 14 = 1 |
KRISTALL |
0,964 |
Deviation, % |
3,6 |
Comments:
The slight difference in the results is explained by the difference in the value of the design resistances Rwf = 205 MPa (source) and Rwf = 200 MPa (code and KRISTALL).