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17 risultati per "weld"

Fillet weld in lap joint

weld Numerical model The weld component in CBFEM is described in Chapter 3.4. Fig. 4.1.3 Parametric study of transverse weld a) Weld length b) Effective throat thickness Fig. 4.1.4 Parametric study of parallel weld a) Weld length of weld a, c) Length of weld b, d) Effective throat thickness of weld b To illustrate the accuracy of the CBFEM model, the results of the sensitivity

CBFEM Weld Model: Validation and Verification

the design weld element. of weld element. longitudinal weld.

Fillet weld in angle plate joint

Tab. 4.2.1 Examples overview Example Material Weld a Weld b Angle Plate f y f u E γ M0 γ M2 a a L a a b L b section b p t p [MPa] [MPa] The weld model has an elastic-plastic material diagram, and stress peaks are redistributed along the weld length. The study shows good agreement for all weld configurations.

Fillet weld in fin plate joint

The plate/weld is loaded by normal and shear force and bending moment. Analytical model The fillet weld is the only component examined in the study. The weld model has an elastic-plastic material diagram, and stress peaks are redistributed along the weld length. The relation between the weld length and the bending moment resistance of the joint is shown in Fig. 4.3.3.

Chevron Brace Connection in a braced frame (AISC)

Weld between gusset plate and brace Weld between gusset plate and bottom flange of beam Tension yielding of brace Tension rupture of brace Shear rupture The utilization of this weld is 87%. CBFEM uses the AISC 360-16 provisions of Chapter J to check the weld strength. It can be seen that the weld check utilization is 86.6%.

Fatigue life by nominal stress method

Numerical models Fatigue sections are created using weld sections at a distance from the weld toe to avoid the influence of peak stress from local weld Fatigue sections are created using weld sections at a distance from the weld toe to avoid the influence of peak stress from local weld geometry \( (9t Fatigue sections are created using weld sections at 5 t distance from the weld toe to avoid the influence of peak stress from local weld geometry (\(5t

Bolted portal frame eaves moment connection

Fillet weld The weld is closed around the whole cross-section of the beam. The thickness of the weld on the flanges can differ from the thickness of the weld on the web. Design of the weld is done according to EN 1993-1-8:2005, Cl. 4.5.3.2(6).

Verification of IDEA StatiCa calculations for steel connection design (AISC)

(Page 10–11, AISC Manual) Weld Capacity (no eccentricity) (AISC 360-16, Eq. Also, the maximum predicted stress on the beam, column, and weld lines was slightly higher in the ABAQUS model. In case 2, in which load was applied on the weld lines, much better agreement was observed between the two models.

Bearing stiffeners (AISC)

The total weld length is the combined weld length between the web and the stiffeners for each side of each stiffener (i.e., 4 times the length of the weld A continuous weld would have a total length of 138 in. The weld started and ended 2 in. from stiffener's chamfered corners. A comparison of strength versus weld length is presented in Figure 6.

Comparison of IDEA StatiCa Connection to ANSYS

A combined model of weld prepared by Turlier [3] was used. It consists of an inclined shell element simulating the weld. It is not ideal for the comparison because the design weld model is simplified and some stresses in the weld are not assumed. Generally, there was a good agreement between weld stresses. The weld stresses were slightly higher in IDEA StatiCa, meaning that the design is safe.

Circular hollow sections

Benchmark example Inputs Chord Steel S355 Section CHS219.1/5.0 Brace Steel S355 Sections CHS48.3/5.0 Angle between the brace member and the chord 90° Weld Butt weld around the brace Loaded By force to brace in compression Mesh size 64 elements along surface of the circular hollow member Outputs The design Butt weld around the brace Loaded By force to brace in compression Mesh size 64 elements along surface of the circular hollow member Outputs The design

Welded portal frame eaves moment connection

The verification study of a fillet weld in a stiffened beam-to-column joint is in chapter 4.4. Steel S235 HEB260 Column offset over beam: 20 mm Beam Steel S235 IPE330 Column stiffeners Thickness t s = 10 mm Width 80 mm Opposite to beam flanges Weld Beam flange: fillet weld throat thickness a f = 9 mm Beam web: fillet weld throat thickness a w = 5 mm Butt weld around stiffeners Outputs Design

Column base – Open section column in compression

The weld is designed around the column cross-section; see EN 1993-1-8:2005 Cl. 4.5.3.2(6). The thickness of the weld on the flanges is selected the same as the thickness of the weld on the web. The same approach was used to get the resistance of welds F c,weld .

Double-tee Moment Prequalified Connection - AISC

J3-6a) Check weld strength of shear tab (AISC 360, Eq. The 36 bolts and two weld lines that connected the entire assembly were then added manually using the CAD interface in ABAQUS. The tie constraint was applied between the two weld lines and the attaching parts.

Plate to circular hollow section

Benchmark example Inputs Chord Steel S355 Section CHS219.1/4,5 Brace Steel S355 Plate 80/15 mm Angle between the brace member and the chord 90° (transversal) Weld Butt weld around the brace Loaded By force to brace in compression Mesh size 64 elements along surface of the circular hollow member Outputs The design

Rectangular hollow sections

Benchmark example Inputs Chord Steel S275 Section SHS 200×200×6.3 Brace Steel S275 Section SHS 70×70×8.0 Angle between the brace member and the chord 90° Weld Butt weld Mesh size 16 elements on the biggest web of rectangular hollow member Loaded By force to brace in compression/tension Outputs The design resistance

Bolted connection - T-stub in tension

Inputs T-stub, see Fig. 5.1.11 Steel S235 Flange thickness t f = 20 mm Web thickness t w = 20 mm Flange width b f = 300 mm Length b = 100 mm Double fillet weld