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148

severe than embedded one of the same size and similar shape. As stress raisers, the

discontinuities affect fatigue and brittle fracture behaviour in their immediate vicinity.

Cracks are the main problem for structural integrity of welded structures, and fracture

mechanics is inevitable tool, including testing of cracked specimens.

Cracks in welds can occur in welding manufacturing, or during service.

The cracking associated with the welding process can occur in deposited weld metal in

the form of hydrogen attack, gas porosity and solidification cracks, at the fusion line like

liquation cracks, HAZ burning or hot tearing and in HAZ in the form of lamellar tearing,

cold or hydrogen induced cracks and reheat cracking (which can also occur in WM).

The most complex and severe are solidification and liquation cracks, lamellar tearing,

cold and reheat cracks. The basis for discussion of the cracking mechanisms in different cases is

the crack

resistance of a material and howwelding can affect this property /1,5/.

In-service cracks are produced by the effect of applied load, environment, vibration or

service thermal cycling.

3. STRESS CONCENTRATION

Typical stress concentrations due to notches are shown in Fig. 4.

Figure 4: Stress concentrations at notches: plate with edge notches (left): butt welded joint (right)

In a plate with two edge notches, symmetrically disposed, the stress will increase

slightly due to cross section reduction by notches, and much more by stress distribution

caused by the local disturbance, dependent on the notch radius size

ρ

. When overloaded,

cracks might appear in the root of notches. Similarly, in butt welded joint the reduction of

cross section affects slightly, and much more is expressed the stress concentration by

WM overfill at the transition between the BM and WM. These effects can be described

by the stress concentration factor,

k

t

, expressed as the ratio of the maximum local stress,

σ

max

, and the nominal stress,

σ

, in remote cross section:

max

t

k

σ

σ

=

(1)

The maximum stress for a given planar discontinuity occurs when the plane of the

discontinuity is perpendicular to the direction of the tensile stress and approaches zero as

the plane of the discontinuity becomes parallel to it. The stress increase caused by a sur-

face discontinuity is about twice compared to an embedded discontinuity of equal size

and shape. The stress increase due to planar discontinuity whose plane is perpendicular to

the direction of the tensile stress is higher compared to a volumetric discontinuity of

equal planar size and shape projected.