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Multi
Pass
Bead Weld
HAZ
Throat & Leg
Variation
with plate
thickness
SPECIFICATION OF WELD SYSTEM
Weldment Design Practice
Eliminate welding by forming the
plate and using rolled or extruded
sections
Minimise the amount of weld
metal
Do not over weld
Use intermittent welding in
preference to a continuous weld
pass
Avoid multiple weld accumulation
Metal to metal contact should
bear load, not the weld
Place welds about the neutral
axis
Balance the welding about the
middle of the joint by using a
double-V joint in preference to a
single-V joint
Fillet welds
(a) The number beside triangle indicates the leg size. The arrow
need to point only to one weld when the weld on all sides is
same.
(b) Here the weld symbol indicates that he weldment is
intermittent and staggered at 60 mm length at an interval of
200 mm (centre to centre distance).
Square butt welded on both
sides. Single V with 60o bevel and
root opening of 2 mm
Double V Single bevel
Different groove preparations for butt joints
T joint for thick plates U and J joints for thick plates
Corner weld, meant
only for light loads
Edge weld for sheet metal
and light loads
Different groove preparations for fillet joints
Typical butt joints with possible loading
/F hl /F hl
Reinforcements, though can increase the area taking the load, but for
fatigue loading, it induce stress concentration at location “A” and
hence normally removed by grinding or machining.
Typical fillet with possible loading
sincos
ht
sincos
2
45180sin45sin
cos
sin
hht
FF
FF
oo
n
s
Along any plain at angle
The stresses at any angle in the weld
hl
F
hl
F
tl
F
A
F ss
2sincossinsincossin
hl
F
hl
F
tl
F
A
F nn
cossincossincoscos 2
222222 cossinsincossincos3' hl
F
The resultant von-Mises stress is
sincos
ht
Largest von-Mises stress
occurs at = 62.5 degree
Final Formulas
hl
F
hl
F
hl
F
o
o
o
623.0
196.1
16.2'
,62.5at occurs stress Mises- vonmaximum The
5.62
5.62
5.62
'
max
0
a M = Fa
/V A
/Mr J
Primary shear stress:
Secondary shear stress:
Where:
22
areas weldment theof cetroid about the
weldments theof area ofmoment polar Second
iiiyyxxiiG rAIIrAJ
J
i
WELDED JOINT IN TORSION
21
22 )(
An example of
unequal weld
2- weldmentof size leg
1- weldmentof size leg
707.0
707.0
2
1
22
11
h
h
hd
hb
btdtAAA 2121
The total throat area against primary shear
Secondary shear estimation needs the estimation of the total
second polar moment of area of the two weldments together.
1212
;12
;12
1212;
12;
123
2
3
2
22
3
2
2
3
2
2
3
1
3
1
11
3
1
1
3
1
1
2
1
btbtIIJ
btI
btI
dtdtIIJ
dtI
dtI
yxGyx
yxGyx
The centroid G can be
located as follows.
A
yAyAy
A
xAxAx
2211
2211
2
22
2
11
2
2
2
22
22
11
21
;
rAJrAJJ
yyxxryxxr
GG
An example of unequal weld
BENDING WELDED JOINT
A
V' stress,shear Primary
bdh
M
hbd
Md
I
Mc
bdhhII
bdI uu
414.1
2/707.0
2/
stressshear Secondary
2707.0707.0 ,
2
2
22
21
22 )( Combining
Welded Joint under Fatigue loading
Conventional methods will be used
In fatigue, the Gerber criterion is best; however,
Goodman criterion is commonly used for simplicity.
For the surface factor, forged surface will be assumed for
weld unless a superior finish is specified.
For stress concentration factor use Table 9.5