Deep penetration laser welding performed by continuous high-power laser beam is characteristic by creation of a thin capillary, called a keyhole, within the welded material and the depth of the keyhole determines the depth of the resulting weld. Geometry of the keyhole and energy distribution on its walls depend mainly on the material properties and the welding parameters such as power, translation velocity and focus characteristics of the incident laser beam. This paper presents a physical concept and a numerical simulation of the keyhole creation and its inner energy distribution in dependence on geometric parameters of the laser beam which are given by focusing system of the welding machine. We show the impact of the size of a beam waist, its position with respect to the surface of welded material and total angular spread of focused beam on the keyhole depth and on the distribution of its walls irradiation. The results of numerical simulation are also compared to the depth of real material joint observed in material samples from testing welds.

1.
Ho
,
C.Y.
,
Wen
,
M.Y.
(
2003
)
Distribution of the intensity absorbed by the keyhole wall in laser processing
,
Journal of Materials Processing Technology
145
,
303
310
.
2.
Jin
,
X.
,
Li
,
L.
,
Zhang
,
Y.
(
2002
)
A study on fresnel absorption and reflections in the keyhole in deep penetration laser welding
,
Journal of Physics D: Applied Physics
35
,
2304
2310
.
3.
Jin
,
X.
,
Berger
,
P.
,
Graf
,
T.
(
2006
)
Multiple reflections and Fresnel absorption in an actual 3D keyhole during deep penetration laser welding
,
Journal of Physics D: Applied Physics
39
,
4703
4712
.
4.
Solana
,
P.
,
Negro
,
G.
(
1997
)
A study of the effect of multiple reflections on the shape of the keyhole in the laser processing of materials
,
Journal of Physics D: Applied Physics
30
,
3216
3222
.
5.
Dowden
,
J.
,
Kapadia
,
P.
(
1995
)
A mathematical investigation of the penetration depth in keyhole welding with continuous CO2 lasers
,
Journal of Physics D: Applied Physics
28
,
2252
2261
.
6.
Frewin
,
M.R.
,
Scott
,
D.A.
(
1999
)
Finite Element Model of Pulsed Laser Welding
,
Welding Research Supplement
,
15s
22s
.
7.
Kaplan
,
A.
(
1994
)
A model of deep penetration laser welding based on calculation of the keyhole profile
,
Journal of Physics D: Applied Physics
27
,
1805
1814
.
8.
Cho
,
J.H.
,
Na
,
S.J.
(
2006
)
Implementation of real-time multiple reflection and Fresnel absorption of laser beam in keyhole
,
Journal of Physics D: Applied Physics
39
,
5372
5378
.
9.
Ki
,
H.
,
Mohanty
,
P.S.
,
Mazumder
,
J.
(
2001
)
Modelling of high-density laser–material interaction using fast level set method
,
Journal of Physics D: Applied Physics
34
,
364
372
.
10.
Ki
,
H.
,
Mohanty
,
P.S.
,
Mazumder
,
J.
(
2002
)
Modeling of Laser Keyhole Welding: Part I. Mathematical Modeling, Numerical Methodology, Role of Recoil Pressure, Multiple Reflections, and Free Surface Evolution
,
METALLURGICAL AND MATERIALS TRANSACTIONS A
33A
,
1817
1830
.
11.
Ki
,
H.
,
Mohanty
,
P.S.
,
Mazumder
,
J.
(
2002
)
Modeling of Laser Keyhole Welding: Part II. Simulation of Keyhole Evolution, Velocity, Temperature Profile, and Experimental Verification
,
METALLURGICAL AND MATERIALS TRANSACTIONS A
33A
,
1831
1842
.
12.
Otto
,
A.
(
2011
)
Numerical Simulations - A Versatile Approach for Better Understanding Dynamics in Laser Material Processing
,
Physics Procedia
12
,
11
22
.
13.
Svelto
,
O.
(
2009
)
Principles of Lasers
,
Springer
.
14.
Schulz
,
W.
,
Simon
,
G.
,
Urbassek
,
H.M.
,
Decker
,
I.
, (
1987
)
On laser fusion cutting of metals
,
Journal of Physics D: Applied Physics
20
,
481
488
.
15.
Anisimov
,
S.I.
,
Khokhlov
,
V.A.
(
1995
)
Instabilities in Laser-matter interaction
,
CRC Press
.
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