Available online at www.sciencedirect.com
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Procedia Manufacturing 48 (2020) 725–729
48th SME North American Manufacturing Research Conference, NAMRC 48, Ohio, USA
48th SME North American Manufacturing Research Conference, NAMRC 48 (Cancelled due to COVID-19)
Arc Behavior in Wire Arc Additive Manufacturing Process
Pranjal Shuklaa, Balaram Dasha, Degala Venkata Kirana*, Satish Bukkapatnamb
a
Department of Mechanical Engineering, Indian Institute of Technology Tirupati, Tirupati, 517506, India
Department of Industrial and Systems Engineering, Texas A&M University, College station, 77843, TX
b
* Corresponding author. Tel.: +91-877-250-3407; fax: +91-877-250-3004. E-mail address: dvkiran@iittp.ac.in
Abstract
The welding arc behavior in a wire arc additive manufacturing process was studied while building a ten-layer wall over a base plate using a cold
metal transfer (CMT) power source. The real-time recorded welding current, voltage, thermal cycles at the base plate, and the synchronized highspeed arc images with each deposited layer were used to understand the arc behavior. A gradual increase in the peak temperature was noticed
from the first layer to the fifth layer, and the same decreased with the subsequent deposition of the layers. The intensity of the welding arc was
high during the boost phase of the CMT cycle, where most of the base plate and the electrode melting happens. For a given process parameter,
the welding arc intensity gradually increased from the first layer to the fifth layer while remained approximately similar from the fifth layer to
the tenth layer. The effect of this arc intensity variation was reflected in the consistency of the deposited bead profile. It was observed that the
bead width gradually increased from the first layer to the fourth layer and remained approximately the same from fifth to the tenth layer.
© 2020 The Authors. Published by Elsevier B.V.
This is an open access article under the CC BY-NC-ND license (http://creativecommons.org/licenses/by-nc-nd/4.0/)
Peer-review under responsibility of the Scientific Committee of the NAMRI/SME.
Keywords: Wire arc additive manufacturing; arc behaviour; cold metal transfer
1.Introduction
Wire arc additive manufacturing (WAAM) is the high
productive variant of the additive manufacturing process,
which uses the welding arc as a source to deposit the molten
metal layer upon layer to build a three-dimensional part. Cold
metal transfer (CMT) process is widely used with WAAM to
control the heat input during the process. CMT is one of the
advanced variants of the conventional gas metal arc welding
(GMAW) process. The innovative droplet detachment by the
wire feeding system during the short-circuiting mode reduces
the overall heat input for a given deposition [1]. The flow of
the deposited molten metal poses the difficulty in controlling
the bead profile in the WAAM process. The resulting
dimensional and geometrical inaccuracies lead to timeconsuming post-processing operations [1]. Understanding the
arc behavior during the WAAM process helps in controlling
the process more efficiently and improving product quality.
Xiong et al. [2] examined the influence of welding current,
deposition speed, and heat input on the forming characteristics
of multi-layer single-pass parts using a passive vision sensor in
a gas metal arc (GMA) based WAAM process. It was reported
that the arc current has the most significant effect on the
forming appearance. The optimum current for a smooth bead
appearance was reported to be between 100 and 180 A. Panda
et al. [3] observed that the peak current significantly affects the
deposited layer dimensions when compared to the wire feed
and travel speeds in gas tungsten arc (GTA) assisted WAAM
process.
Ghosh et al. [4] studied the variation in arc characteristics,
with variation in pulse parameters during GMA weld
deposition using Al–Mg filler wire. The increase of arc voltage
up to about 25 V predominantly enhanced the arc length almost
linearly. The velocity of plasma had significant influence on
enhancement of the metal drop velocity within the arc
environment. Kiran et al [5] discussed the behavior of the
welding arc in the pulsed DC and AC GMA welding processes
using real time recorded current, voltage waveforms, and
synchronized high-speed video at different electrode negative
(EN) ratios for a constant wire feed rate. For an approximately
equal peak positive current, the increase in the pulse time
enhanced the arc plasma distribution, and the arc root
2351-9789 © 2020 The Authors. Published by Elsevier B.V.
This is an open access article under the CC BY-NC-ND license (http://creativecommons.org/licenses/by-nc-nd/4.0/)
Peer-review under responsibility of the Scientific Committee of the NAMRI/SME.
10.1016/j.promfg.2020.05.105
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Pranjal Shukla et al. / Procedia Manufacturing 48 (2020) 725–729
dimensions. The fraction of the available arc energy rate
supplied to the base plate was higher in positive pulse when
compared to the negative pulse.
Wu et al. [6] developed an experimental system to
implement vision-based observation of the weld pool behavior
during high-speed GMAW process to control the weld pool
humping defect. Kiran et al. [7] studied the arc behavior in two
wire tandem submerged arc welding process. The arc
characteristics were measured from the recorded arc images
using Abel Inversion and Fowler Milner technique.
Subsequently the physical model to estimate the interaction
between the two arcs was developed. Wang et al. [8] reported
that controlling the CMT process parameters like shortcircuiting duration and the wire feed motion can help in
controlling the energy input of the process coupled with metal
transfer behavior to design and optimize the weld properties for
a given application.
WAAM technology uses arc welding process to supply the
heat to the base plate and the solid electrode/filler wire. The arc
welding processes normally applicable for WAAM include
GTAW, Plasma Arc Welding (PAW), and GMAW processes.
Although WAAM technology is able to achieve the
mechanical requirements, it is necessary to choose the correct
welding process depending on the material and application
required. In this sense, it could be concluded that CMT is
suitable for large size Stainless steel parts with low/medium
mechanical requirements. GTAW and PAW processes could be
used for small/medium size Titanium and Stainless-steel parts
which have medium/high mechanical requirements as
mentioned by Tabernero et al. [9]. The effect of electrode
positive time cycle (% EP) of the alternating current GTAW
process for the WAAM of linear walls made of Al was
investigated by Ayarkwa et al. [10]. It was reported that the
effective wall width was minimum at 20%EP with a
corresponding maximum in layer height. It was also observed
that increasing the% EP increased the electrode wear rate,
which in turn affected the arc stability. Wu et al. [11]
investigated the influence of heat accumulation on bead
formation, arc stability, and metal transfer behaviour during the
manufacture of Ti6Al4V with the GTA assisted WAAM
process using localized gas shielding. It was reported that due
to the various thermal dissipation paths along the building
height, there exists a significant difference in temperature
variation between substrate and in-situ layer. The formation
and improvement of surface waviness for additive
manufacturing of 5A06 aluminum alloy component with GTA
assisted WAAM process was reported by Geng et al. [12].
Xiong et al. [13] proposed a methodology based on a laser
vision system to view the surface appearance on the side face
of multi-layer single-pass low-carbon steel parts deposited
using GMA based WAAM process. Yang et al. [14] compared
the thermal cycles recorded while manufacturing a component
using double electrode GMAW (DE-GMAW) and
conventional GMAW based WAAM processes. It was reported
that the peak temperature of the substrate during the deposition
was lower with DE-GMAW when compared to the GMAW
based WAAM process. Xiong et al. [15] reported that the
increase in preheating of the base plate lowered the temperature
gradient in the molten pool, and also reduced the temperature
gradient difference in the molten pool of different layers.
In summary, detailed studies of the arc behavior during the
CMT based WAAM process are not yet readily available in the
open literature. The authors present here the comprehensive
study to understand the variation in the layer dimensions,
temperature distribution, and the arc behavior in a CMT
assisted WAAM of a ten-layer wall over a base plate.
2.Experimental Approach
Experiments are performed in the WAAM platform
developed at IIT Tirupati. Figure 1 shows the schematic
representation of the WAAM platform. It includes a CMT
advanced welding power source, Kuka KR16 robot with six
axis, high speed camera (Nova S6 from Photron), and the data
acquisition system (DAQ) to record the welding current and
voltage waveforms as well as thermal cycles. Table 1 outlines
the chemical composition of the base plate and the electrode
wire. The process parameters used to deposit the wall over the
base plate are given in table 2.
Table 1. Chemical composition of the base plate and the electrode wire.
Material
C
Mn
P
S
Si
Cr
Cu
Base plate
0.22
0.49
0.005
0.01
0.47
0.10
0.01
Electrode
0.32
1.26
0.15
0.09
0.20
0.57
0.86
Table 2. Process parameters used for the investigation.
Parameter, unit
Value
Welding current, A
89.0
Welding voltage, V
13.0
Wire feed speed, mm/s
37.0
Travel speed, mm/s
4.0
Electrode diameter, mm
1.2
Electrode stickout, mm
15.0
Shielding gas composition
80% Ar + 20% CO2
Shielding gas flow, l/min
15
Figure 2 depicts the schematic representation of the wall to
be deposited over the base plate, and the position of high-speed
camera and thermocouples. Ten layers are deposited one over
the other to build a vertical wall. The arc images are recorded
at a 5kHz sampling rate from the side orientation, as shown in
Fig. 2(b). A bandpass filter (690±10 nm) is used to eliminate
the arc light interference. For few experiments ND filter is used
to decrease the arc image saturation and to observe the variation
in the intensity with in the arc column. The instantaneous
welding current and voltage waveforms are recorded in
synchronization with the arc images. The thermal cycles are
measured using the K-type thermocouples fixed at a distance
of 3 mm and 25 mm from the bottom and side face of the base
plate, respectively [Fig .2(b)], and at a distance of 30 mm, 60
mm and 90 mm along the welding direction from the starting
of the weld bead. The deposited wall dimensions are measured
from the transverse section polished and etched with a 2% Nital
solution and observing using a stereo-microscope.
Pranjal Shukla et al. / Procedia Manufacturing 48 (2020) 725–729
Kuka KR16
727
Wire-feeder
CMT
advanced
Power
source
I and V
sensor
Layer upon
layer
deposition
V
I
LEM F310
Base plate
DAQ (NI)
Moving Table
High speed camera
(Nova S6)
Computer
Fig. 1. Schematic representation of the experimental setup.
Fig. 3. Effect of deposited ten layers on the thermal cycle.
Fig. 2. (a) Dimensions of the base plate; (b) Thermocouple location and the
high-speed camera orientation (all dimensions are in mm).
3.Results and discussion
Figure 3 shows the thermal cycles measured using the
thermocouples fixed at the locations (30, 60, and 90 mm) along
the travel direction from the layer starting point, however,
during the building of the first to tenth layers. The location of
the thermocouples is also shown in Fig. 2(b). It is clear from
the recorded thermal cycles that the thermal history is measured
in the region where the welding arc reached a quasi-steady
state. The base plate experiences the repeated thermal cycles
due to the heat input from the welding arc and the molten metal
deposited from the first layer to the tenth layer. For instance,
the temperature of the base plate at location A increases from
room temperature to 2660C as the welding arc approaches the
location, while the arc moves away from it the base plate starts
cooling from 2660C to 1590C. Further, the temperature of the
base plate at location A increases from 1590C to 3550C during
the second layer deposition as the welding arc approaches near
it and cools down to 2480C as the arc moves away from it. The
heat accumulation by conduction from the first layer to fifth
layer deposition increases the peak temperature from 2660C to
4510C. However, beyond the fifth layer, peak temperature
decreases from 4510C to 4130C. As the wall height increases,
the distance between point A and the welding arc, and the
surface area of the wall enhances. This subsequently surges the
heat loss by conduction and convection which result in a
reduction in peak temperature.
Figure 4(a) depicts the ten-layer wall build over a base plate.
The width of the layer increased continuously from the first
layer to the fourth layer and remained approximately consistent
from the fifth layer onwards. To understand the comprehensive
variation in the dimensions of the deposited layers, individual
layers are deposited separately over a base plate and the
corresponding macrographs are shown in Fig. 4(b)-(e). It is
evident that the already existing layer is remelted by the
depositing layer, which results in forming a bow-shaped
profile. As the welding arc energy and the pressure vary in a
Gaussian distributed manner, their corresponding magnitudes
are more near the arc center region. As a result, more amount
of metal is remelted at the center portion of the already
deposited bead.
The heat input and the molten metal deposited in the
WAAM process are relatively more than that of the laserassisted AM processes. Along with the heat input, various
driving forces in the weld pool like buoyancy force, Lorentz
force, Marangoni force, shear stress from plasma jet, and arc
pressure affects the fluid flow in the weld pool and the resulting
bead profile. It is imperative to precisely control the heat input
and the associated driving forces to maintain a consist layer
dimensions in the WAAM process.
Fig. 4. Macrograph of the deposited wall corresponding to (a) ten layers; (b)
one layer; (c) three layers; (d) five layers; (e) eight layers.
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Pranjal Shukla et al. / Procedia Manufacturing 48 (2020) 725–729
Figure 5 depicts the terminology of the deposited layer
dimensions measured in the present work. W1 and H1 represent
the width and height of the first layer. From the second layer
onwards, the width and height are calculated as
(1)
(2)
where i, h, and H refer to the layer number, the height of the ith
layer, and overall height of the wall after depositing ith layer,
respectively.
Fig. 5. Schematic representation of the layer dimensions nomenclature.
Figure 6 explains the width and height of the individual layers.
It is observed that the width of the layer or bead gradually
increases from the first layer (5.36±0.25mm) till the fourth
(6.05±0.21mm) layer, while the height decreases
simultaneously from 2.37±0.14 mm to 0.96±0.06 mm [also
refer to Figs. 4(a), (d) and (e)]. The layer dimensions remain
approximately consistent from the fifth layer onwards. The
base plate acts as a heat sink to cool the deposited layers. The
initial temperature of the base plate is at room temperature and
it cools the first layer significantly. With each layer deposited
the base plate temperature increases and its cooling efficiency
on the newly depositing layers reduce. It is also evident in the
thermal cycles presented in Fig. 3. The magnitude of the
variation in the peak temperatures experienced by the base
plate from the fifth layer onwards reduces. This results in the
diminished variation in the thermal gradient between the new
layers and the base plate. Furthermore, the thermal balance
between the heat loss by conduction and convection heat
transfer could also be reached from the fifth layer onwards.
This results in maintaining the consistent layer dimensions
form the fifth layer to the tenth layer.
Figure 7(a) shows the welding current and voltage waveforms
in a typical Cold Metal Transfer process. The complete
waveform is characterized by three phases. Phases I, II, and III
refer to the boost, waiting, and short-circuiting aspects,
respectively. The region between points 1 to 6 represents the
boost phase, 6 to 8 corresponds to waiting phase, and the region
beyond 8 depicts the short-circuiting phase. The arc behavior
in Phases I-III is explained using the arc images chosen at
different instances of the current waveform. Please note that
ND filter is not used while recording the arc images presented
in Fig. 7.
The arc images corresponding to points 1, 2, and 3 explain
the arc behavior during the current rising at the beginning of
the pulse. As the welding current increases, the area enveloped
by the anode spot enhanced at the tip of the electrode, and the
plasma distribution between the electrode, and the base plate
widened. Further, the increase in the heat input with the
enhanced current also ionizes the shielding gas surrounding the
existing plasma region and widens the arc.
The significant melting of the electrode wire and the
workpiece happens during the boost phase, the droplet pendant
generated at the tip of the electrode reaches the weld pool
during the waiting phase. Here the droplet size doesn’t grow
due to the lower heat input associated with the waiting phase.
Finally, in the short-circuiting region, the droplet pendant
short-circuits with the molten pool surface at a relatively
smaller magnitude of the welding current. The electrode wire
moves opposite to the feeding motion at the instant droplet
short-circuits with the molten pool allowing the droplet to
detach without any spatter.
Fig. 7. Arc behavior in a typical CMT cycle.
Figure 8 explains the variation in the intensity of the welding
arc in the boost phase, while depositing first to tenth layers.
Arc-light interference is decreased using ND filters along with
the bandpass filter to capture the apparent variation in the
intensity with the layer. It is observed that the arc intensity (in
boost phase) increases gradually from the first layer to the
fourth layer and remained consistent from fifth to tenth layers.
Fig. 6. Variations in the dimensions of each deposited layer.
Pranjal Shukla et al. / Procedia Manufacturing 48 (2020) 725–729
729
flow and maintaining the consistent layer dimensions from
the fifth layer to the tenth layer.
Acknowledgements
The authors gratefully acknowledge the support of the
DST/SERB Ramanujan research grant (Grant No. SB/S2/RJN093/2015), Naval Research Board grant (NRB-436/MAT/1819) and New Faculty Seed Grant from IIT Tirupati (ME/1819/008/NFSG/DEGA)
References
Fig. 8. Arc intensity variation with layer and its influence on bead profile.
The well-defined correlation between the arc intensity and
the layer dimension is depicted in Fig. 8. The layer width
increases gradually from the first layer to the fourth layer and
remains approximately the same from the fifth to the tenth
layer. This gives us a clue that maintaining the consistent arc
intensity by varying process parameters for each layer can
result in consistent dimensions.
4.Conclusions
This paper presented the detailed experimental study on the
CMT based WAAM of ten-layer wall built over a base plate.
The results of this work can be summarized as follows:
• The base plate experiences repeated thermal cycles due to
the heat input from the welding arc and the molten metal
deposited from the first layer to the tenth layer. The heat
accumulation by conduction from the first layer to fifth
layer deposition increases the peak temperature of the base
plate. Fifth layer onwards the peak temperature decreases
due to dominant heat losses from conduction and
convection.
• The arc intensity increases from the first layer to the fourth
layer and remains approximately similar in the subsequent
layers. The possible reason can be the cooling effect of the
base plate for the initial few layers. This arc intensity
variation has a direct relation to the layer dimensions.
• The width of the layer increased continuously with a
simultaneous reduction in the layer height from the first
layer to the fourth layer. The layer dimensions remained
approximately consistent from the fifth layer onwards. The
combined influence of the reduction in the variation of
thermal gradient between the new layers and the base
plate, and the thermal balance between the supplied heat
input and heat losses by the conduction and convection
from the fifth layer onwards results in stabilizing the fluid
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