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www.elsevier.com/locate/surfcoat
Surface & Coatings Technolog
Microstructural and topographical studies of DC-pulsed
plasma nitrided AISI 4140 low-alloy steel
P. Corengiaa,T, G. Ybarraa, C. Moinaa, A. Cabob, E. Broitmanc
aInstituto Nacional de Tecnologıa Industrial, C.C. 157, (B1650WAB) San Martın, ArgentinabIonar S.A., Buenos Aires, Argentina
cDepartment of Chemical Engineering, Carnegie Mellon University, Pittsburgh, PA 15213, USA
Received 11 May 2004; accepted in revised form 10 January 2005
Available online 20 April 2005
Abstract
The influence of DC-pulsed plasma nitriding time on the surface properties of AISI 4140 low-alloy steel has been investigated. The
samples were nitrided in an industrial equipment using a gas mixture consisting of 25% N2+75% H2 and the DC-pulsed glow discharge time
was varied between 1 and 28 h. Optical and scanning electron microscopy as well as X-ray diffraction, electron probe microanalysis and
microhardness measurements have been used to study the ion-nitrided surfaces.
It was found that the compound layer thickness does not follow a parabolic law with treatment time. An equation has been derived
according to the experimental data that can predict the thickness under the nitriding conditions studied in the present investigation.
Furthermore, when the nitriding time is increased, the compound layer passes from a dual phase (e-Fe2–3N+gV-Fe4N) to a monophase
gV-Fe4N.The topographical evolution and roughness, studied by atomic force microscopy (AFM), have shown that all the roughness parameters
increase with the ion nitriding time. The rate of increase is higher during the first hours of nitriding, which could be related to the relative
intensity of sputtering and redeposition.
The microformations developed during nitriding show a conical aspect with different morphologies. Their growth direction changes from
a perpendicular orientation in the center of the sample to an inclination close to the sample edge, as a consequence of the change of the
direction of the electric field lines close to the edges.
D 2005 Elsevier B.V. All rights reserved.
Keywords: Pulsed plasma nitriding; Low alloy steel; Topography
1. Introduction
Plasma nitriding is a plasma-activated thermochemical
method widely used to increase the fatigue strength,
hardness and wear resistance of low-alloy steels, tool steels
and stainless steels [1–3].
During the ion nitriding process, the nitriding reaction
takes place at the surface and also in the subsurface region
of the metal. As a result, two different structures have been
identified, the so-called bwhiteQ or bcompoundQ layer and
0257-8972/$ - see front matter D 2005 Elsevier B.V. All rights reserved.
doi:10.1016/j.surfcoat.2005.01.060
T Corresponding author. Tel.: +54 11 4724 6297; fax: +54 11 4724 6313.
E-mail address: [email protected] (P. Corengia).
the bdiffusion zoneQ. The first one is the outermost layer,
and consists of one or two iron nitrides (Fe4N–Fe2–3N),
depending on the process parameters. The second layer
results from reactions produced by the N diffusion, such as
precipitation of nitrides, a-Fe saturation, changes in the
residual tensions and C redistributions [3].
There have been many investigations aiming the pre-
diction of the resulting structures and, in consequence, their
service behavior. However, the results are contradictory and
the phenomena involved in the structural evolution of the
compound layer, its thickness and their surface topography
are still not well understood. Celik and Karadeniz [4] did
not observe variations of the formed compounds with the
processing time during the ion nitriding of an AISI 4140
y 200 (2005) 2391–2397
Table 1
Elemental chemical analysis of AISI 4140 steel
Element C Mn Si Cr Ni Mo P S Fe
Composition (wt.%) 0.41 0.82 0.30 0.90 0.04 0.17 0.014 0.011 balance
P. Corengia et al. / Surface & Coatings Technology 200 (2005) 2391–23972392
steel at different temperatures, being in all cases observed
only one phase. However, Kurny et al. [5] reported for an
En40B steel the transformation of phases when the treat-
ment time was increased from 0.5 to 10 h. Other researchers
[6] have observed in the white layer surface of API X65L
the opposite transformation observed by Kurny.
In the present work, we report the microstructural and
topographical studies of DC-pulsed plasma nitrided AISI
4140 low-alloy steel treated for different periods of time.
The effect of nitriding time on structural and mechanical
properties of the nitrided layer was investigated by optical
microscopy, scanning electron microscopy (SEM), X-ray
diffraction (XRD), electron probe microanalysis (EPMA)
and microhardness. The topographical evolution and
roughness, studied by atomic force microscopy (AFM),
are correlated to the mechanisms observed during the
nitriding.
2. Experimental
The chemical composition of an AISI 4140 steel samples
employed in the experiments can be found in Table 1. A bar
made of this steel was oil quenched from 1113 K, then
tempered at 823 K for 2 h, and finally cooled in air, resulting
in a material with a final hardness of 320 HV0.25N.
Specimens, machined into discs of 45 mm in diameter and
8 mm in thickness, were mechanically ground to 600 grade
emery paper; some of them were finally polished with 1 Amalumina grinding paste for topographical studies. After
cleaning with acetone in an ultrasonic bath, the substrates
were placed into a DC-pulsed plasma nitriding industrial
equipment [7]. The process parameters used in the nitriding
chamber are shown in Table 2. In order to reduce dimen-
sional distortions of the substrates, the treatment temper-
ature, measured by a thermocouple attached to the back of
one sample, was carefully controlled by the control of
plasma parameters and heating by electrical resistors placed
inside the chamber. After nitriding, the samples were slowly
cooled down to room temperature in a nitrogen atmosphere.
Table 2
Main nitriding parameters
Parameter Value
Nitriding time 1, 2, 4, 15, 20, and 28 h
Voltage between electrodes 750 V
Pulse on/off time 70–200 AsCurrent density 1.03 mA cm�2
Pressure 60 Pa
Temperature 773 K
Plasma chamber atmosphere 75% H2–25%N2
The treated samples were nickel electroplated and
sectioned for examination and hardness profile determina-
tion. The microstructure was revealed using 3% nital reagent
and examined with a Zeiss Axiotech optical microscope and a
Philips SEM 505 scanning electron microscope. The micro-
hardness was measured with a Vickers tester (Akashi, MVK-
H2) using loads of 0.25 and 1 N. The X-ray diffraction
measurements were carried out in a Philips PW 1810 X-ray
diffractometer using Co Ka radiation.
AFM measurements were carried out in the center and
edge of the samples with an UltraObjetive scanning probe
microscope (Surface Imaging Systems GmbH) in tapping
mode.
The carbon content of the samples after nitriding was
determined by electron probe microanalysis (EPMA) in
cross sectioned nitrided specimens. The employed apparatus
was a Cameca SX100 instrument equipped with five
wavelength dispersive spectrometers.
3. Results and discussion
3.1. Microhardness
Fig. 1 shows the microhardness profile of an AISI 4140
DC-pulsed plasma nitrided samples treated at 773 K during
2, 15, and 28 h. As seen in the figure, when we increase the
processing time, the interface case/core is less pronounced
and the hardening reaches a higher depth. We also observe a
decrease in the core hardness for long process time.
Fig. 2 shows the surface hardness as a function of
treatment time. The surface hardness increases to reach a
Fig. 1. Microhardness profile of DC-pulsed plasma nitrided samples for (n)
2 h, (o) 15 h, and (�) 28 h.
Fig. 2. The surface microhardness as a function of DC-pulsed plasma
nitriding time for AISI 4140 low-alloy steel.
Fig. 4. Variation of the thickness of the compound layer with ion nitriding
time.
P. Corengia et al. / Surface & Coatings Technology 200 (2005) 2391–2397 2393
maximum value at 2 h, and then lower values are obtained
for longer treatment periods. This result can be explained by
the time dependence of the nitrides precipitates dispersion
within the matrix [8]. Precipitates with a certain size will be
the most effective in obstructing the movement of dis-
locations and in producing the maximum strengthening and
hardening. At longer times, the precipitates particles are
larger in size and more prone to coarsening, leading to a
lower precipitate density and hence lower hardness. There-
fore, an optimum nitriding time exists at which the highest
hardness may be achieved.
3.2. Microstructure
3.2.1. Compound layer
Fig. 3 shows cross-sectional SEM images of an AISI
4140 DC-pulsed plasma nitrided samples done at 1, 4, 15
Fig. 3. Cross-sectional SEM micrographs of AISI 4140 steel DC-pulsed
and 28 h. We observe the presence of a continuous and
uniform layer, the compound layer, which has not been
attacked by the nital reagent. Under this layer, we observe
the microstructure of the diffusion zone, where the nitrogen
is found in solution or forming nitrides of the alloy. In Fig.
3(a) and (b) we can also observe that the compound layer
has grown along grain boundary.
The development of the compound layer is determined
by treatment temperature and time, as well as nitriding
potential [8]. We clearly observe in Fig. 3 that the
thickness of the compound layer increases with the
nitriding time. Fig. 4 shows the thickness of the compound
layer as a function of nitriding time. The thickness
ion-nitrided at 773 K for (a) 1 h, (b) 4 h, (c) 15 h and (d) 28 h.
Table 3
Diffraction intensities for the lines corresponding to the e and gV phases fordifferent processing times
Ion nitriding time [h] cV(200) e(100) U = e/cV
0 – – –
1 74 26 0.35
2 76 24 0.32
4 84 16 0.19
15 93 7 0.08
20 95 5 0.05
P. Corengia et al. / Surface & Coatings Technology 200 (2005) 2391–23972394
increases very fast in the first hours of process, but then
the rate of growth diminishes. This behavior, which has a
considerable deviation from a parabolic growth observed
in gaseous nitriding [9], can be explained in terms of the
sputtering which produces the elimination of the formed
nitrides [10], the denitriding [5] and the role of the layer as
a barrier for the formation of free Fe atoms [11].
Marciniak [12] proposed a model to explain the thickness
evolution of the compound layer. In our case, the kinetics of
Fig. 5. X-ray diffractograms of AISI 4140 steel (a) untreated and DC-pulsed
ion-nitrided at 773 K for (b) 2 h and (c) 20 h. (o) a-Fe, (x) g-Fe4N and (�)
E-Fe2 – 3N.
28 96 4 0.04
growth for the compound layer can be explained by the
equation:
Th ¼ a t1=2 þ b t þ c ð1Þ
where Th is the thickness of the compound layer in [Am], a
is a diffusion growth coefficient in [Am h�1/2], b is the
sputtering rate in [Am h�1], and c is a compound zone
thickness formed during the ramp-up time in [Am] [13].
The sputtering rate (SR) depends on the gas pressure,
accelerating voltage, discharge current density and material
to be removed. If we consider that the SR remained constant
during the process, and that in our experiments the nitriding
started when the samples reached the process temperature
(773 K) because of the presence of the auxiliary heaters in
the chamber, then c =0 (there is no compound layer at t =0).
If we fit the experimental values of Fig. 4 with Eq. (1) we
obtain a =2.278 Am h�1/2 and b =�0.168 Am h�1.
Furthermore, the SR calculated from our experiments is in
good agreement with the value calculated for similar steels
[13].
Fig. 5 shows typical X-ray diffraction spectra from
unnitrided samples (Fig. 5a), and treated for 2 h (Fig. 5b)
and 20 h (Fig. 5c). The analysis shows that two nitrides, e-Fe2–3N and gV-Fe4N, are present at short treatment time,
while the e phase can not be detected for processing periods
longer than 15 h.
Similar to the analysis done by Kurny et al. [5], a
semiquantitative idea of the variation and distribution of
these phases can be obtained comparing the intensities of
the (100) and (200) diffraction lines for e and gVrespectively, which do not overlap and are intense enough.
Table 3 shows that the intensity of the e phase gradually
decreases with the treatment time, indicating a decrease in
the amount of this phase, while the intensity of the gVdiffraction line increases with the time. For treatment time
longer than 15 h, we can consider that the samples have a
compound layer of one phase: gV.It is well known that better characteristics in ductility
and fatigue are found when the compound layer consists of
only one nitride phase, i.e. either gV-Fe4N or e-Fe2–3N [14].
When the (gV+ e) dual phase is present, internal stresses
develop as a consequence of the difference in lattice
structures. On that basis, the samples treated for more than
15 h are expected to present a better performance as they
Fig. 6. The case depth versus the square root of time for AISI 4140 DC-
pulsed plasma nitrided.
P. Corengia et al. / Surface & Coatings Technology 200 (2005) 2391–2397 2395
show a high homogeneity and consist of only one phase
(gV-Fe4N).A similar phase variation was observed by Kurny et al.
[5] for En40B steels. However, Celik and Karadeniz [4]
did not observe compound variations during the ion
nitriding of an AISI 4140 steel for treatments between 1
and 10 h at different temperatures, gV-Fe4N being the
observed phase. Other researchers [6] have observed in the
white layer surface of API X65L, the opposite trans-
formation (Fe4NYFe2–3N) with the increased time of
Fig. 7. Surface morphology of untreated AISI 4
Fig. 8. Surface topography of ASI 4140 after nitriding at 7
nitriding (0.5 to 28 h). They found the formation of an
e-Fe2–3N sub-layer at the higher nitriding times, and
interpreted this transformation as a result of the
accumulation of N in the compound layer produced by
the lower N diffusion coefficient on the compound layer
than on a-Fe.
Two factors influence the kinetics of the formation of
the compound layer during ion nitriding: the SR
[12,13,15] and the amount of C in the steel [8]. In our
research, the higher amount of e in the beginning of the
process can be explained in terms of the amount of C in
the steel, because it stabilizes this phase. The evolution
(e+gV)YgV, that we observe in Table 3, could be a
consequence of the sputtering and/or generated by a phase
transformation eYgV. If we consider that for the first
hours of the process the compound layer is divided in two
sub-layers, an upper layer richer on e phase and a lower
layer richer on gV phase, the cathode sputtering will
remove the e phase during the first hours of the process.
This assumption is supported by Marciniak [12] and Sun
et al. [10], who showed the distribution of phases as a
function of the distance to the surface of the sample
taking into account the sputtering effect. Moreover,
simulations of the time evolution of (e+gV) bilayers
formed on steel by gaseous nitriding have shown that
the e/gV front moves much slower than the gV/a front [16];
thus, if the outer e phase is removed, the bilayer may
eventually become a gV layer.
140 (a) SEM image and (b) AFM image.
73 K for 1 h. (a) SEM image and (b) AFM image.
Fig. 9. SEM and AFM images of surface topography of AISI 4140 after nitriding at 773 K for 20 h.
P. Corengia et al. / Surface & Coatings Technology 200 (2005) 2391–23972396
Regarding the phase evolution (e+gV)YgV due to the
phase transformation eYgV, some researchers [17] suggest
that it could be the result from the diffusion of C out of the
steel during nitriding, leading to the decarburization of the
steel surface and the destabilization of the e phase. In our
experiments this mechanism can not be considered because
the C profiles obtained by EPMA did not show variations in
the amount of C in the surface of the samples at different
processing time.
3.2.2. Diffusion zone
As expected, higher depth values of the diffusion zone
are obtained as the treatment time increases. The diffusion
length d, defined as the depth where the hardness has
decreased to 400 HV, its near surface value, can be
estimated as [18]:
d ¼ De tð Þ1=2 þ c ð2Þ
where De is the effective diffusion coefficient which
depends on the in-diffusion and trapping (nitride formation)
of N. The constant c in Eq. (2) takes into account the onset
time of the nitriding process, and t is the elapsed time.
If the width of the nitrided case is associated to the
diffusion zone d, then it can be estimated from the
microhardness profiles at different processing time t (Fig.
Fig. 10. Roughness parameters versus DC-pulsed plasma nitriding time.
(E) Maximum Height Difference, (o) Mean and (�) Root Mean Square.
1). A linear relationship was found between d and t1/2 (with
a calculated effective diffusion coefficient of nitrogen of
3.18�10�12 m2 s�1 and an onset c of 0.11 h), as expected
for a diffusion controlled process (Fig. 6).
3.3. Topography
Fig. 7 shows the SEM and AFM images from the central
region of untreated steel. The surface has the typical
morphology of fine grinding with regularly spaced grinding
marks. The mean roughness value of the surface determined
by AFM is approximately 14 nm with a maximum peak to
valley height Hpv of 35 nm over the entire mapped area of
25 Am2.
Fig. 8 shows the SEM and AFM images of the central
region for a nitrided sample treated during 1 h. The original
grinding marks have vanished and the surface appears to be
uniformly covered with small microformations or droplets.
The mean roughness increased to 111 nm with Hpv=232 nm
after nitriding for 1 h.
The nucleation and growth of the microformations on the
nitrided surface are determined by relative intensity of
sputtering and redeposition [19,20].
Fig. 9 shows the SEM and AFM images after 20 h of ion
nitriding, with mean roughness value of 213 nm and
Hpv=451 nm. The increase of nitriding time produces an
increase of the microformations which start to overlap,
Fig. 11. SEM image of AISI 4140 DC-pulsed plasma nitrided during 20 h.
The image was obtained at 50 Am from the edge.
P. Corengia et al. / Surface & Coatings Technology 200 (2005) 2391–2397 2397
giving as a result bigger cones of different morphologies
and lower surface density.
Fig. 10 shows the evolution of the roughness parameters
(Maximum Height Difference, Mean and Root Mean
Square) measured by AFM in an area of 5�5 Am2 of the
central region of the samples. The surface roughness
apparently increases with the square root of the treatment
time (Fig. 10). Similar dependence was detected on ion
nitriding of an austenitic stainless steel using a broad beam
Kaufman ion source [19].
It is known that during plasma nitriding the SR is much
higher around the edges than at the central region of the
samples [20]. Fig. 11 shows an SEM image taken at the
edge of a sample nitrided for 20 h. We can observe
columnar microformations that, instead of being perpendic-
ular to the substrate as in the center of the sample (Fig. 9),
are leaning out of the center. This variation in the growth
direction can be explained as a result of the change in the
electric field direction close to the edge of the sample. The
same effect has been observed for samples treated under
different nitriding time.
4. Conclusions
– The compound layer thickness does not follow a para-
bolic law with treatment time. An equation has been
derived according to the experimental data that can
predict the thickness under the nitriding conditions
studied in the present investigation.
– When the nitriding time is increased, the compound layer
passes from a dual phase {e-Fe2–3N+gV-Fe4N} to a
monophase gV-Fe4N. It is expected that samples treated
for longer periods of times (N15 h) will present better
ductility and fatigue resistance, because they show a
highly homogeneous compound layer consisting of only
gV-Fe4N phase.
– A linear relationship was found between the case depth
and the square root of the nitriding time, as expected for
a diffusion controlled process. The effective diffusion
coefficient of nitrogen has been determined to be
3.18�10�12 m2 s�1, according to the experimental
data.
– The surface hardness depends on the nitriding time. It
increases in the first 2 h when it reaches a maximum
value, and then decreases because of the formation of
coarser nitride precipitates.
– All the roughness parameters increase with the ion
nitriding time. The rate of increase is higher during the
first hours of nitriding, which could be related to the
relative intensity of sputtering and redeposition.
– The increase of nitriding time produces an increase of the
microformationsproducingbiggerconesof lower surfacedensity.
– The growth direction of the microformations changes
close to the sample edge. This could be a consequence of
the change of the direction of the electric field lines close
to the edges.
Acknowledgements
This investigation was carried out at the National
Institute of Industrial Technology (INTI). The authors want
to thank the collaboration received from Dr. Adolfo
Rodrigo, Mr. Fernando Rodriguez and Lic. Fabian Alvarez
from CNEA for discussions and microhardness testing;
Prof. Horacio De Rosa and Eng. Hernan Svoboda from the
University of Buenos Aires for discussions and optical
micrographs; Mrs. S. Haug from Max Planck Insitute for
Metallforschung (Germany) for EPMA analysis, and Dr.
Marlete Zampronio from the State University of Maringa
(Brazil) for discussions.
References
[1] B. Edenhofer, Heat Treat. Met. 1 (1974) 23.
[2] E.J. Stefanides, Des. News 45 (7) (1989) 92.
[3] T. Bell, Y. Sun, Surf. Eng. 6 (2) (1990) 133.
[4] A. Celik, S. Karadeniz, Surf. Coat. Technol. 80 (1996) 283.
[5] S.W. Kurny, M. Mallya, M. Mohan Rao, J. Mater. Sci. Eng. 78
(1986) 95.
[6] M.A. Zampronio, O. Bartier, J. Lesage, P.E.V. Miranda, Mater. Manuf.
Process. 10 (2) (1995) 315.
[7] P. Corengia, G. Ybarra, C. Moina, A. Cabo, E. Broitman, Surf. Coat.
Technol. 187 (2004) 63.
[8] Y. Sun, T. Bell, Mater. Sci. Eng., A 140 (1991) 419.
[9] K. Schwerdtfeger, P. Grieveson, E.T. Turkodogan, Trans. AIME 245
(1969) 2461.
[10] Y. Sun, T. Bell, Mater. Sci. Eng., A 224 (1997) 33.
[11] E. Metin, O.T. Inal, J. Mater. Sci. 22 (1987) 2783.
[12] A. Marciniak, Surf. Eng. 1 (4) (1985) 283.
[13] E. Rollinski, G. Sharp, J. Mater. Eng. Perform. 10 (4) (2001) 444.
[14] L. Frenzhao, S.A. Plumb, H.C. Chold, Proc. of the 5th International
Congress on Heat Treatment of Materials, vol. 1, OMIKK Technoin-
form, Budapest, Hungary, 1986.
[15] C. Ruset, S. Ciuca, E. Grigore, Surf. Coat. Technol. 174–175 (2003)
1201.
[16] M. Keddam, M.E. Djeghlal, L. Barrallier, Mater. Sci. Eng., A 378
(2004) 475.
[17] T. Lampe, S. Eisenberg, G. Laudien, Surf. Eng. 9 (1993) 69.
[18] M. Berg, C.V. Budtz-Jorgensen, H. Reitz, K.O. Schweitz, J.
Chevallier, R. Kringhoj, J. Bottiger, Surf. Coat. Technol. 124
(2000) 25.
[19] L. Pranevicius, C. Templier, J.-P. Riviere, P. Meheust, L.L. Pranevi-
cius, G. Abrasonis, Surf. Coat. Technol. 135 (2001) 250.
[20] Y. Sun, N. Luo, T. Bell, Surf. Eng. 10 (4) (1994) 279.