inter-relation of microstructural features and dry sliding wear behavior of monotectic al–bi and...
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ORIGINAL PAPER
Inter-relation of Microstructural Features and Dry Sliding WearBehavior of Monotectic Al–Bi and Al–Pb Alloys
Emmanuelle S. Freitas • Adrina P. Silva •
Jose E. Spinelli • Luiz C. Casteletti •
Amauri Garcia
Received: 21 February 2014 / Accepted: 15 April 2014
� Springer Science+Business Media New York 2014
Abstract Immiscible Al-based alloys of monotectic
composition have a particular feature of minority phases
embedded into the Al-rich matrix. The disseminated par-
ticles may act as in situ self-lubricating agents due to their
lower hardnesses compared with that of the Al-rich matrix,
favoring good tribological behavior. There is a lack of
systematic fundamental studies on the microstructural
evolution of monotectic alloys connected to application
properties. In the present investigation, the monotectic
Al-1.2wt%Pb and Al-3.2wt%Bi alloys have been chosen to
permit the effect of microstructural parameters on the wear
behavior to be analyzed. Directional solidification experi-
ments were carried out under transient heat flow conditions
allowing a large range of cooling rates to be experienced,
permitting a representative variation on the scale of the
microstructure to be examined. Samples of the monotectic
alloys having different interphase spacing, k, have been
subjected to microadhesive wear tests, and experimental
laws correlating the wear volume with the microstructural
interphase spacing and test time are proposed. It was found
that microstructural features such as the interphase spacing
and the morphology of the minority phase play a significant
role on the wear process and that for the alloys examined kexhibits opposite effects on the corresponding wear
volume.
Keywords Al–Bi alloy � Al–Pb alloy �Immiscible alloys � Microstructure � Self-lubricant � Wear
1 Introduction
Aluminum-based monotectic alloys such as Al–Pb and
Al–Bi have immiscible phases and microstructures charac-
terized by a minority soft phase following the morphology of
droplets and/or fibers embedded into the Al-rich matrix.
Numerous applications exist for composite materials having
particles, rods or filaments of one metal or compound dis-
persed uniformly within a matrix of another. The dispersed
component can be selected to provide characteristics such as
superconductivity, lubricity, catalytic activity or capability
for undergoing nuclear or electronic reactions, while the
matrix provides required bulk properties, including struc-
tural integrity and good tribological properties in a range of
temperatures [1–3]. In the case of Al-based monotectics,
practical applications include self-lubricated bearings,
electrical contact materials and the fabrication of porous
materials [4–8]. An important requirement for bearing alloys
is a low modulus of elasticity (E), which is achieved when
alloying the aforementioned soft metals (Pb, Bi) with Al [8].
The addition of either bismuth or lead to aluminum gives
rise to immiscible systems characterized by monotectic
reactions (L1[aAl ? L2), which occurs for the composition
of 3.2 wt%Bi at a temperature of 931 K or the composition of
E. S. Freitas � A. Garcia (&)
Department of Materials Engineering, University of Campinas
(UNICAMP), 13083-970 Campinas, SP, Brazil
e-mail: [email protected]
A. P. Silva
Institute of Technology, Federal University of Para (UFPA),
Augusto Correa Avenue 1, 66075-110 Belem, PA, Brazil
J. E. Spinelli
Department of Materials Engineering, Federal University of Sao
Carlos (UFSCar), 13565-905 Sao Carlos, SP, Brazil
L. C. Casteletti
Department of Materials, Aeronautical and Automotive
Engineering, University of Sao Paulo (USP),
13566-590 Sao Carlos, SP, Brazil
123
Tribol Lett
DOI 10.1007/s11249-014-0338-8
1.2 wt%Pb at a temperature of 932 K. In both cases, the
resulting microstructures are formed by an Al matrix with a
dispersion of embedded solute particles [9–15]. The mag-
nitude and distribution of these particles will depend on the
rate of displacement of the solid/liquid interface during
solidification and the movement of such particles, which can
eventually be entrapped by the growth front. Silva et al.
examined the transient solidification of Al–Bi alloys of
hypomonotectic [9], monotectic [9, 10] and hypermonotec-
tic compositions [11]. These authors reported that Bi droplets
embedded into the Al matrix prevailed along the non-steady
solidification of the Al-3.2 wt%Bi monotectic alloy [10]. The
growth rate, v, varied during solidification from 0.6 to
1.0 mm/s. The classical relationship used for the growth of
lamellar eutectics: k2v = C has been shown to be adequate
for representing the evolution of k with the growth rate (k is
the interphase spacing, and C is a constant). The morphology
of Bi particles can be explained by the stability diagram
proposed by Ratke and Muller [12, 13], where the stability
limit of fibers has been defined as a function of temperature
gradients and solidification velocities. They suggested that
Bi droplets should prevail for larger solidification velocities
or smaller gradients. If low velocities or large gradients are
imposed, Bi fibers are expected to occur.
Due to its large segregation level, processing of immiscible
alloys is not considered an obvious task. Le and Zhao [14]
proposed an alternative process to minimize convective
effects and segregation along the extent of the miscibility gap.
According to these authors [14], the application of a static
magnetic field during directional solidification can cause a
more uniform distribution of the nucleation rate of the
minority phase as well as a decrease in the maximum size of
the droplets in front of the solidification interface, leading to a
final well-dispersed microstructure. Other study performed by
Silva et al. [15] has showed that the microstructures of the
Al-1.2 wt%Pb alloy can be formed either by well-dispersed
Pb-rich droplets in the aluminum rich matrix (v [ 1.1 mm/s)
or by fiber-like Pb-rich phase and string of pearls
(v \ 0.87 mm/s). The intermediate range of v has been shown
to be associated with a transition region characterized by a
mixture of both fibers and droplets.
An et al. [16] performed a surface treatment by electron
beam irradiation over a hypermonotectic Al-25wt%Pb
alloy. The overlapped zone beneath the melted zone has
been evaluated and exhibited good resistance to wear under
dry conditions. The irradiated Al–Pb alloy has been shown
to have a lubricious tribolayer covering almost the entire
affected surface, which allowed a lower coefficient of
friction at high load to be achieved when compared with
the non-irradiated Al–Pb alloy. Bhattacharya and Chatto-
padhyay [17] have used the Hall–Petch criterion and the
experimentally obtained relation between wear and hard-
ness for aluminum alloys to determine where the reduction
in grain size of aluminum during rapid solidification could
account for the reduction in wear for melt-spun Al–Pb
alloy samples. They reported that nanodispersed lead par-
ticles in aluminum induced significant improvement in
friction and wear characteristics. The authors also sug-
gested by the observed results that an adhesive type of wear
mechanism prevailed.
Lepper et al. [18] examined the wear behavior under dry
conditions of Al–Bi, Al–Pb and Al–Sn alloys containing 10
wt% of the self-lubricant component in all cases. The effects
of oxygen on the friction coefficient, due to differences in air
and vacuum (5.0 9 10-3 Pa), were observed to be much more
drastic than those of Sn, Bi and Pb. The final wear track vol-
ume (mm3) has been shown to be at least two times higher in
the case of the Al-10wt%Pb alloy tested in air.
Recent studies pointed out the effect of the grain size and of
the scale of microstructure parameters of metallic alloys, such
as the cellular, dendritic and interphase spacings, on the
resulting mechanical, corrosion and wear resistances of
metallic alloys [19–25]. Hall–Petch type correlations have
also been recently proposed describing the dependence of
microhardness on the cellular and primary dendritic arm
spacings [26, 27]. A recent study on a hypomonotectic Al–In
alloy has established a correlation between the wear volume
and the interphase spacing of In-rich particles [28]. The
lubricating effect of soft indium areas was shown to be
improved for coarser microstructures. Al–Bi and Al–Pb alloys
become potential alternative to Al–Sn bearing alloys due to
their availability, high strength-to-weight ratio and excellent
friction and wear properties. In spite of that, detailed studies
regarding the interaction between wear and microstructure of
these alloys cannot be found in the literature.
The present study was planned with a view to permitting
the effects of distribution of lead and bismuth-rich phases
(represented by the interphase spacing, k) on the wear behavior
of Al–Pb and Al–Bi monotectic alloys to be analyzed. Transient
directional solidification experiments were carried out provid-
ing a considerable range of interphase spacings to be analyzed
by microadhesive wear tests. Experimental inter-relations
between the wear volume, the time corresponding to the sliding
distance of wear tests and k are envisaged.
2 Experimental Procedure
The directional solidification setup, shown schematically in
Fig. 1a, allows transient conditions of solidification to be
attained during growth of monotectic Al-1.2wt%Pb and
Al-3.2wt%Bi alloys castings. This experimental system has
been detailed in a previous article [29]. Samples for metal-
lography and wear tests were extracted along the castings
length, at different positions from the cooled bottom, as
shown in Fig. 1b.
Tribol Lett
123
Longitudinal samples were electropolished and etched
with a solution of 0.5 % HF in water to reveal the micro-
structure. Image processing systems were used to measure
the interphase spacing (k), which was determined by
averaging the horizontal distance between the centers of
adjacent Pb/Bi particles, as shown schematically in Fig. 2
(about 50 readings for each examined position in the
castings). The microstructure was also characterized by
scanning electron microscopy (SEM).
Transverse samples were used in the microadhesive
(ball crater) wear tests in order to analyze the effect of k on
the wear scar volume (V). A schematic representation of
the used wear tester is shown in Fig. 3. During the tests, a
hard spherical bearing steel ball (AISI 52100, diameter of
25.4 mm and hardness of 818 HV) was rotated against the
sample, producing a wear crater. The ball is driven directly
by clamping the ball in a split drive shaft. The sample is
pressed into the rotating ball from the side by test loads
placed on the weight hanger. As the test duration (number
of rotations or sliding distance) increases the size of the
crater increases. The used ball sliding speed was
0.33 m s-1 (260 RPM), and the applied normal contact
load was 0.2 N. The volume V of a spherical wear scar was
calculated according to Eq. (1), where d is the crater
diameter, and R is the ball radius [20].
V ¼ p � d4
64 � R ð1Þ
Fig. 1 (a) Directional solidification apparatus employed in this work:
1 rotameter; 2 heat extracting bottom; 3 thermocouples; 4 computer
and data acquisition software; 5 data logger; 6 casting; 7 mold; 8
temperature controller; 9 electric heaters; 10 insulating ceramic
shielding; (b) representation of a columnar macrostructure, typical of
both alloys examined, and examples of samples extracted for
metallography and wear tests
Fig. 2 Schematic
representation of the methods
used for determining the
interphase spacing (k)
considering both
microstructural regions with the
prevalence of: (a) droplets and
(b) mixture of fiber-like phase
and string of pearls
Fig. 3 Schematic diagram of the sliding wear tester
Tribol Lett
123
The diameter was measured at least four times for each
wear crater. The tests were carried out under dry sliding
conditions [30–32] (i.e., in air and absence of lubricants) to
prevent any interfacial element from causing influences on
the feedback of the microstructure, and at 23 �C and a
relative humidity of 60 %.
3 Results and Discussion
The microstructure of the Al-3.2wt%Bi alloy casting is
formed by Bi droplets disseminated into the Al-rich matrix
along the entire casting and has been characterized by the
interphase spacing, k, along the casting length, as shown in
Fig. 4a. The cooling rate during the directional solidifica-
tion process is higher for regions closer to the cooled
bottom of the casting and decreases gradually toward the
top of the casting due to the increasing thermal resistance
of the solidified layer. The experimental cooling rate varied
in the range 3–30 K/s and the growth rate, v, from 1.0 to
2.4 mm/s [33]. This translates into an inverse effect on the
interphase spacing with smaller k at the bottom of the
casting, which increases progressively toward the top of the
casting, as shown in Fig. 4a. On the other hand, as depicted
(a)
0 10 20 30 40 50 60 70 800
10
20
30
40
50
60
70
80
90
100
110
120
Position, (mm)
Al-1.2 wt.% Pb
Droplets
Fibers
(b)
0 10 20 30 40 50 60 70 800
10
20
30
40
50
60
70
80
Position (mm)
Inte
rpha
se s
paci
ng, λ
(μm
)
Inte
rpha
se s
paci
ng, λ
(μm
)
Al- 3.2 wt.% Bi
Droplets
Droplets
Droplets
Fibers
Fig. 4 Evolution of k as a function of position (P) along the casting length for: (a) Al-3.2wt%Bi and (b) Al-1.2wt%Bi alloys. The error bars
indicate the minimum and maximum experimental values. Insets of SEM and optical images for specific positions are indicated by arrows
Tribol Lett
123
Ta
ble
1In
terp
has
esp
acin
g(k
),w
ear
crat
ers
and
wea
rv
olu
me
alo
ng
the
dir
ecti
on
ally
soli
difi
edA
l–P
ban
dA
l–B
isa
mp
les
Al-
1.2
wt%
Pb
Al-
3.2
wt%
Bi
P*
(mm
)V
(mm
3)
10
min
V(m
m3)
40
min
k(l
m)
P(m
m)
V(m
m3)
10
min
V(m
m3)
40
min
k(l
m)
D*
1.0
0.0
39
0.1
86
15
.31
.00
.02
40
.08
37
.1
5.0
0.0
46
0.1
43
21
.15
.00
.03
00
.08
81
5.8
10
.00
.03
20
.11
12
4.2
10
.00
.03
00
.08
62
2.4
15
.00
.03
20
.14
42
6.3
15
.00
.03
90
.13
92
7.4
20
.00
.02
80
.13
32
7.9
F*
30
.00
.02
70
.13
93
0.8
40
.00
.02
80
.16
33
6.6
50
.00
.02
60
.15
24
1.9
60
.00
.03
70
.15
74
6.7
*P
isth
ep
osi
tio
nfr
om
the
coo
led
surf
ace,
Dd
rop
let,
Ffi
ber
Tribol Lett
123
in Fig. 4b, the directional solidification of the monotectic
Al–Pb alloy resulted in microstructures formed either by
Pb droplets corresponding to v [ 1.1 mm/s or by a fiber-
like morphology corresponding to v \ 0.87 mm/s [15].
For the wear tests, samples corresponding to the soft
phase particles with droplet shape were extracted from the
positions 1, 5, 10, 15 and 20 mm from the cooled surface of
both alloys castings. In addition, the evaluation of fiber-like
morphologies of the Al-1.2wt%Pb alloy demanded the
characterization of farther positions: 30, 40, 50 and 60 mm.
The experimental results of wear scar volume, in dry
conditions, are associated in Table 1 with position in
casting and the corresponding interphase spacing for 10
and 40 min tests.
With a view to permitting the wear behavior of samples
of different alloys having similar microstructural length
scale to be compared, 4 samples were selected (2 of each
alloy composition) having the interphase spacing parame-
terized at about 15 and 27 lm. The optical microstructures
of such samples are shown in Fig. 5, and the corresponding
results of scar wear volume as a function of the sliding
distance are depicted in Fig. 6. In any case, the wear volume
was found to be directly proportional to the sliding distance,
but was affected by the interphase spacing, k. The effect of
k was shown to be opposite when the wear behavior of the
two alloys is compared, i.e., for a same sliding distance the
P = 5mm; λ = 15.8µm; = 30.7K.s-1 λ = 27.4µm; = 12.7K.s-1
(a)
P = 1mm; λ = 15.3µm; = 13.9K.s-1 λ = 27.9µm; = 5.9K.s-1
(b)
P = 15mm;
P = 20mm;
Fig. 5 Typical microstructures of: (a) Al3.2wt%Bi and (b) Al1.2wt%Pb
alloys at different positions (P) along the casting length, standardized by
two levels of interphase spacing (k): about 15 and 27 lm. _T is the
experimental cooling rate determined at the moment that the monotectic
front passed by each position in casting
200 300 400 500 600 700 800 900
0.02
0.04
0.06
0.08
0.10
0.12
0.14
0.16
0.18
0.20
0.22
0.24
Wea
r V
olu
me
(mm
3 )
Sliding Distance (m)
λ = 15 μm - Al-3.2wt. %Biλ = 27 μm - Al-3.2wt. %Biλ = 15 μm - Al-1.2wt. %Pbλ = 27 μm - Al-1.2wt. %Pb
Fig. 6 Wear volume as a function of the sliding distance during wear
tests of the Al 1.2wt%Pb and Al 3.2wt%Bi samples collected in the
casting at different positions (P) from the cooled surface of the casting
Tribol Lett
123
wear volume, V, of the Al-1.2wt%Pb alloy increases with
the decrease in k, while for the Al-3.2wt%Bi alloy, V
increases with the increase in k. This seems to be associated
with the distribution of the self-lubricating phase (droplets
of Pb and Bi) throughout the Al matrix, which is connected
to k (with smaller k, droplets having smaller diameters are
more homogeneously distributed) and to the hardness of
these droplets (Pb: 38.3HB and Bi: 94.2HB [34]). The
distribution of coarser Pb particles throughout the micro-
structure leads to lower wear volume, i.e., coarser droplets
are apparently capable of providing a more extensive and
continuous film thickness, thus favoring the lubricating
action. A similar result was reported in a recent study on a
monotectic Al–In alloy, i.e., the self-lubricating effect of
soft indium areas (In: 8.83HB) was shown to be improved
for coarser In droplets [28]. In contrast, for the Bi harder
droplets, it seems that the spreading of finer particles con-
tributes to a more efficient lubricating effect.
0.00
0.02
0.04
0.06
0.08
0.10
0.12
0.14
0.16
0.18
0.20
R2 = 0.99 Wea
r vo
lum
e, V
(m
m3 )
Interphase spacing, ( m)
10 minutes 20 minutes 30 minutes 40 minutes
Al-3.2wt.%Bi
R2 = 0.83
(a)
0.00
0.02
0.04
0.06
0.08
0.10
0.12
0.14
0.16
0.18
0.20
V = 0.005.t - 0.105 [-1/2]
Al-3.2wt.% Bi - droplets
Wea
r vo
lum
e, V
(m
m3 )
-1/2 ( m-1/2)
10 minutes 20 minutes 30 minutes 40 minutes
(b)
0.00
0.02
0.04
0.06
0.08
0.10
0.12
0.14
0.16
0.18
0.20
0.22
R2 = 0.78
R2 = 0.79
R2 = 0.94
Al-1.2wt.%Pb
Interphase spacing, ( m)
Wea
r vo
lum
e, V
(m
m3 )
10 minutes20 minutes30 minutes40 minutes
R2 = 0.85
(c)
0 4 8 12 16 20 24 28 32 36 40 0.00 0.04 0.08 0.12 0.16 0.20 0.24 0.28 0.32 0.36 0.40
12 14 16 18 20 22 24 26 28 30 32 0.16 0.18 0.20 0.22 0.24 0.26 0.28 0.30
0.00
0.02
0.04
0.06
0.08
0.10
0.12
0.14
0.16
0.18
0.20
0.22
V = 0.003 + 0.016.t.[ -1/2]
Interphase spacing, -1/2 ( m-1/2)
Wea
r vo
lum
e, V
(m
m3 )
10 minutes 20 minutes 30 minutes 40 minutes
Al-1.2wt.% Pb - droplets
(d)
Fig. 7 (a, c) Wear volume as a function of k and (b, d) wear volume
as function of k-1/2 and wear test time (t): (10, 20, 30 and 40 min) for
the Al-1.2wt%Pb and Al-3.2wt%Bi alloys corresponding to the
casting regions with microstructures formed by Pb/Bi droplets
embedded in the Al-rich matrix. The error bars indicate the minimum
and maximum experimental values
0.16 0.20 0.24 0.28 0.32 0.36 0.400.02
0.04
0.06
0.08
0.10
0.12
Interphase spacing, -1/2 ( m-1/2)
Wea
r vo
lum
e, V
(m
m3 )
Al-3.2wt.% Bi - droplets - 20 minutes
Al-1.2wt.% Pb - droplets - 20 minutes
V20 min
= 0.003 + 0.016.t.( -1/2)
V20 min
= 0.005.t - 0.105.( -1/2)
Fig. 8 Comparison of wear volume against interphase spacing for
monotectic Al-1.2wt%Pb and Al-3.2wt%Bi alloys samples corre-
sponding to a wear test time of 20 min. The error bars indicate the
minimum and maximum experimental values
Tribol Lett
123
In order to incorporate the effects of both test time (or
sliding distance) and the microstructural interphase spacing
on the experimental crater wear volume, these results are
plotted jointly in Fig. 7. In Fig. 7a and c, the experimental
V values are plotted as a function of k for different test
times associated with the corresponding sliding distances
for samples of the Al-3.2wt%Bi and the Al-1.2wt%Pb
alloys, respectively. The dashed curves/lines represent
empirical fits to the experimental points. It can be seen that
the wear volume is significantly affected by both the test
time and k for both alloys, however, with an opposite trend
as aforementioned. Additionally, in the particular case of
the Al–Bi alloy, the effect of k on V seems to attain a limit,
i.e., for test times (t) higher than 30 min, a constant wear
volume is attained.
The correlation of V with the inverse of the square root
of k, shown in Fig. 7b and d for the Al-3.2wt%Bi and the
Al-1.2wt%Pb alloys, respectively, permitted linear exper-
imental equations relating V to both t and k to be derived.
These equations are plotted in Fig. 8 (with the test time
parameterized in 20 min), where the significant and
opposite role of the microstructural effect on the wear
volume can be clearly seen. However, for the Al-1.2wt%Pb
alloy, when the morphology of the Pb-rich phase change
from droplets to fibers, the interphase spacing seems not to
affect the wear volume, which is shown to depend only on
the test time, as shown in Fig. 9.
Figure 10a and b depicts images of the worn surfaces
after wear tests of 40 min in air of Al-3.2wt%Bi and
Al-1.2wt%Pb alloys samples, respectively. In both cases,
the droplets of the soft minority phase have been smeared
by the rotating ball during the wear tests resulting in an
aligned distribution of these phases (Spectrum 1). The
Al-rich matrix has also been subjected to distortion
(Spectrum 2), and the combined damage images suggest a
behavior typical of adhesive wear. Both soft phases are
insoluble in aluminum, but mutual solubility of metallic
couples is not a prerequisite for adhesion. As pointed out
by Landheer et al. [35], insoluble metals can also be
strongly adhered to each other. Aluminum has higher
strength and hardness than Bi and Pb (Al: 245HB; Pb:
38.3HB and Bi: 94.2HB [34] ), so the rupture of the formed
joints during sliding occurs by rupture of the minority
phases, which are transferred to the surface of the Al
matrix. This is a characteristic of surfaces worn by adhe-
sive wear [5]. The composition data inside the Tables of
Fig. 10 also indicate that a small amount of iron has been
incorporated into the alloys.
The results of this investigation show that the choice of
an Al-based monotectic alloy for bearing applications
should combine not only the alloy composition and the
24 28 32 36 40 44 48 52
0.00
0.02
0.04
0.06
0.08
0.10
0.12
0.14
0.16
0.18
0.20
0.22
0.24 W
ear
volu
me,
V (
mm
3)
10 minutes20 minutes30 minutes40 minutes
λ (μm)
Al-1.2wt.% Pb - fibers
Fig. 9 Wear volume as a function of k and wear test time for the
Al-1.2wt%Pb alloy corresponding to the casting regions with the
prevalence of fibrous Pb particles
(a)
Spectrum Al Fe Bi
Spectrum 1 53.7±2.7 0.25±0.02 46.0±2.8
Spectrum 2 76.5±3.8 0.60±0.04 22.9±1.4
(b)
Spectrum Al Fe Pb
Spectrum 1 73.4±3.7 2.0±0.14 24.6±1.5
Spectrum 2 96.3±4.8 3.6±0.25 0.02±0.001
Fig. 10 Secondary electron images of the worn surfaces and
compositions (EDX) of: (a) Bi-rich (spectrum 1); Al-rich (Spectrum
2) areas and (b) Pb-rich (spectrum 1); Al-rich (Spectrum 2) areas,
both for test times of 40 min, evidencing the action of the solid
lubricant (right areas) which has been smeared by the rotating ball
Tribol Lett
123
corresponding study of the worn surfaces but also an
appropriate comprehension and design of the final micro-
structure based on a specific morphology and on the length
scale of the microstructure.
4 Conclusions
The experimental correlation between wear data and
microstructure features has shown that the morphology of
the minority phase and the interphase spacing, k, plays a
significant role on the wear behavior of monotectic Al–Bi
and Al–Pb alloys. The effect of k was shown to be opposite
when the wear behavior of the two alloys is compared, i.e.,
for a same sliding distance, the wear volume of the
Al-1.2wt%Pb alloy increases with the decrease in k, while
for the Al-3.2wt%Bi alloy, V increases with the increase in k.
Acknowledgments The authors acknowledge the financial support
provided by FAPESP (Sao Paulo Research Foundation—Grants Nos.
2013/15478-3 and 2013/13030-5) and CNPq (The Brazilian Research
Council).
References
1. Johnston, M.H., McClure, J.C., Parr, R.A.: Preparation of
monotectic alloys having a controlled microstructure by direc-
tional solidification under dopant-induced interface breakdown.
US Patent 4198232A (1980)
2. Xu, Z., Shi, X., Wang, M., Zhai, W., Yao, J., Song, S., Zhang, Q.:
Effect of Ag and Ti3SiC2 on tribological properties of TiAl
matrix self-lubricating composites at room and increased tem-
peratures. Tribol. Lett. 53, 617–629 (2014)
3. Kumar, S., Sharma, V., Panwar, R.S., Pandey, O.P.: Wear
behavior of dual particle size (DPS) zircon sand reinforced alu-
minum alloy. Tribol. Lett. 47, 231–251 (2012)
4. Bhattacharya, D., Chattopaddhyay, K.: Microstructure and tri-
bological behavior of nano-embedded Al alloys. Scripta Mater.
44, 1677–1682 (2001)
5. Schouwenaars, R., Jacobo, V.H., Ortiz, A.: Microstructural aspects
of wear in soft tribological alloys. Wear 263, 727–735 (2007)
6. Gawarkiewicz, R., Wasilczuk, M.: Wear measurements of self-
lubricating bearing materials in small oscillatory movement.
Wear 263, 458–462 (2007)
7. Stobrawa, J., Ciura, L., Rdzawski, Z.: Rapidly solidified strips of
Cu–Cr alloys. Scripta Mater. 34, 1759–1763 (1995)
8. Yasuda, H., Ohnaka, I., Fujimoto, S., Sugiyama, A., Hayashi, Y.,
Yamamoto, M., Tsuchiyama, A., Nakano, T., Uesugi, K., Kishio,
K.: Fabrication of porous aluminum with deep pores by using Al–
In monotectic solidification and electrochemical etching. Mater.
Lett. 58, 911–915 (2004)
9. Silva, A.P., Spinelli, J.E., Garcia, A.: Microstructural evolution
during upward and downward transient directional solidification
of hypomonotectic and monotectic Al–Bi alloys. J. Alloys
Compd. 480, 485–493 (2009)
10. Silva, A.P., Spinelli, J.E., Garcia, A.: Thermal parameters and
microstructure during transient directional solidification of a
monotectic Al–Bi alloy. J. Alloys Compd. 475, 347–351 (2009)
11. Silva, A.P., Spinelli, J.E., Mangelinck-Noel, N., Garcia, A.: Micro-
structural development during transient directional solidification of a
hypermonotectic Al–Bi alloy. Mater. Des. 31, 4584–4591 (2010)
12. Ratke, L., Muller, A.: On the destabilization of fibrous growth in
monotectic alloys. Scripta Mater. 54, 1217–1220 (2005)
13. Ratke, L.: Theoretical considerations and experiments on
microstructural stability regimes in monotectic alloys. Mater. Sci.
Eng., A 413–414, 504–508 (2005)
14. Li, H., Zhao, J.: Directional solidification of an Al–Pb alloy in
a static magnetic field. Comp. Mater. Sci. 46, 1069–1075
(2009)
15. Silva, A.P., Garcia, A., Spinelli, J.E.: Microstructure morphologies
during the transient solidification of hypomonotectic and mono-
tectic Al–Pb alloys. J. Alloys Compd. 509, 10098–10104 (2011)
16. An, J., Shen, X.X., Lu, Y., Liu, B.: Microstructure and tribo-
logical properties of Al–Pb alloy modified by high current pulsed
electron beam. Wear 261, 208–215 (2006)
17. Bhattacharya, V., Chattopadhyay, K.: Microstructure and wear
behaviour of aluminium alloys containing embedded nanoscaled
lead dispersoids. Acta Mater. 52, 2293–2304 (2004)
18. Lepper, K., James, M., Chashechkina, J., Rigney, D.A.: Sliding
behavior of selected aluminum alloys. Wear 203–204, 46–56 (1997)
19. Goulart, P.R., Spinelli, J.E., Cheung, N., Garcia, A.: The effects
of cell spacing and distribution of intermetallic fibers on the
mechanical properties of hypoeutectic Al-Fe alloys. Mater.
Chem. Phys. 119, 272–278 (2010)
20. Spinelli, J.E., Ferreira, I.L., Garcia, A.: Influence of melt con-
vection on the columnar to equiaxed transition and microstructure
of downward unsteady-state directionally solidified Sn–Pb alloys.
J. Alloys Compd. 384, 217–226 (2004)
21. Rosa, D.M., Spinelli, J.E., Osorio, W.R., Garcia, A.: Effects of
cell size and macrosegregation on the corrosion behavior of a
dilute Pb–Sb alloy. J. Power Sources 162, 696–705 (2006)
22. Abdi, B.R., Besharati, G.M.K., Akbari, M.: Mechanical proper-
ties, corrosion resistance, and microstructural changes during
friction stir processing of 5083 aluminum rolled plates. Mater.
Manuf. Process. 27, 636–640 (2012)
23. Garcia, L.R., Osorio, W.R., Peixoto, L.C., Garcia, A.: Mechanical
properties of Sn–Zn lead-free solder alloys based on the micro-
structure array. Mater. Charact. 61, 212–220 (2010)
24. Cruz, K.S., Meza, E.S., Fernandes, F.A.P., Quaresma, J.M.V.,
Casteletti, L.C., Garcia, A.: Dendritic arm spacing affecting
mechanical properties and wear behavior of Al–Sn and Al–Si
alloys directionally solidified under unsteady-state conditions.
Metall. Mater. Trans. A 41A, 972–984 (2010)
25. Martin, E., Azzi, M., Salishchev, G.A., Szpunar, J.: Influence of
microstructure and texture on the corrosion and tribocorrosion
behavior of Ti-6Al-4V. Tribol. Int. 43, 918–924 (2010)
26. Brito, C., Siqueira, C.A., Spinelli, J.E., Garcia, A.: Effects of cell
morphology and macrosegregation of directionally solidified Zn-
rich Zn Cu alloys on the resulting microhardness. Mater. Lett. 80,
106–109 (2012)
27. Kaya, H., Boyuk, U., Cadırlı, E., Maraslı, N.: Influence of growth
rate on microstructure, microhardness and electrical resistivity of
directionally solidified Al-7wt%Ni hypoeutectic alloy. Met.
Mater. Int. 19, 39–44 (2013)
28. Freitas, E.S., Spinelli, J.E., Casteletti, L.C., Garcia, A.: Micro-
structure-wear behavior correlation on a directionally solidified
Al–In monotectic alloy. Tribol. Int. 66, 182–186 (2013)
29. Rosa, D.M., Spinelli, J.E., Ferreira, I.L., Garcia, A.: Cellular/
dendritic transition and microstructure evolution during transient
directional solidification of Pb–Sb alloys. Metall. Mater. Trans. A
39A, 2161–2174 (2008)
30. Savaskan, T., Bican, O.: Dry sliding friction and wear prop-
erties of Al-25Zn-3Cu-3Si alloy. Tribol. Int. 43, 1346–1352
(2010)
31. Dong, Y.J., Wang, H.M.: Microstructure and dry sliding wear
resistance of laser clad TiC reinforced Ti–Ni–Si intermetallic
composite coating. Surf. Coat. Technol. 204, 731–735 (2009)
Tribol Lett
123
32. Cui, G., Niu, M., Zhu, S., Yang, J., Bi, Q.: Dry-sliding tribo-
logical properties of bronze-graphite composites. Tribol. Lett. 48,
111–122 (2012)
33. Freitas, E.S.: Development of correlations between solidification
microstructures and wear and corrosion resistances. Ph.D. thesis,
University of Campinas—UNICAMP, Campinas –Sao Paulo (2013)
34. http://www.webelements.com. Accessed 16 January 2014
35. Landheer, D., Dackus, A.J.G., Klostermann, J.A.: Fundamental
aspects and technological implications of the solubility concept
for prediction of running properties. DGM—Hauptversammlung,
Berlin (1980)
Tribol Lett
123