3. Results and Discussion
Because the quality of the powder has a significant influence on the property of the laser-cladded samples, the morphology and the diameter distribution of the Fe–Si–Al powder were inspected.
Figure 2a shows the SEM image of the Fe–Si–Al powder. Because the Fe–Si–Al powder is prepared by crushing the leftover material and flotsam of the ribbons, the powder exhibits irregular shapes with sharp corners.
Figure 2b shows the diameter distribution of the Fe–Si–Al powder. It can be seen that the diameter of the powder varies from 20 μm to 300 μm. The median particle diameter
D50 (the diameter with cumulative frequency of 50%) is 97 μm.
Figure 3a exhibits a typical photograph of the as-prepared Fe–Si–Al coating specimen. The coating specimen possesses a relatively flat surface without obvious cracks on a ~100 mm × 50 mm area, indicating good processing quality. Some periodical ripples can be noticed on the surface of the prepared specimens. It is well known that powder with a sphere shape is the best raw material for laser cladding. The Fe–Si–Al powder exhibits high powder-using efficiency of the Fe–Si–Al at about 80%. The high powder-using efficiency, as well as the quality of the cladded surface, indicates that the Fe–Si–Al powder is quite suitable for laser cladding.
The XRD spectra of the Fe–Si–Al coating specimens are shown in
Figure 3b. The five XRD spectra present very similar shapes. There are three obvious peaks sitting at ~44.9°, 65.5°, and 82.8° and several small peaks can also be observed. After calibration, all the peaks were confirmed to correspond to the (Al, Fe, Si) solid solution phase with a body-centered cubic (BCC) structure. Thus, the XRD results indicate that the five laser-cladded coatings all consist of the (Al, Fe, Si) solid solution phase. The structure of the Fe–Si–Al coating is quite stable under different cladding parameters.
Figure S2 in the Supplementary Materials shows typical SEM images of the cross-sectional profile of the cladded layer of coating specimen 5. It can be seen that the coating is metallurgically bonded to the substrate. The coating is quite dense, and almost no pores were observed. However, the grains are hard to distinguish in the SEM images. Then, the coating specimens were inspected by optical microscope.
Figure S3 in the Supplementary Materials shows optical microscope images of the whole cladded layer of the Fe–Si–Al coating specimens. The thicknesses of coating specimen 1–specimen 5 were measured to be about 1.39 mm, 1.57 mm, 2.37 mm, 1.73 mm, and 1.27 mm, respectively. No obvious cracks and very few pores could be found on any of the specimens, indicating the high cladding quality of the prepared Fe–Si–Al coatings.
Figure 4 shows the enlarged optical microscope images. Areas I, II, and III show the top, middle, and bottom of the cladded layer, respectively. These cladding layers consist of columnar grains and equiaxed grains. The columnar grains are located adjacent to the carbon steel substrate and then translated into equiaxed grains up to the top of the cladded layer.
The solidification morphology of metal is usually determined by the temperature gradient (
G) and solidification velocity (
R) [
8,
17]. The growth of columnar grains tends to form under higher
G/
R values while that of equiaxed grains tends to form under lower
G/
R values [
17]. In the laser cladding process, the unmelted carbon steel substrate acts as a heat sink, creating a heat flux gradient. Adjacent to the carbon steel substrate, the columnar grains grow opposite to the heat flux and form an epitaxial growth feature.
G is highest at the bottom of the cladded layer and rapidly decreases with the increasing distance from the bottom, slowly decreasing up to the surface of the cladded layer. In contrast,
R reaches the lowest value at the bottom of the cladded layer and then rapidly increases with the increasing distance from the bottom, slowly increasing up to the surface of the cladded layer [
8]. Therefore, in the cladded layer, the
G/
R value keeps decreasing, resulting in the columnar-to-equiaxed transition.
It can be also seen that the grain size of the equiaxed grains firstly increases and then decreases along the deposition direction in all of the Fe–Si–Al coating specimens. The grain size is mainly dominated by the cooling rate, which can be evaluated by
G/
R [
17]. Generally, a high
G/
R value will cause a fine grain structure [
8]. As mentioned above,
G keeps increasing and
R keeps decreasing with the increasing distance from the bottom. This makes
G/
R reach a maximum value in the middle of the cladded layer, which results the grain size in the middle of the cladded layer being smaller than in other parts. According to the optical microscope images shown in
Figure 4, by employing the intercept method, the average grain sizes of cladded specimen 1–specimen 5 were measured to be 26 ± 10 μm, 20 ± 4 μm, 23 ± 3 μm, 21 ± 5 μm, and 29 ± 8 μm, respectively. It can be seen that the average grain size is not so sensitive to the preparation parameters, which indicates that the laser-cladded Fe–Si–Al coatings are quite suitable for industrial production.
Fibrous texture is usually observed on the laser-cladded coatings. In order to determine the preferred crystallographic orientation of the coating specimen, the specimens were subjected to EBSD inspection.
Figure 5a shows the inverse pole figure-X direction (IPF-X) EBSD maps of the bottom region of the Fe–Si–Al coating specimen 1. The cladded layer and the heat-affected zone HAZ [
18] were separated by a continuous fusion line. After calibration, the grains in the cladded layer were confirmed to consist of a Fe-based solid solution phase with a BCC structure, which is consistent with the XRD results. No cracks were found around the fusion line, indicating that the cladded coating possesses good metallurgical bonding with the carbon steel substrate. Fine grains with mean size of ~3 μm were observed in the 1045 carbon steel substrate. Before the cladding process, the annealed 1045 carbon steel substrate is constituted by ferrite and pearlite [
18,
19]. During the laser cladding processing, the HAZ is heated above the Ac3 line, and the nucleation of austenite starts within the ferrite [
19]. Because the temperature of the HAZ subsequently quickly drops, there is not enough time for the growth of the austenite, leaving fine austenite grains in the HAZ. Then, the austenite transforms into ferrite again during the rapid cooling process [
20], and fine grains form in the HAZ.
Above the fusion line, a layer of columnar grains followed by equiaxed grains were observed. There were some small angle grain boundaries in the columnar grains (see the dashed line in
Figure 4a). According to the previous literature [
8,
21], these columnar grains may grow epitaxially from parent grains in the HAZ along the heat flux direction. Then, due to the weaker thermal gradient, the epitaxial growth stops, and equiaxed grains form. The corresponding {100}, {110}, and {111} pole figures of specimen 1 are also presented in
Figure 4a. The signal dispersed in the pole figures, indicating a random texture in the Fe–Si–Al cladding. Similar morphology was observed in the other Fe–Si–Al coating specimens, as shown in
Figure 4b.
The microhardness distribution of Fe–Si–Al-cladded specimen 1–specimen 5 is presented in
Figure 6a–e, respectively. It can be seen that the five curves exhibit very similar tendencies. In the cladded layer, the microhardness keeps a high value approaching 500 HV
0.3. Some microhardness fluctuation was noticed in this area, which was caused by the changing of the grain sizes, as presented in
Figure 4. At the edge of the cladded layer, the microhardness rapidly dropped to about 300 HV
0.3 due to the significant difference between the cladded layer and the steel matrix. Then, the microhardness slowly dropped to a value equal to that of the steel matrix in the HAZ. Because the steel matrix was subjected to an annealing process before the laser cladding process, the rapid heating and cooling effect of the laser cladding can refine the grain and increase the microhardness of the HAZ. However, the grain refinement effect will decrease with the increasing distance from the cladded layer, resulting a slow drop of the microhardness in the HAZ.
As shown in
Figure 6f, the average microhardness in the cladded layers of coating specimen specimen 1–specimen 5 was calculated to be 477 ± 10 HV
0.3, 494 ± 15 HV
0.3, 485 ± 13 HV
0.3, 493 ± 9 HV
0.3, and 471 ± 16 HV
0.3, respectively. The microhardness of the carbon steel substrate was also measured to be only 193 ± 7 HV
0.3. Thus, the Fe–Si–Al cladded layer can significantly improve the microhardness of the 1045 carbon steel substrate. No obvious relationship can be found between the microhardness and the applied laser power/scanning speed. However, by comparing the average grain sizes and the average microhardness of the prepared coating specimens, it can be found that there seems to be some relationship between them, i.e., the larger grain size corresponds to the lower microhardness. Because the Fe–Si–Al coatings have a single-phase solid solution structure, the relationship between the grain size and the strength/hardness should be ruled by the Hall-Petch equation.
The Hall-Petch equation quantitatively describes the strength increasing with the decreasing grain size in single-phase alloys [
22]. According to the Hall-Petch equation, the relationship between the yield strength σ
s and the grain size
d of metals can be described as follows:
where σ
0 and k
0 are constants for a certain metal.
Moreover, hardness is usually positively correlated with the yield strength in metals, and there is an empirical formula for microhardness
MH and yield strength σ
s [
23]:
where k
1 is a constant for a certain metal.
Then, the following can be found:
where σ
2 and k
2 are constants for a certain metal.
Figure 7 shows the average microhardness plotted as a function of the average grain sizes of the prepared coating specimens. It can be found that the microhardness of the prepared coating specimens increases with the increasing
d−1/2 value. After linear fitting, which is widely used in the literature [
24], the microhardness was confirmed to depend linearly on the
d−1/2 values with an
R square value of higher than 0.99. Therefore, the relationship between the microhardness and the grain size in the prepared Fe–Si–Al coatings matches Equation (3), i.e., the hardness of the Fe–Si–Al coatings is ruled by the Hall-Petch equation. Therefore, the microhardness of the Fe–Si–Al coatings is mainly dominated by the grain sizes, and the microhardness of the coatings can be tuned by controlling the grain sizes.
Figure 8a shows the friction coefficient variation curves of the 1045 carbon steel. The friction coefficient is relatively stable after a short period of adjustment and presents a tendency to slowly increase. Different from the 1045 carbon steel, some fluctuations were observed in the friction coefficient variation curves of coating specimen 1–specimen 5, as shown in
Figure 8b,f. Moreover, the friction coefficient increasing rate of the coating specimens is higher than that of the 1045 carbon steel. The average friction coefficient of coating specimen 1–specimen 5 and the 1045 carbon steel is presented in
Figure 8g. It can be seen that the average friction coefficient of the coating specimens is slightly lower than that of the 1045 carbon steel, and obvious fluctuations were noticed in the average friction coefficient of the coating specimens. Due to the fact that the surfaces of the coating specimens are not flat, new contact points would generate during the wear test. The observed fluctuations and the friction coefficient increasing might be caused by the disturbance of the newly generated contact points.
To quantitatively evaluate the wear resistance of the coating specimens, the mass loss during the block-on-ring wear test was measured, and the results are presented in
Figure 8h. It can be found that mass losses of coating specimen 1–specimen 5 are (4.9 ± 0.5) × 10
−5 mg·(N·m)
−1, (4.6 ± 0.3) × 10
−5 mg·(N·m)
−1, (4.9 ± 0.3) × 10
−5 mg·(N·m)
−1, (4.6 ± 0.8) × 10
−5 mg·(N·m)
−1, and (5.1 ± 9.9) × 10
−5 mg·(N·m)
−1, respectively, while that of the 1045 carbon steel is as high as (44.3 ± 2.9) × 10
−5 mg·(N·m)
−1. Therefore, the prepared Fe–Si–Al coatings can effectively improve the wear resistance of the 1045 carbon steel up to an order of magnitude. It has been reported that the steel coating produced by friction surfacing can improve the wear resistance of the 1045 steel matrix by 35% [
25]. The Fe–Mo alloy coating fabricated by plasma transferred arc cladding possesses enhanced wear resistance of about 5 times that of the 1045 steel matrix [
26]. The Ni–Cr–B–Si alloy coatings prepared by continual local induction cladding can effectively increase the wear resistance of the 1045 steel by 6–10 times [
27]. It can be seen that the prepared Fe–Si–Al coatings have achieved a much better strengthening effect. Although there are some other coatings that have an even better improvement effect than the Fe–Si–Al coatings, such as the laser-cladded Ni–Cr–B–Si coatings [
28], the ultrahigh content of expensive metals such as Ni and Cr severely limits it application. Therefore, as compared to the previous work, the prepared Fe–Si–Al possesses excellent wear resistance, as well as quite a low cost.
Because the prepared Fe–Si–Al coatings are solid solutions with a single phase, the wear resistance of the coating specimens may be mainly dominated by the grain size. By comparing the mass loss and the microhardness of coating specimen 1–specimen 5 (seeing
Figure 8h), it can be found that the mass loss decreases with the increasing microhardness. It has been found that microhardness has a negative relationship with grain size. Thus, the wear resistance of the Fe–Si–Al coating specimens is mainly dominated by grain size.
To find out the wear mechanism of the coating specimens, the wear scars were observed by SEM.
Figure 9a shows the wear scar of coating specimen 4. Obvious scratches along the relative sliding direction can be observed. Some areas showed different morphologies in the scratches, as marked in
Figure 9a.
Figure 9b shows the enlarged SEM image of this area, where surface spall was observed. The scratches and surface spall are reported as the feature morphology corresponding to abrasive wear and adhesive wear, respectively [
3,
29]. Thus, abrasive wear and adhesive wear are the primary wear mechanisms.
Figure S4 in the Supplementary Materials shows the optical microscope images of the wear scars of coating specimen 1–specimen 5 and the 1045 carbon steel. It can be seen that the wear scars are very similar to that of coating specimen 4. Therefore, abrasive wear and adhesive wear are the primary wear mechanism for the Fe–Si–Al coating specimens and the 1045 carbon steel.