3.2. Determination of Sizes and Calculation of Size Fractions of Nanocrystallites
In study [
30], we demonstrate that during the movement of the indenter, the material of the surface layer is characterized by a complex, sign-changing, tense-deformed state. Namely, before the indenter machining, the material exhibits compressed stresses, whereas, after the machining, the stresses change their sign, i.e., an area of tensile stresses is created. At bigger depths, it is manifested by the sign change in shear stresses. Since the indenter made multiple passes on the surface of the machined part, the material of the layer adjacent to the surface was subjected to cyclic sign-changing load, thus creating conditions for the occurrence of the rotational deformation mechanism, which includes both translation and rotation deformation modes. This caused a fragmentation of the original large austenitic grains, followed by the rotation of the resulting fragments. This, in turn, formed narrow high-angle boundaries generated by partial declinations and reduced the crystallites to nanosizes. Microelectronograms that have the form of uninterrupted Debye rings indicate the disorientation of individual fragments to angles of up to a few tens of degrees.
Figure 4 illustrates the distribution of nanocrystallite sizes in the AISI 304 steel surface layer at sliding speeds of 40, 120, 200, and 280 m/min after one, three, and five passes of a sliding indenter; the graphs were drawn based on the analysis of foil TEM images. Grain sizes were determined by measuring the areas of separate elements in dark field images of the structure in the reflection of the α-phase. If it is assumed that all grains have a spherical shape, their sizes,
δ, can be determined as follows:
where
Sδ is the corrected area of the grain’s cross-section.
The spherical shape assumption is based on the rotation shear mechanism of the dispersion of the grain structure by friction under compression. The size fractions of grains were determined using the SIAMS 700 4.1 software package. For each machining mode presented in
Figure 4, we produced five samples from one rod of steel. The samples were subjected to heat treatment simultaneously within one batch. To analyze the cross-section areas of grains and understand the allocation of sizes of nanocrystallites, we produced two foils for transmission electron microscopy from each sample. Altogether, the allocation of grain sizes in each machining mode was calculated based on the analysis of cross-section areas of more than 1000 grains.
The corrected area of the grain’s cross-section was calculated as Sδ = ksSh, where Sh is the grain cross-section area measured using the image, and ks is a correction factor that factors in the random dissection of the grain during the manufacture of the foil. Based on the solution of a geometrical problem of the grain dissection in a random spot, the correction factor ks = 1.5 was determined as the mathematical expectation of the ratio of the arbitrary cross-section area to the half-section area.
It was established that more than 80% of grains had sizes smaller than 100 nm and high angular disorientation after three indenter passes at a tool indenter sliding speed of 40 m/min (
Figure 4b).
In comparison, one tool pass at indenter sliding speeds from 40 to 280 m/min (
Figure 4a,d,g,j) and five tool passes at speeds of 400 and 200 m/min (
Figure 4c,l) yielded a mixed structure that contained less than 15% of nanocrystallites with sizes greater than 100 nm.
The results of transmission electron microscopy allowed us to conclude that the average size of the formed nanocrystallites increases with the increase in the tool indenter sliding speed. The minimum nanocrystallite size (53 to 92 nm) was obtained after three consecutive tool passes with a tool sliding speed from 40 to 280 m/min (
Figure 5). Thus, when forming nanostructures on the surface layer of AISI 304 steel with one, three, and five passes, the optimal tool sliding speed is 40 m/min.
Figure 6 shows bright field images and microdiffractions of the microstructure of the nanocrystallized surface layer after three indenter passes
np = 3 at sliding speeds of 40 m/min, 200 m/min, and 280 m/min. Bright field images and microdiffractions of the AISI 304 steel structure after nanostructuring burnishing with three passes at a sliding speed of 280 m/min demonstrate the high productivity and effectiveness of this nanocrystallization method for
np = 3.
3.3. Change in Phase Composition and Residual Stresses by Depth of the Surface Layer
After finish turning and nanostructuring burnishing, we determined the content of residual austenite γ and the integral breadth of X-ray lines (111))γ and (110)α, reflecting the location density and microdistortions in austenite and deformation of martensite and δ-ferrite, which are given in
Table 1. This study was carried out using a SHIMADZU XRD-7000 diffractometer.
Figure 7 shows the allocation of residual austenite γ content values by the depth of the surface layer, as obtained when consequently electrolytically removing the metal from the part’s surface.
Table 1 and
Figure 7 suggest that up to 90 vol.% of austenite is retained immediately on the part’s surface and in the layer with a depth of 50 μm after finishing turning with a carbide blade, while the content of austenite in the initial structure of the quenched steel was not less than 95 vol.%.
Hence, turning yielded only 5 vol.% of deformation martensite in the surface layer of a sample made of austenitic steel. This heightened stability of AISI 304 steel austenite against deformation phase transformation under finish turning may be connected with the use of a Viper-type tool plate with a large tip radius of 1.2 mm.
Data presented in
Table 1 indicate that one-pass burnishing of a part after a preliminary finish turning does not result in a change in the phase composition of the surface. After burnishing with one pass (
np = 1), the austenite fraction was 90 vol.%, which was the same as after turning. After burnishing with
np = 3 passes, the content of austenite on the part’s surface decreases to 40 vol.%, indicating the deformation transformation of a significant fraction of austenite (~50 vol.%) into deformation martensite. Burnishing with
np = 5 passes results in an almost complete deformation decomposition (~85 vol.%) of austenite; not more than 5 vol.% of γ-phase was registered on the part’s surface.
Figure 7 illustrates that the content of austenite decreases with the depth from the surface of the part machined by burnishing, with the number of indenter passes of
np = 1 and
np = 3 reaching the minimum values of 55 and 8 vol.% of γ-phase, respectively, at a depth of
h ~40 μm. With further distance from the surface, however, we observed the continuous growth of austenite content, amounting to up to 90 vol.% at a depth of
h = 150 μm for
np = 1 and
np = 3. Nonmonotonous (with minimum) variation of the phase composition by the parts’ surface layers after nanostructuring burnishing with
np = 1 and
np = 3 indenter passes is due to the simultaneous influence of two factors that produce opposite effects on the degree of deformation decomposition of austenite.
On the one hand, the stabilization of austenite to deformation γ→α′-martensite transformation decreases with the depth from the turning surface because the heating and speed of the deformation leading to this stabilization are at their maximum values immediately on the part’s surface and decrease with the depth of the surface layer. This is the dominating factor in the layer with a thickness of ~40 μm, providing for the observed decrease in the fraction of austenite and, consecutively, an increase in the intensity of its deformation decomposition. On the other hand, the degree of metal deformation decreases with depth from the surface. This results in a less effective deformation decomposition of austenite and a corresponding growth of γ-phase content at a depth of 40 μm from the part’s surface.
After nanostructuring burnishing with five tool passes, the minimum content (≤5 vol.%) of γ-phase corresponds to an almost complete deformation decomposition of austenite in the layer at a depth of up to 100 μm (
Figure 7,
np = 5). At a depth from the burnished surface starting from more than 100 μm (up to 400 μm), the content of austenite continuously increases, reflecting the less intensive deformation γ→α′-martensite transformation as the degree of deformation of the metal decreases. Therefore, the examined results of the X-ray analysis indicate a very high degree of dependency on the phase composition of the surface layer of a part made of austenitic steel from the modes of turning and burnishing on the turn-mill center. Thus, the deformation conditions of the part’s surface in finish turning by a carbide blade with a tip radius of 1.2 mm result in an almost complete stabilization of austenite to the deformation γ→α′-transformation in the depth of the surface layer.
One-pass burnishing decreases the content of austenite at a depth of ~40 μm from the surface to 55 vol.% (
Figure 7,
np = 1). A higher degree of accumulated deformation obtained by burnishing with
np = 3 indenter passes decreases the austenite content to 40% vol.% on the part’s surface and to 8–10 vol.%—at a depth of 30–50 μm (
Figure 6,
np = 3). Multi-pass burnishing with
np = 5 indenter passes results in a practically complete deformation decomposition of austenite, with 85…90 vol.% of deformation martensite forming on the part’s surface layer, with a thickness of 100 μm.
Results presented in
Table 1 also demonstrate that finish turning and burnishing with
np = 1 and
np = 3 passes causes the integral breadth of the X-ray line (111)γ to rise from 10 min to 36–43 min. This reflects the increase in location density in austenite and microdistortions of its face-centered cubic lattice. The maximum integral breadth of the X-ray line of the α-phase (B
(110)α = 59 min) was discovered on the steel surface after finish turning, when there was 10 vol.% of α-phase consisting of deformation martensite and δ-ferrite deformed by turning. After nanostructuring burnishing with a varying number of indenter passes, the breadth of the line of the α-phase has the values of B
(110)α = 33–37 min.
Plots in
Figure 8 demonstrate that a part machined by turning and burnishing has the maximum integral breadth of lines of the γ- and α-phases on the surface layer, with a thickness of a few micrometers. Generally, the levels of X-ray characteristics under investigation (B
(111)γ and B
(110)α) decrease with distance from the burnished surface, indicating a decrease in the number of defects and microdistortions of the crystal structure of analyzed phases.
Data presented in
Table 2 and
Figure 9 characterize the deformation hardening of the surface of austenitic steel during finish turning and burnishing in different modes, as well as the allocation of microhardness by the depth of surface layers of parts machined on a turn-and-mill center.
It was established that turning already increases the microhardness of the part’s surface from HV
0.05 = 167 in its initial tempered state to 300 HV
0.05. Consequent burnishing with
np = 1,
np = 3, and
np = 5 indenter passes causes further hardening of the surface to 400–480 HV
0.05 (
Table 2). It was also established that intensive deformation hardening of austenitic steel occurs due to the formation of fragmented submicrocrystalline and nanocrystalline austenitic, martensitic–austenitic, and martensitic structures with an elevated number of defects (dislocation density) and microdistortions of the crystal structures of the γ- and α-phases (
Figure 8) as a result of the joint effect of finish turning and burnishing.
It is important to note that even though there was as much as 90 vol.% of austenite on the surface of the steel under analysis (
Table 1), its microhardness was relatively high, at 300 HV
0.05 and 400 HV
0.05 (
Table 2).
The microhardness of the thin surface layer, which consists primarily of a nanocrystalline structure with an average grain size of 57 nm, reaches 460 HV
0.05 after three indenter passes (
Table 2). After five indenter passes, a microhardness of 400 HV
0.05 is retained in the layer up to 90 μm in depth (
Figure 2c).
We analyzed the influence of turning and burnishing on the stressed state of the surface layer of a part made of AISI 304 steel with different numbers of indenter passes. Residual stresses in the γ-phase (σγ) and α-phase (σα) were determined using an angled X-ray of lines (200)γ and (211)α.
An analysis of the part’s surface after finish turning revealed minor residual compressing stresses σ
γ = −60 MPa. However, finish turning causes positive residual stresses (σ
α = +550 MPa tensile stresses) immediately on the part’s surface; these stresses abruptly decrease with the depth from the surface of the deformed layer and transfer to compressing residual stresses at a maximum level of σ
α = −800 MPa at a depth of ~20 μm (
Figure 9a, plot T). We observed that with distance from the turned surface, the compressing stress level decreased substantially to σ
α = −250…−20 MPa.
Undesired significant compression stresses on the turned surface in the α-phase and the high inhomogeneity of the stressed state in the surface layer of the turned part (
Figure 9a, plot T) may be due to intensive destruction and local heating of the surface, as well as the non-uniform distribution of temperatures and deformations by depth of the surface layer during turning.
Data from
Table 2 suggest that nanostructuring burnishing with different numbers of passes transforms tensile residual stresses in the α-phase on the surface of the turned surface into compressing stresses σ
α from −610 to −380 MPa. Simultaneously, the maximum level of compressing stresses in the α-phase on the part’s surface (σ
α = −610 MPa) was discovered after a one-pass burnishing, which did not change the phase composition of the turned surface (fraction of α-phase was 10 vol.%). After three and five indenter passes, when the amount of martensite on the part’s surface increased significantly (see
Table 1), residual stresses in the α-phase were σ
α = −470 and σ
α = −380 MPa, respectively (
Table 2).
According to
Figure 9, burnishing in different modes stabilizes the finish turning-induced heterogeneous stressed state of the part’s surface layer; after burnishing, the surface layer was characterized by the presence of compressing residual stresses in the α-phase σ
α = −700…−250 MPa.
Table 2 also demonstrates that burnishing with
np = 1 and
np = 3 indenter passes results in stresses that are relatively higher than the favorable level of compressing stresses in the γ-phase on the turned surface (from σ
γ = −60 MPa to σ
γ = −90 MPa).
Since burnishing with a different number of passes fundamentally changes the phase composition both on the surface (see
Table 1) and in the depth of the surface layer of a part made of AISI 304 steel, the contribution of residual stresses in the γ- and α-phases to the stressed state of the surface layers will depend on the number of burnishing passes. Specifically, after three indenter passes, when the fraction of the α-phase reaches 60% vol.% on the part’s surface and 90–92 vol.% at a depth of 30–50 μm (
Figure 7, plot
np = 3), the contribution of residual stresses σ
α to the stressed state of the surface layer must be higher than that occurring in the case of one-pass burnishing, which is characterized by higher contents of austenite in the structure of the part’s surface layer (
Figure 7, plot
np = 1). The stressed state of the surface layer after burnishing with
np = 5 indenter passes will be determined by residual stresses in the α-phase to an even higher extent.
Ergo, utilizing the analyzed number of tool passes during the nanostructuring burnishing of AISI 304 austenitic stainless steel, which is subjected to preliminary turning, yields close levels of microhardness in the thin surface layer with a thickness of 40 μm: 400–480 HV
0.05 (
Table 2). It was discovered that variation in the number of passes of the burnishing tool may be used to change the phase composition (see
Table 1,
Figure 7), effective hardening depth, and stressed state of the surface layer (
Table 2,
Figure 9).
In order to confirm the obtained surface layer phase composition data, we subjected an additional sample to nanostructuring burnishing in the optimal mode that formed a nanocrystalline structure with the minimum grain size (indenter sliding speed 40 m/min, feed rate 0.025 mm/rev, force 175 N) in one, three, and five indenter working passes. A Bruker D8 Advanced diffractometer was used for the tests. The phase composition determined using the Rietveld method is presented in
Figure 10 and
Table 3.
A comparison of diffractograms demonstrates that the (111)γ, (200)γ, (220)γ, and (311)γ peak intensities have the maximum value in the original state and decrease when more passes are added. After the first nanostructuring burnishing pass, martensite peaks (110) + (011)α, (200) + (020)α, and (211) + (112)α emerge, and their intensity increases as more passes are added. On the diffractogram, a martensite doublet is not visible due to the low degree of tetragonality.
3.4. Tribological Properties of the Hardened Surface Layer
To understand the influence of the parameters of surface topography of hardened areas on tribological properties with dry and lubricated friction, we studied their formation when using the indenter sliding speed that is optimal for nanocrystallization:
vs = 40 m/min. We analyzed the arithmetical mean height (
Sa), void volume (
Vvv), and reduced peak height (
Spk) parameters, as they determine the wear resistance of the surface to the greatest extent. Variation of these topography parameters depending on the number of tool passes is presented in
Figure 11. Based on the presented research results, we can predict that in tribological tests using dry friction, the lowest coefficient of friction (COF) will be exhibited by the surface obtained with one nanostructuring burnishing pass, since the
Sa and
Spk parameters have the lowest values of 0.043 μm and 0.049 μm, respectively. Using lubricated friction, the lowest friction coefficient will be exhibited by a surface obtained after five passes because the
Vvv parameter will have the highest value of 1.97 × 10
−5 mm
3/mm
2.
The tribological tests used the ball-on-disk scheme and were carried out on a CETR UMT-3 (CETR, USA) machine. We produced disk-shaped workpieces with thicknesses of 25 mm and diameters of 100 mm as samples for tribological tests. To install the workpieces in the tribological machine, holes with diameters of 6.5 mm were drilled in their centers. On the surfaces of each sample, we created three concentric areas with widths of 10 mm that were machined using nanostructuring burnishing with one, three, and five passes at an optimal sliding speed of
vs = 40 m/min and force of
Fb = 175 N. As demonstrated in
Figure 12a, the concentric area situated closer to the outer edge of the workpiece, the middle area, and the inner area were subjected to nanostructuring burnishing with one, three, and five passes, respectively.
A ball with a diameter of 6.3 mm and hardness of RC 62 made of AISI 440-C steel was used as the counter body in the tribological tests. During the experiments, the counter body moved within the concentric areas with a velocity of 2 mm/s for 1800 s (30 min) and a normal load of 2 N.
For tests under dry friction conditions, the sample was fixed immediately on the rotor of the tribological machine (
Figure 12b). During tribological tests using dry friction, the ball-shaped counter body moved along the surface of the workpiece with a circular trajectory with radii of r
1 = 42, r
2 = 29, and r
3 = 14 mm at one, three, and five passes, respectively. It formed wear tracks that are presented in
Figure 11a.
Under lubricated conditions, the sample was submerged into a bath with SINTEC TM4 SAE 75W-90 transmission oil at 25 °C, and the counter body movement radii were r1 = 35, r2 = 25, and r3 = 13 mm with one, three, and five passes, respectively. The counter body load on the surface was 2 N. The linear speed was 2 mm/s.
The coefficient of friction (COF) analysis results are presented in
Figure 13. Using dry friction, after breaking in at a distance of 500 mm, the minimum friction coefficient was exhibited by the surface obtained after one tool pass (
Figure 13a), corresponding to the previous prognosis. Using lubricated friction (
Figure 13b), the minimum friction coefficient values after grinding were obtained on surfaces machined by three and five indenter passes. Thus, this experiment confirmed the forecast presented above.
The wear intensity of the AISI 304 steel surface after nanostructuring burnishing was assessed by analyzing the width and profile of the formed friction tracks (
Figure 14). The obtained width of the friction tracks suggested that dry friction leads to higher wear than that yielded by lubricated friction. Tracks formed using dry friction exhibit traces of adhesive bonding. To correctly determine the parameters of friction tracks, we cleaned the workpiece of oil and wear products in an ultrasound bath with dimethyl sulfoxide, oscillations at a frequency of 60 kHz, and a temperature of 80 °C.
The morphology of friction tracks formed during tribological tests is characterized by traces of microwelding and microbonding of contacting surfaces, as well as traces of localized material tear-off. Friction tracks formed after testing had widths of 65.93–67.52 μm using dry friction and 49.61–57.94 μm using lubricated friction.
Figure 15 presents a profilogram of the cross-section of a friction track after five tool passes, lubricated friction tests, and the removal of wear products.
Figure 16 presents optical microscopy (×500) of areas of friction tracks after tribological tests of nanostructured surfaces formed using dry friction and lubricated friction after one and five tool passes.
The wear track formed using dry friction on the surface machined by nanostructuring burnishing with one tool pass has prominent traces of adhesion bonding manifested as formed micropits with sizes of 3 to 8 μm (
Figure 16a). When there is counter body friction on an analogous surface under lubricated conditions, the wear track is dominated only by the extrusion of material on the edge of the track (
Figure 16b). The wear track obtained on a nanostructured surface after five tool passes under dry friction conditions exhibits multiple traces of material tear-off in the form of pits, as well as traces of adhesive bonding (
Figure 16c). A wear analysis of the surface formed after five burnishing tool passes under lubricated conditions revealed no traces of adhesive bonding. There were solely individual micro tear-offs and an elevated degree of extrusion on the edge of the track (
Figure 16d)
The specific wear coefficient of the surface was calculated using the classic Archard formula considering the set friction path, normal counter body load, and calculated area of the cross-section of the friction track, as follows [
31]:
where
Vµ is the volume of the worn material,
F is the normal ball load, and
lµ is the length of the friction track.
The volume of the worn material
Vµ was calculated using the following formula:
where
R is the radius of the friction track in relation to the center of the sample, and
Sµ is the cross-section area of the friction track.
The cross-section area of the friction track was calculated as the geometric area of a section of the spherical contact that had been flattened due to wear, as follows:
where
r is the counter body radius, and
wµ is the friction track width.
The established parameters of friction tracks were used to build bar charts reflecting the calculated volume of worn material and specific wear coefficient for one, three, and five indenter passes (
Figure 17). The radii of friction tracks formed on the disk with nanostructured surfaces after machining by burnishing were
r1 = 42 mm (
np = 1),
r2 = 29 mm (
np = 3), and и
r3 = 14 mm (
np = 5) (
Figure 12a). In tribological tests under lubricated conditions, friction tracks were formed on hardened surfaces on the reverse side of the disk with similar radii from the center and a friction distance of 3.5 m.
Based on the data on the volume of worn material and specific wear coefficient, it can be concluded that there is a correlation between wear parameters and the obtained microhardness of the surface (
Figure 2).
The minimum values of the volume of worn material and specific wear coefficient are reached with five passes of the burnishing tool for both dry and lubricated friction.