3.1. Microstructure
Thermal-Calc (TCNI10: Ni-Alloys v10.0) was used to analyze the microstructure of the GH3625 alloy in a complete equilibrium state. The composition system used in the calculation is shown in
Table 1, with a temperature range of 500–1500 °C and a total amount of 1 g. The thermodynamic calculation results are shown in
Figure 1.
Florren S drew a time–temperature–transformation (TTT) plot of the GH3625 alloy, as shown in
Figure 2.
The microstructure of the GH3625 alloy is analyzed based on
Figure 1 and
Figure 2.
Figure 1 shows that the GH3625 matrix is austenite. In a fully equilibrium state, if the temperature of the alloy liquid drops to 1355 °C, the austenite begins to form, and the liquid phase completely solidifies at 1295 °C. When the temperature is above 940 °C, there is a small amount of MX phases which have a face-centered cubic (FCC) structure, mainly composed of niobium carbide (NbC), with a mass fraction not exceeding 0.3% (shown as the blue line in
Figure 1, FCC-L12 # 3). The MX phase is commonly referred to as primary carbide. Residual carbide and niobium distributed on the interdendritic zone combine in the early stages of solidification. If there are nitride and oxide inclusions in the liquid phase, it will further promote the nucleation of NbC. However, the NbC phase is unstable at temperatures of 700–950 °C and easily decomposes into the M23C6 or M6C phase, while the NbC phase could also decompose into the M6C phase at temperatures of 800–980 °C. Some researchers believe that the M6C phase is transformed from M23C6, and the final form is M6C [
28], while the author believes that the M6C phase and M23C6 may coexist, and their content ratio depends on the aging temperature and the Cr/Mo ratio of the material itself. When the temperature is less than 800 °C, 0.08 wt% M23C6 phase always exists in a thermodynamic equilibrium (shown as the purple line in
Figure 1) [
29].
Except for carbides, the main precipitates in the microstructure are the δ phase and the γ″ phase. When the temperature drops to 940 °C, the δ phase forms in a thermodynamic equilibrium state, composed of Ni
3Nb, with a maximum content of 10 wt% (shown as the brown line in
Figure 1, NI3TA). Because the γ″ phase is the metastable phase of the δ phase, the γ″ phase does not exist in the thermodynamic equilibrium state. The δ phase has an orthorhombic structure (D0a), and the γ″ phase has an ordered body-centered tetragonal structure (D022). The γ″ phase is the major strengthening phase of the GH3625 alloy, and usually distributes dispersedly. The γ″ phase with Ni3Nb stoichiometry, has lattice parameters of a = 0.362 nm and c = 0.740 nm. The formation of the δ phase slightly reduces the intergranular corrosion resistance. The δ phase precipitates when the samples age at above 700 °C and below 950 °C for a long time. If an aging temperature of 650 °C is selected, from the perspective of precipitation kinetics this temperature is exactly the optimal precipitation temperature of the γ″ phase. There are still two types of intermetallic phases in thermodynamic equilibrium, the P phase and the σ phase (
Figure 1), which have similar compositions. The σ phase transforms into the P phase as the temperature drops below 720 °C. The σ phase, commonly harmful for corrosion-resistant alloys, is the topologically close packed (TCP) phase that theoretically exists in the GH3625 alloy. Its tendency to precipitate is relatively less if there is reasonable heat treatment of the solution. The P phase only exists theoretically in thermodynamic calculations and cannot meet its kinetic precipitation conditions in practice.
Figure 3 shows the microstructure of the GH3625 alloy with different reductions in area. As seen, cold drawing has a relatively small effect on the precipitation of GH3625, slightly refining the grain size, and significantly changing the carbides. As shown in
Figure 3a, the grains without cold drawing are mostly equiaxed, and the overall microstructure retains the flow left by the hot deformation process, and the carbide is nodular. As shown in
Figure 3b, when the area decreases by 10%, the carbides have a slight tendency to crack, but the overall microstructure changes little.
Figure 3c shows that when the reduction in area increases to 20%, great tensile cracking (above 10 µm) occurs in the large-sized carbides, and the number of twins increases.
Figure 3d shows that when the reduction in area increases to 30%, slightly smaller carbides (3–10 µm) are also broken, and multiple grains are elongated, resulting in an overall increase in grain size by 1 level (ASTM). As
Figure 3e,f show, different aging treatments were performed on the samples with a 30% reduction in area after cold drawing, and was found that the precipitates at the grain boundaries only slightly increased. This is because the aging at 760 °C for 1 h makes the precipitates change slightly: M23C6 does not precipitate, while aging at 650 °C for 24 h separates out some of the γphase, which is so small that it cannot be observed by optical microscope.
Figure 4 shows the change in microstructure caused by cold deformation can be more clearly demonstrated by SEM, as described above. And it also clearly shows that the precipitates of secondary carbide, shown as spots, are almost entirely at grain boundaries, distributed parallel to the direction of hot work along the segregation bands, which is almost unrelated to cold work.
The composition of precipitates of the samples after cold drawing with a 30% reduction in area and aging at 650 °C for 24 h was analyzed by energy dispersive X-ray spectroscopy (EDS). As shown in
Figure 5 and
Table 3, the precipitates are mainly NbC, and the semi-quantitative analysis shows a 61.5% mass fraction of Nb. The only visible precipitates in the structure are NbC, because the holding temperature of 760 °C is low and the holding time is short. In addition, the low carbon content results in no precipitation of the M23C6 phase. Theoretically, the γ″ phase should be precipitated in the microstructure after aging for 24 h, but it is small to nanoscale, making it difficult to characterize.
Figure 6 shows the bright-field images (by TEM) of the microstructure before and after cold drawing.
Figure 6a shows that there are some dislocation lines within the grains, and the distribution of the dislocations at the grain boundaries is denser. The grain boundaries may be the origin of dislocations. This is because the experimental bar was initially hot-rolled from alloy ingots, and although heat treatment was carried out after rolling, it was not enough to completely eliminate all dislocations in the structure. Therefore, there were some dislocations before cold drawing. As shown in
Figure 6b,c, a large number of dislocation lines occur in the microstructure of the samples.
Figure 6b shows a lot of dislocation pile-up and tangling at grain boundaries, while
Figure 6c shows the dislocation pile-up near the second phase. As can be seen from the above, the numerous dislocation pile-ups at grain and phase boundaries lead to the deformation structures.
Figure 7 shows the selected area electron diffraction patterns (SAED) of the precipitate phases. Combined with EDS analysis (
Table 4), it can be found that the main precipitates are in the NbC phase. Comparing
Figure 7a,b with
Figure 7c,d, it can be seen that there is a small change in the types of precipitates before and after drawing, mainly in MC-type carbides. In the sample without cold drawing, the MC phase (in
Figure 7a) and a small amount of the M6C phase (in
Figure 7b) are found. In the cold-drawn sample, the MC phase (in
Figure 7c) and M6C phase are found, as well as a small amount of the M23C6 phase (in
Figure 7d).
A small number of dispersed and tiny γ″ phases are observed in the microstructure of the cold-drawn samples after aging at 650 °C for 24 h, which has some consistency with the results displayed by the dynamic curve. The morphology is shown in
Figure 8.
3.2. Tensile Properties
The tensile properties of samples with different deformation and heat treatment states were tested at room temperature. The yield strength (Rp0.2), tensile strength (Rm), elongation (A%), and section shrinkage (Z%) are shown in
Table 5 and
Figure 9.
Figure 9a shows that cold deformation significantly improves the strength, with a strength increase of 130–200 MPa for every 10% increase in reduction in area. Heat treatment has little effect on the tensile strength of the samples with ≤20% reduction in area. For the sample with a 30% reduction in area, recovery occurs following heat treatment, resulting in a decrease in strength of about 100 MPa.
Figure 9b shows that the strength increase caused by cold drawing is more pronounced in the yield strength, which increases by 250–370 MPa for every 10% increase in reduction in area. Meanwhile, aging can slightly enhance the yield strength of the undeformed sample by the second phase, and its strengthening mechanism is based on the formula for the second-phase strength increase [
30].
is the strength increase, M is the Taylor factor (=3), G is the shear modulus, b is the Burgess vector, and λ is the particle spacing in the second phase.
Heat treatment has a little effect on the mechanical properties of the alloy with 10% strain, while it has a greater impact on the alloys with 20% and 30% deformation. This is because during the cold drawing process, when the strain is small (10%), the strengthening effect from the edge to the center decreases, so the strengthening effect in the center is weak. However, the tensile samples could only be chosen from the center of the bar. Therefore, the heat treatment has little effect on the core of the sample with a 10% reduction in area. Meanwhile, it can be seen that the yield strength of the sample held at 650 °C is higher than that of the sample held at 760 °C for 1 h. This is because the γ″ phase starts nucleation at 650 °C, and although it has not yet grown due to the relatively short time, it will strengthen the second phase from a microscopic perspective. At 760 °C, there are fewer precipitated secondary carbides, and the main carbides in the microstructure are still the large primary carbides during solidification, which have little effect on improving strength. Therefore, the smelting temperature should be properly controlled, which could reduce the number of primary carbides and make the carbides precipitate in the form of small secondary carbides, thus benefiting the performance of the alloy.
Figure 9c shows that as the reduction in area increases, the yield strength ratio approaches 1, which is very unfavorable for the safe service of the material. When the yield strength ratio is appropriately reduced and the stress is greater than the yield strength, the material will undergo plastic deformation in advance, which will make the failure signal more obvious, providing reaction time for component replacement and reducing the losses caused by material failure in the entire system. Both heat treatment processes can significantly reduce the yield ratio from 1 to around 0.9.
Figure 9d shows that the plasticity significantly decreases as the reduction in area increases. Meanwhile, the two heat treatment processes improve the elongation with 30% strain, which is attributed to the recovery effect. However, the change in dislocation does not damage the grain boundaries. After necking occurs, the alloy can still continue necking, which also makes the influence of heat treatment on the reduction in area small.
The stress–strain curve reflects the deformation behavior of the material at various stages.
Figure 10 shows that the curves of the elastic stage almost overlap for samples with different reductions in area, but there is an obvious difference in the plastic strain stage. The two main factors affecting the plasticity index are the plastic uniform extension after elastic strain, and the effect of necking after exceeding the maximum stress. In this experiment, the necking of all samples was similar, so the elongation was significantly affected by the former factor. The main factors determining the plastic deformation ability of the alloy in the uniformly elongation section are its dislocation movement and work-hardening ability. When the sample is subjected to tensile stress load, the parallel segments gradually become thinner, then a large number of dislocations occur. The first part that becomes thinner bears the maximum stress, but due to the large increase in the number of dislocations and their movement, work hardening occurs, which enables the alloy to have a self-healing mechanism. After local strengthening, the fracture ultimate strength at this point increases, and continues to extend uniformly until fracture. The premise of this experiment is cold drawing, which has led to the formation of a large number of dislocations in advance. The pile-up of a large number of dislocations obviously hinders the further increase and movement of dislocations, slowing down the production of new dislocations and their movement to the weakest position in the cold-deformed sample, reducing its ability to uniformly extend, and thus, reducing the overall elongation of the material after forging.
Figure 11 shows the influence of heat treatment on the stress–strain curve, which is mainly reflected in samples with large reductions in area. Both heat treatment processes can restore the stress–strain curve of a sample that has been strengthened by a large number of dislocations to the shape of the stress–strain curve before cold drawing. The only difference is that the turning point (yield strength) improves. It can also be seen that the sample aged at 650 °C has a larger elastic strain under the same load.
The changes in the mechanical properties of GH3625 after cold drawing were studied. Ding et al. studied the relationship between cold deformation and the mechanical properties of GH3625. It was found that cold deformation was the main factor affecting work hardening [
31]. Zhao studied the effect of different degrees of cold deformation on the mechanical properties. It was found that when the cold rolling deformation was 20%, the tensile strength could reach 1050 MPa. With an increase in reductions in area, the strength increased. The condition of the material was different from that in this study, so the experimental data obtained are not the same. However, the overall trend and strengthening mechanism of the materials obtained from the research are similar to the direction of this study [
19].
3.4. Dislocation Density
There are usually two methods for calculating dislocation density. One is to use TEM for microscopic statistics, which uses the ratio of the total length of all dislocation lines per unit field of view to the area to represent the facial density of dislocations. This method is inaccurate and it can only indicate the facial density of dislocations in a certain microscopic area, with units of nm
−1. Another method is to use XRD to test and calculate the average dislocation density. The test results are shown in
Figure 13.
Firstly, the average thickness of the crystallites perpendicular to the crystal face is calculated, then the D value calculated by different 2 θ angles is averaged, and finally, the volume density of dislocations δ is calculated, with units of cm
−2. This is calculated by the Scherer equation [
32,
33]:
where
D is the crystallite size,
k is the Scherrer constant (=0.89) [
34],
is the measured width at half maximum of the diffraction peak of the sample,
is the Bragg diffraction angle,
is the wavelength of the X-ray, Co target, with a wavelength of 1.7889 Å.
Then, the equation above can be used to calculate the dislocation density
δ [
35]. Test results of the dislocation density with different reductions in area and aged at 760 °C for 1 h are shown in
Table 6.
It can be seen in the table that a 10% reduction in area increases the dislocation density by 8 times, and for every 10% increase in reduction in area thereafter, the dislocation density increases by 3 times. After heat treatment, the dislocation density significantly decreases, and the larger the reduction in area, the greater the decrease in dislocation density. The dislocation density of the sample with a 10% reduction in area decreases to 72%. The dislocation density of the sample with a 20% reduction in area decreases to 50%. The dislocation density of the sample with a 30% reduction in area decreases to 25%. This is related to the heat treatment temperature, where 760 °C is much higher than the temperature at which the material is recover. During the heat treatment process, a large number of dislocations ablate, and the lattice distortion energy is fully released due to static recovery at this temperature.
Deformation strengthening is one of the main methods to improve the strength of material. The yield strength values strengthened by four different strengthening methods are the superposition of effects caused by the different methods. When there is fine-grained strengthening and dislocation strengthening, the two are superimposed using the sum of square roots [
36,
37]. In this experiment, solution strengthening and the change in grain size are not obvious. The strength increase brought about by the second-phase strengthening is estimated to be 50 MPa based on the strength increase in the annealed and undeformed samples before and after aging, mainly calculating the contribution of dislocation strengthening.
The contribution of dislocations to the strength increase before and after cold drawing and heat treatment is calculated by the following formula [
38,
39]:
where
is the strength increase;
α is a constant, taken as 0.88;
G is the shear modulus, taken as 79 GPa;
b is the Burgess vector, taken as 0.25 nm; and
is the dislocation density.
Table 7,
Table 8 and
Table 9 show the calculation results of samples with different dislocation densities.
Table 7,
Table 8 and
Table 9 show that the yield strength of the sample without cold drawing increases by 50 MPa after aging at 760 °C. It is believed that this strength increase is mainly caused by the strengthening of the second-phase precipitation. The increase in dislocation strength of the sample without cold deformation is 183 MPa, while the measured strength is 582 MPa. Therefore, the basic strength is considered to be 399 MPa in the calculations.
The calculation results show that the strength increase caused by 10–20% reductions in area and the strength reduction after heat treatment have a close relationship with the measured values. Although the specific theoretical values are slightly different from the measured values, the trend is very close. The theoretical dislocation strengthening of the material with a 30% reduction in area is enhanced sharply, with the yield strength reaching 2057 MPa, while the measured ultimate strength is only 1505MPa, and the yield ratio is 1 at this time. This is because materials with a yield ratio greater than or equal to 1 have extremely low plasticity, and the tested yield strength is forced to decrease. The material does not reach its yield strength during the tensile process, and due to the influence of ultimate strength, it fractures prematurely before yielding, resulting in a decrease in material safety. In summary, the good consistency between the calculated values and the measured values confirms that the strength increase is mainly provided by dislocation strengthening, reflecting the role of heat treatment in adjusting the mechanical properties of materials.