3.1 Effects of heat treatment on the porous C/C preforms
It is known that the morphology and structure of the porous C/C preforms can be modified by appropriate heat treatment [12, 13]. To investigate the effect of annealing on morphology of preforms, SEM images of porous C/C preforms with and without heat treatment were shown in Fig. 2. It was shown that the untreated C/C preform (C0) possessed a rather dense structure and the fiber web layer was rather smooth without many pores or particulates [Fig. 2(a-b)]. With the increase of annealing temperatures, the preforms showed an increasing pore volume and quantity [Fig. 2(c), (e) and (g)]. Meanwhile, small carbon particulates appeared on the surface of the fiber web layer [Fig. 2(d), (f) and (h)], which indicated a microstructure change of the fiber web layer.
Table 1
Pore characterization data of C/C preforms
C/C preforms
|
Density
/g·cm− 3
|
Porosity/%
|
Median pore size/µm
|
Pore size concentration range/µm
|
C0
|
144
|
859
|
61
|
2 ~ 10
|
C1500
|
143
|
1365
|
93
|
2 ~ 20
|
C1800
|
143
|
1283
|
86
|
2 ~ 20
|
C2400
|
140
|
2338
|
117
|
7 ~ 40
|
The pore size distribution of the different C/C preforms was obtained by the technique of mercury porosimetry and the results were shown in Fig. 3 and Table 1. It was indicated that after the heat treatment, the porosity of the C/C preform was increased from 8.6–23.4% while the median pore size was increased from 6.1 to 11.7 µm. The sizes of most pores in C0 were between 1 and 10 µm, while the pore size distributions of C1500 and C1800 preforms were similar, ranging from 2 to 20 µm. However, the pore sizes showed a significant increase as the annealing temperature further increased. In C2400, 70% of the total pore volume was contributed from the pores with a size of > 10 µm. From Fig. 3 and Table 1, it can be suggested that the heat treatment for 1 h leaded to the higher porosity and a larger pore size of the C/C preforms.
It is known that carbon matrix skeletons of C/C preforms are formed by the pyrolysis of the furfuryl resin mixture. Based on the results in Fig. 3 and Table 1, it was inferred that the pore structure change of C/C preforms during heat treatment might be attributed to the further pyrolysis from the remaining carbonized products of the furfuryl resin mixture. In order to confirm this assumption and investigate the detailed pyrolysis process of the furfuryl resin mixture during heat treatment, TG was tested from room temperature to 1500 oC and the corresponding curve was presented in Fig. 4. A dramatic decline appeared between 150 and 500 oC, inferring the main pyrolysis process of the furfuryl resin mixture. In the present work, C/C preforms were synthesized by pyrolysis of the furfuryl resin mixture at 900 oC for 1 h. However, in Fig. 4, a trend of persisting declination could be observed up to 1500 oC. The result indicated that the furfuryl resin mixture and its carbonized products were still pyrolyzed at 1500 oC or even higher temperature, so the porosity and pore sizes of the C/C preforms might further increase during heat treatment. Therefore, it is necessary to anneal the C/C preforms to obtain an optimized pore structure.
Besides the porosity and pore size distribution, the carbon microstructure might be modified during heat treatment because of the graphitization of turbostratic carbon [14]. It is well known that the porous carbon pyrolyzed from resin shows a typical three-dimensional disordered network structure [15]. The disordered network structure could be changed into an ordered graphite structure during heating [16]. To identify the effect of heat treatment on the microstructure of the porous carbon matrix, XRD was used to examine its crystallinity and the result was shown in Fig. 5. With the increasing annealing temperature, the peak of C(002) became sharper and its full width at half maximum (FWHM) decreased gradually, which indicated the increased order degree of the carbon structure.
3.2 Effects of different porous carbon structure on the RMI process
The C/C performs were annealed at different temperatures to modify their porous carbon structure, followed by being infiltrated with molten Si to fabricate the RMI C/SiC composites. According to the various annealing temperatures, the as-synthesized C/SiC samples were indicated as CS1500, CS1800 and CS2400, respectively. For comparison, the RMI C/SiC sample using the untreated C/C preform was also prepared (CS0).
Quantitative XRD tests were employed to investigate the phase composition and relative amount of C/SiC composites. Corresponding results were exhibited in Fig. 6. All the C/SiC samples consisted of β-SiC, amorphous carbon and free Si peaks. The Si phase was from the unreacted residual Si during the infiltration. The intensity of Si and SiC peaks were used to determine their relative amounts (the relative amount of C could not be obtained because of its amorphism) and the results were listed in Table 2. There were less residual Si (SiSiC < 0.1) in the CS0, CS1500 and CS1800, but significantly increased residual Si (SiSiC ~ 0.5) could be detected in CS2400. The results indicated that the relatively large pore size of C2400 might cause the reaction of Si and C to be incomplete and then the melt Si to be left between the generated SiC phase. However the average pore size of C0 was so small that unreacted residual C might be remained after the reaction. Therefore, the C1500 and C1800 might be more suitable for RMI process.
Table 2
Porosity, density and matrix phase composition of C/SiC composites
Samples
|
Porosity/%
|
Density/g·cm− 3
|
Relative amount ratio of SiC Si in matrix
|
CS0
|
092
|
210
|
95 5
|
CS1500
|
089
|
199
|
89 11
|
CS1800
|
093
|
214
|
96 4
|
CS2400
|
299
|
168
|
52 48
|
Figure 7 exhibited the cross-section SEM images of the C/SiC composites. The composites were composed of black, grey and light grey phases. Corresponding EDS analyses indicated that the black, grey and light grey phases were C, SiC and Si, respectively. The stacking structure of fiber web layers and non-woven layers were clear in the low-magnification SEM images [Fig. 7(a), (c), (e) and (g)] and the SiC and Si were mainly distributed in the fiber web layers because the non-woven layers were too compact for the infiltration of molten Si. Meanwhile, the micropores presented in the fiber web layers were beneficial for the Si infiltration via capillary force. It was worth noting that the volume ratio of the infiltrated Si in the composites increased when the annealing temperature was up to 2400 oC [Fig. 7 (g)]. In addition, the detailed images confirmed that there were large amounts of residual Si and cracks in the CS2400 [Fig. 7(h)]. However, no obvious residual Si and cracks can be found in CS0, CS1500 and CS1800.
The above results indicates that the porous carbon structure of C/C preforms could be modified by heat treatment, and further affects the fabrication of C/SiC composites with different microstructure via Si infiltration. To illuminate the correlation between porous carbon structure and the microstructure of C/SiC composites, it is essential to understand the effects of porous carbon structure on the RMI process. It is an exothermic reaction that occurred in the molten Si infiltration:
The infiltration effect during RMI process is highly dependent on the pore sizes of C/C preforms. On the one hand, smaller pores might lead to the incomplete infiltration of molten Si due to the “chock-off” phenomenon [Fig. 7(b)]. This phenomenon is attributed to the fact that, in the infiltration process, the diffusion channels of molten Si became narrower and even completely closed, and then the Si flow would stop. Meanwhile, for a preform with smaller pore sizes, the reaction rate between Si and C was faster than the infiltration rate of Si, and the reaction was mild and limited. The reaction became nearly isothermal since the chemical reaction heat could be released outward in time. On the other hand, larger pores might result in the superfluous unreacted Si formed in the as-obtained C/SiC composites due to the limitation of atom diffusion in reaction [Fig. 7(h)]. Besides, for a preform with larger pore sizes, the infiltration rate of Si was higher than the reaction rate between Si and C. So molten Si would rapidly infiltrate and fill the pores of preforms. The reaction was violent and the reaction heat was hard to be released, which resulted in the rather high local temperature. Therefore, some microcracks would generate in the ceramic matrix because of the remarkable thermo-stress concentration [Fig. 7(h)] [17].
The porosity and density data of the porous C/C preforms and C/SiC composites were summarized in Table 1 and Table 2. It was shown that the porosity of C/C preforms increased from 8.59–13.65% and 12.83% after annealing at 1500 oC and 1800 oC, respectively. When the annealing temperature was raised to 2400 oC, the porosity of C/C preform was up to 23.38% (2.7 times higher than that before annealing). The increase of porosity could be ascribed to the further pyrolysis from the remaining carbonized product of the furfuryl resin mixture, which was confirmed in the TG test (Fig. 4). An appropriate porous C/C preform is the basis for the fabrication of RMI C/SiC composites with optimized microstructure. Compared with CS0, CS1500 and CS1800, CS2400 had larger porosity and lower density. Given the fact that the density of SiC is higher than that of Si and C, the result infers that in CS2400, less SiC could be generated and some large pores could not be filled completely due to the large pore size and porosity of C2400.
Besides the pore structure of carbon preforms, the effect of wettability and reactivity between C and Si ,which was attribute to the heat treatment, on the infiltration process is worth noting.
The wettability of solid and liquid is highly related to their atomic or molecular structure [18]. Some previous researches indicated that the increasing structural order degree of carbon materials would result in the increasing wettability between liquid Si and solid carbon [19–21]. According to the Washburn model [22], the infiltration of liquid Si into porous C could be described by the following equation
where,
is the infiltration rate, h is the infiltration depth, R is the capillary radius, η is the viscosity, σ is the surface tension, and θ is the equilibrium contact angle. Washburn equation indicates a negative correlation between equilibrium contact angle θ and infiltration speed/infiltration depth. Therefore, molten Si with a better wettability with carbon (a smaller contact angle θ) will lead to an improved infiltration effect [23]. With the increasing structural order degree of carbon after annealing, the wettability was improved and the infiltration process was enhanced. In addition, the reactivity between the porous carbon substrate and the molten Si might be strengthened by heat treatment [24].
However, based on the results shown in Fig. 7 and Table 2, it can be inferred that, compared with the graphitization degree and reactivity of carbon matrix, the porous structure of carbon preforms is the main factor of the melt infiltration process. The C1500 and C1800 are more suitable for Si infiltration and forming dense C/SiC composites without cracks.
3.3 Mechanical properties of the C/SiC composites with various porous carbon structure
The results of mechanical properties of C/SiC composites were given in Table 3. It was obvious that the average bending strength and modulus of CS1500 and CS1800 were higher than those of CS0. As the annealing temperature of the C/C preforms increased to 2400 oC, the strength and modulus of as-obtained C/SiC composites decreased. The bending strength of CS2400 was 34% lower than that of CS1500.
The typical bending stress-strain curves for CS0, CS1500, CS1800 and CS2400 were shown in Fig. 8. It was obvious that CS1500 had the highest bending strength and toughness. All the four curves were composed of three stages (1) At first, the bending stress linearly increased with the bending strain, during which elastic deformation occurred. At this stage, no new cracks were formed in the matrix and the existing microcracks did not propagate. (2) When the bending strength reached a critical value, the curves were deviated from linearity to nonlinearity. The new cracks generated and the existing cracks began to grow. The increasing crack density with the rise of load resulted in the gradually declining stiffness of the composites till the first bundle of fibers broke and the curves reached maximum stress. (3) After the peak stress, the curves fell slowly in a step-like mode instead of catastrophic failure, indicating a typical pseudo-plastic fracture behavior.
Table 3
Bending mechanical properties of as-prepared C/SiC composites
Samples
|
Strength/MPa
|
Modulus/GPa
|
CS0
|
214 ± 53
|
20 ± 5
|
CS1500
|
276 ± 24
|
27 ± 2
|
CS1800
|
242 ± 33
|
24 ± 4
|
CS2400
|
172 ± 23
|
17 ± 2
|
Figure 9 presented the typical macroscopic and microscopic fracture morphology of the C/SiC composites after three-point bending tests. The average pull-out length of the fibers in CS1500 was about 5 mm and the delamination between different layers can be observed [Fig. 9 (b)]. In CS1800, the fiber pull-out length was shorter than that of CS1500 and no obvious delamination can be found [Fig. 9(c)]. While compared with CS1500 and CS1800, CS2400 showed a much shorter pull-out length (~ 2 mm) without delamination [Fig. 9(d)]. The fiber pull-out length of CS0 (~ 2.5 mm) was a little longer than that of CS2400 [Fig. 9(d)].
During the loading process, the stress would be transferred from the matrix to the fibers by the interface. The cracks in matrix would be deflected when they encountered the weak PyC interface and then propagated along the direction paralleled to the fiber axis [25]. When the stress exceeded the in-situ strength of a fiber and the interface was weak enough, the fiber would be fractured and pulled out, resulting in the increasing fracture energy and the improved bending strength and toughness. According to Fig. 9, in comparison with other composites (CS0, CS1800 and CS2400), the longer pull-out length of fibers and the obvious delamination can be observed in CS1500, suggesting a better toughness. The result was in consistent with the stress-train curves in Fig. 8.
From results above, it can be indicated that after appropriate heat treatment for the C/C preforms, the porous carbon structure was optimized and the strength of the as-synthesized C/SiC composites increased (CS1500 and CS1800). But the excessive annealing temperature for C/C preforms will lead to a decreased strength of the C/SiC composites (CS2400). Generally, the mechanical properties of composites can be influenced by various factors, such as density, matrix microstructure, bonding strength of interface, fiber properties, and preform architecture [26]. In the present work, when the annealing temperature was up to 2400 ℃, the pore size and porosity of C/C preforms increased significantly. Higher local thermal stress was generated in the as-synthesized C/SiC composites owing to the release of massive reaction heat during RMI process. In addition, the porosity of CS2400 was quite higher than that of other composites and the pores might be the crack initiation. Hence, the existing cracks and high porosity of CS2400 were detrimental for its mechanical properties. Meanwhile, as the main load-carrying component, the continuous carbon fibers with a volume fraction of 40% played an important role in the mechanical properties of C/SiC composites. Excessive annealing temperature might result in the degraded fiber in-situ strength [27].
To clarify the effect of heat treatment on the in-situ strengths of carbon fibers, the fiber fracture surfaces of the different C/SiC composites after bending test were inspected by SEM to compare their in-situ strengths (Fig. 10). The in-situ strength of fiber can be calculated using the following equation [28]
where S is the in-situ fiber strength, Am is a constant related to fiber type, and rm is the mirror radius of the fractured fiber.
In general, the cross-section of a fractured fiber consists of four parts source, mirror, mist, hackle [29]. The outer mirror radius (rm) is the distance from the origin to the onset of hackle. However, the morphology of fracture surface in the CS0 and CS1500 were rather rough that the measurement of mirror radius was difficult [Fig. 10(a-b)]. This phenomenon infers that the in-situ fiber strength of CS0 and CS1500 were quite high. The fracture surface of fibers in CS1800 and CS2400 showed clearer mirror radiuses, which were about 1 µm and 1.54 µm, respectively [Fig. 10(c-d)]. The larger mirror radius suggested the degradation of in-situ fiber strength in CS2400 [28]. Overall, the strength of RMI C/SiC composites was determined by the combined effects of the porosity, the existing cracks and the in-situ strength of fibers.