3.3.1. Nominal stress-strain relationship
Figure 8 shows the nominal stress-strain curves of the red mud-based stabilized soil under compression for each modification condition.
Figure 8 show that the nominal stress-strain curves of the red mud-based stabilized soil under compression under each modification condition exhibit elastic-plastic deformation, which can be roughly divided into five stages according to the curve morphology, and the curve morphology of each stage varies under different modification conditions. The stress-strain curves of the combined specimens of nano-SiO2 , gypsum and cement synergistically modified at the age of 28 d are used to label the stage division.
In the first stage, OA section, the slope of the stress-strain curve increases continuously and is concave, but the course is short. The analysis suggests that the specimen is formed in this stage because the pore ratio under pressure becomes smaller, the specimen soil particles and the modified materials not involved in the reaction are further compacted, and the stiffness increases, resulting in the increasing compressive strength. This stage belongs to the "compacted stage", and the shape of the curve of the red mud-based stabilized soil is basically the same in this stage under each modification condition.
In the second stage, AB section, the stress-strain relationship curve in this stage is approximately linear, and the nominal stress of the red clay-based stabilized soil increases linearly with the increase of the nominal strain, and this stage is the "elastic deformation stage", and the stress corresponding to the B point is the proportional limit. The shape of the second stage is slightly different under different modification conditions, but in general, the higher the compressive strength is, the higher the B point is in the stress rise stage. As shown in Figure 8 (a) and Figure 8 (b), the higher the PC doping, the higher the B point, Figure 8 (c), the highest B point at 1% of nano-SiO2, while Figure 8 (d) shows that the higher the age of curing, the higher the B point. In the elastic deformation stage, the red clay-based stabilized soil resists the load through the cohesion and friction between the material particles, and the nominal strain and stress further increase with the progressive increase of the load one, but it has not yet exceeded the material resistance, so the deformation cracks have not yet appeared in the specimens at this stage.
The third stage, BC section, the slope of the stress-strain curve in this section is decreasing, the shape of the curve is concave, the stress reaches the peak and then stops growing, the peak stress, i.e., the corresponding stress at point C is the unconfined compressive strength of the test material, this stage is the "plastic deformation stage" of the test material, which is also the "yielding stage". stage". In this stage, after the stress exceeds the proportional limit, the strain increases significantly with the increase of stress, and the terracotta stabilized soil softens, resulting in microcracks in the test material, which are mainly parallel to the loading direction, and then with the further increase of load, the microcracks in the specimen also increase and gradually extend and expand, and the duration of this process is relatively short. reversible damage, but the curve pattern shows that the specimen material can still withstand the increased load until the stress reaches the peak. When the stress state reaches the peak, a fall occurs, which is caused by the continuous development of microcracks through the development of the material load bearing capacity decreases and destabilization, and finally enters the fourth stage - the damage deformation stage.
The fourth stage, CD section, after the curve crosses the peak from point C, the nominal stress decreases sharply with the increase of strain, this stage is the "damage deformation stage" of the material, also similar to the second stage, the curve shape is slightly different under different modification conditions, in general, the higher the strength of the material, the more rapidly the stress decay, such as PC alone For example, the higher the PC dose, the higher the rate of decline of the curve for the red clay-based stabilized soil modified by PC alone, and the greater the rate of decline of the curve for the red clay-based stabilized soil modified by NS1CS6PC3, the greater the rate of decline of the curve at this stage with the increase of the curing age, showing the characteristics of "brittle damage". In the "damage deformation stage" of the material, the cracks of the red clay-based stabilized soil penetrate the top and bottom of the specimen, and the cracks keep increasing, and the material strain of the specimen softens and destabilizes, leading to the rapid decay of the material resistance.
The fifth stage, DE section, this stage is the "residual deformation stage" of the test material, in this stage, the specimens produce a lot of plastic deformation, terracotta-based stabilized soil after the destruction of the stress does not disappear completely, and even some specimens still retain a small value, the strength is the residual strength, but with the increase in stress, the nominal stress will eventually tend to zero. The compressive specimens of each modified red clay-based stabilized soil also roughly show two different characteristics at this stage, most of them have a stress "damage platform", and after the "damage platform" the nominal stress decays rapidly again, and a few of them do not have a "damage platform", and the stress gradually decays. breaking platform", the stress gradually decreases. For example, in the case of the red mud-based stabilized soil specimen modified by cement alone, the higher the PC admixture, the higher the unconfined compressive strength, and the "breaking platform" is shown in the fifth stage, where the nominal stress does not continue to decay but appears to "stagnate" with strain growth The nominal stresses decayed rapidly again and tended to zero until the end of the test; the stress-strain curves of NS1PC modified red clay-based stabilized soil showed the characteristics of "damage plateau" in all specimens at this stage, with the difference that NS1CS6PC3 modified red clay-based stabilized soil, the nominal stress did not show the plateau effect when the curing age was short, but when the curing age reached 120 d, the plateau effect was obvious. The platform effect is obvious when the curing age reaches 120d. In general, the "damage plateau" was more obvious in the specimens with high unconfined compressive strength for the same modified red clay-based stabilized soil.
The ratio of residual stress to peak stress is shown in
Table 3. The ratio of residual stress to peak stress decreases with the growth of the curing age, showing the development from plastic to elastic.
From the above analysis, it can be seen that the red mud-based stabilized soil has different deformation mechanisms during uniaxial compression. During the compressive compacting stage, the material mainly shows that the pore ratio becomes smaller, the material particles are further compacted, and the compressive strength is further enhanced; in the elastic stage, the material particle compactness continues to be strengthened, and the external load is resisted through the cohesion and friction between particles, and when the external load is continuously increased, the resistance of the material is continuously enhanced, but the material still does not appear cracks; in the plastic stage, the material appears micro-cracks and gradually extend and expand, and then form penetration cracks, and irreversible damage occurs, but the material is not destabilized and damaged, and the compressive strength can still increase with the increase of external load, and reaches the peak before the material destabilization and damage, and there is an obvious strain softening behavior of the material; in the damage stage, the cracks keep increasing, and accompanied by the specimen fragment body falling off from the main body of the specimen, and the material resistance decays rapidly, but before the compressive capacity completely disappears Before the complete loss of compressive capacity, most of the specimens showed the ductility characteristics of increasing stress invariant stress, indicating that the red mud-based stabilized soil has good buffering performance and still has certain bearing capacity after the damage. Finally, with the increase of compressive time, the specimens were finally completely destabilized and destroyed.
3.3.2. Typical damage characteristics
Figure 9 shows the typical damage pattern of the red mud-based stabilized soil specimen under compression.
Figure 9 (a) shows the compression damage pattern of the pure red clay-based stabilized soil, which shows the typical plastic damage under the uniaxial compression condition. The cracks are continuously developed upward and finally penetrate to the top of the specimen until the specimen is completely destroyed, and the bottom bulge also causes the cracks to be wide at the bottom and thin at the top. Figure 8 (a) shows that, the nominal stress-strain curve of the PC0 specimen shows that the peak stress is relatively small, but the nominal strain is not the smallest, which also reaches 4.5%.
Figure 9 (b) shows the typical damage pattern of red clay-based stabilized soil under compression after the addition of modified materials. Most of the modified red clay-based stabilized soil shows brittle damage, especially when the modified materials and the curing age promote the increase of nominal stress, the brittle damage characteristics are more obvious. Under the load, the specimens did not show bulging phenomenon, under the condition of increasing uniaxial pressure, the specimens began to show fine cracks along the direction of loading, the cracks also started to appear from the bottom, but would penetrate quickly from bottom to top (Figure 9 (c)), local specimens would show oblique cracks, but vertical cracks were dominant. In the stage of damage deformation, the cracks keep increasing, the specimen bottom appears local slip, and the penetration cracks cut the specimen into several pieces, at the same time, the outer layer of the specimen appears to fall off due to cracking.. When the strain increases, transverse cracks appear on part of the side, and the transverse cracks promote the shear damage of the side, combined with the stress-strain curve analysis, this time "damage platform" When the side without transverse shear damage is also damaged, the "damage platform" in the stress-strain curve is crossed and enters the final sharp decay of the stress, and finally the stress tends to zero due to the complete destruction of the specimen (Figure 9 (d)).