1. Introduction
Lightweight aggregate concrete (LWAC) generally refers to concrete produced by replacing normal-weight aggregates with lightweight aggregates (LWAs) with a smaller unit weight or specific gravity [
1]. According to the difference in unit weight and strength, ACI divides lightweight concrete into three grades: low-density concrete, medium-strength concrete, and structural concrete, as shown in
Figure 1 [
2]. The use of structural LWAC can not only reduce the weight of the structure by more than 20%, but also effectively reduce the seismic load of the building structure [
3,
4,
5]. However, compared with normal-weight concrete (NWC) of the same compressive strength, LWAC exhibits some disadvantages, such as higher brittleness and lower mechanical properties [
6,
7]. In view of this, scholars believe that using fibers in LWAC is a suitable improvement solution to solve such problems [
8,
9,
10]. In the past two decades, with the continuous improvement in artificial LWA production technology and the use of fibers, the mechanical properties of fiber-reinforced LWAC have been significantly improved. As a result, the application of LWAC in structural concrete is more common [
11,
12].
In general, for reinforced concrete (RC) members, a sufficient bond between the steel bars and the surrounding concrete is a prerequisite for the synergy between the two materials. Similarly, the bond slip characteristics between steel bars and LWAC are also the main mechanism to enhance the load-bearing capacity and coordinated deformation of LWAC components and can be used to analyze the mechanical properties of its key parts [
13,
14,
15]. The ACI 408-03 specification [
16] states that efficient and reliable load transfer from steel reinforcement to surrounding concrete is necessary for the optimal design of RC structures. According to the definition of ACI 318 [
17], bond stress is the shear stress transmitted along the steel–concrete interface. For deformed steel bars, the ability of this interface to transfer stress between the two materials consists primarily of three resistance mechanisms: (1) chemical adhesion between the steel and concrete; (2) friction between the two surfaces; and (3) the mechanical interlock of the ribs against the concrete [
16,
18].
Due to the lower strength of LWA, many studies have pointed out that, at the same compressive strength level, the bond strength between LWAC and steel bars is worse than that between NWC and steel bars [
19,
20]. For this reason, ACI 318-19 recommends a development length correction factor of 1.3 for steel bars to reflect the lower mechanical strength of LWAC compared to NWC of the same compressive strength [
17]. However, many studies show different results [
4,
21,
22,
23]. Mo et al. [
21] showed that the relatively high cementitious material content and the excellent interlocking effect of LWA jointly improve the bond strength of LWAC. They pointed out that the maximum bond stress of a well-constrained LWAC is about
, which is larger than the value of
suggested by the CEB-FIP standard [
24].
The bond stress between steel bars and concrete is related to several parameters, such as the compressive strength of the concrete, the roughness and/or irregularity of the steel bar surface, the diameter of the steel bars, and the type and configuration of the ribs. Shima et al. [
25] proposed that the bond–slip relationship can be expressed in terms of bond stress, slip, and rebar strain. Kankam [
26] established the relationship between bond stress, steel bar stress, and slip based on experimental analysis. In the study of the bond–slip behavior between steel bars and concrete, the bond stress versus slip curve is the most-used expression. The bond stress–slip curve shows the bond stress and slip at different load levels, the maximum bond stress, and the slip at the maximum bond stress. Eligehausen et al. [
27] proposed the bond–slip constitutive relationship of deformed steel bars under monotonic and cyclic loads. Filippou et al. [
28] established an analytical model describing the hysteretic behavior of reinforced concrete beam–column joints. Therefore, this model is collectively referred to as the Eligehausen–Filippou model. This model was also adopted by the CEB-FIP Model Code 1990 [
29] and 2010 [
24], which includes four different branches: the curve rising stage; the constant maximum stage; the linear decreasing stage; and the constant friction adhesive stress stage, as
Figure 2 shows. In the case of pull-out failure, the bond stress (τ) between concrete and steel bars as a function of relative displacement (s) can be calculated using the following equation:
where
and
are the peak bond stress and the residual bond stress, respectively;
,
and
are the slip at the start of peak bond stress, slip at the end of peak bond stress, and slip at the start of residual bond stress, respectively; and
α is a curve-fitting parameter.
Due to the complex mechanisms of bond stress and slip, piecewise equations based on experimental results are generally used to express the bond–slip relationship
[25,26,29,30,31]. However, due to the dispersion of concrete materials and different testing conditions, the key points of the bond–slip relationship proposed by different researchers are quite different
[32,33,34]. For example, the bond strength is mainly described by
, while the variation ranges of α and β are 2.5 to 3.5 and 0.5 to 1, respectively. In addition, the key points, such as the peak bond stress and residual bond stress, of LWAC are not like those of NWC, as shown in
Table 1.
Under the action of load and environment, concrete will deform [
10]. These deformations often lead to cracking or localized damage to the concrete, adversely affecting its impermeability, resistance to chloride ion attack, and resistance to carbonization. Cracks or local damage to RC components can easily lead to the loss of the bond force between steel bars and concrete [
35]. Many different repair methods have been developed to address the factors that cause concrete cracks to form. However, the materials currently used for repairing concrete cracks are mostly epoxy resin systems, acrylic resins, or silicone polymers [
36,
37], which are not friendly to the environment. In view of this, ecologically sound and sustainable biological system restoration technology has become a feasible alternative [
38,
39,
40,
41,
42,
43,
44,
45,
46,
47,
48,
49]. Biomineralization is a widely occurring effect in nature and is defined as the process by which organisms produce minerals through metabolic activities related to interactions with the environment [
38]. Concrete self-healing technology based on biomineralization mainly refers to the use of microbial metabolism to generate insoluble compounds to achieve the self-healing effect of concrete materials. Microbiologically induced calcium carbonate precipitation (MICP) is ubiquitous in nature; that is, specific microorganisms can react with their own life activities to mineralize and form calcium carbonate crystals (CaCO
3), and deposit them on the surface of bacterial cells [
39]. These calcium carbonate crystals exhibit high strength and stability, filling the gaps between particles and binding them together as a cementing material. When bacteria are added directly to concrete, the highly alkaline environment can easily lead to the death of such unprotected bacteria [
40]. Therefore, appropriate bacterial carriers must be selected [
41]. At present, carriers are mainly divided into natural carrier materials and synthetic carrier materials [
42]. Jonkes et al. [
43] studied the ability of alkali-resistant spore-forming bacteria to repair concrete cracks and confirmed that the potential application of bacterial spores as self-healing agents seems promising. MICP is a natural stone with excellent environmental protection and durability properties and shows excellent compatibility with cement-based materials. It can strengthen or repair cement-based materials to improve their pore structure and repair concrete cracks. Compared with physical strengthening and chemical strengthening methods, MICP technology is environmentally friendly and has obvious advantages and broad prospects for repairing concrete cracks.
Cracks or local damage to concrete often lead to a decrease in its mechanical properties, which, in turn, affects its bond behavior with steel bars, ultimately resulting in a decrease in the durability of reinforced concrete structures. There are few studies on the bond behavior between steel bars and the self-healing LWAC matrix. In view of this, the purpose of this study is to apply biomineralization technology to repair the strength of damaged fiber-reinforced LWAC. In this study, fiber-reinforced LWAC specimens were prepared in the control group and the experimental group. The fiber-reinforced LWAC in the experimental group used LWAs as bacterial carriers to increase the survival probability of bacteria. The fiber-reinforced LWAC in the control group did not contain bacterial spores. For each group of concrete specimens, planned tests included compressive strength and pull-out tests. Furthermore, the precipitates formed at the cracks of the biomineralized repaired LWAC samples were analyzed using a crack width meter, a field emission scanning electron microscope, an X-ray energy spectrometer, and an X-ray diffractometer.
4. Conclusions
The self-healing of concrete cracks can improve the concrete’s durability and sustainability, thereby extending the service life of concrete structures. This study applied biomineralization to repair damaged fiber-reinforced LWAC. After the damaged specimen healed itself for 28 days, the secondary compression test and the secondary pull-out test were conducted. The relative compressive strength ratios of the control group, experimental group I, and experimental group II were 0.31, 0.32, and 0.34, respectively. Compared with the control group, the relative compressive strength ratio of experimental group I increased by 3.2%, and the relative compressive strength ratio of experimental group II increased by 9.7%. However, the relative bond strength ratios of the control group, experimental group I, and experimental group II were 0.67, 0.73, and 0.79, respectively. Compared with the specimens in the control group, the relative bond strength ratios of the experimental group I and experimental group II specimens increased by 9% and 17.9%, respectively. In particular, the ultimate bond stress ratio of the experimental group II specimens was significantly higher than that of the control group. Moreover, the EDS and XRD analysis results confirmed that the precipitate formed at the crack was calcium carbonate, which improved the compressive strength and bond strength after self-healing. This indicates that the biomineralization maintenance method used in experimental group II is more effective.
Figure 1.
Unit weight and classification of lightweight concrete.
Figure 1.
Unit weight and classification of lightweight concrete.
Figure 2.
Particle size distribution curve of fine aggregate.
Figure 2.
Particle size distribution curve of fine aggregate.
Figure 3.
Particle size distribution curve of fine aggregate.
Figure 3.
Particle size distribution curve of fine aggregate.
Figure 4.
Appearance of expanded shale LWAs.
Figure 4.
Appearance of expanded shale LWAs.
Figure 5.
Fibers used in this study: (a) short micro-steel fibers, and (b) polypropylene fibers.
Figure 5.
Fibers used in this study: (a) short micro-steel fibers, and (b) polypropylene fibers.
Figure 6.
Image of LWAs immersed in a nutrient solution.
Figure 6.
Image of LWAs immersed in a nutrient solution.
Figure 7.
Processing of LWAs after immersion in a nutrient solution: (a) draining and (b) drying.
Figure 7.
Processing of LWAs after immersion in a nutrient solution: (a) draining and (b) drying.
Figure 8.
Image of LWAs immersed in a bacterial solution.
Figure 8.
Image of LWAs immersed in a bacterial solution.
Figure 9.
Dimensions and cross-sections of the pull-out specimens: (a) side view and (b) top view.
Figure 9.
Dimensions and cross-sections of the pull-out specimens: (a) side view and (b) top view.
Figure 10.
Curing condition of the specimens (a) in an incubator and (b) in a curing solution tank.
Figure 10.
Curing condition of the specimens (a) in an incubator and (b) in a curing solution tank.
Figure 11.
Setup of the pull-out test.
Figure 11.
Setup of the pull-out test.
Figure 12.
Schematic diagram of local bond stress between the rebar and concrete.
Figure 12.
Schematic diagram of local bond stress between the rebar and concrete.
Figure 13.
Damage conditions of the LWAC specimen in the first pull-out test: (a) control group, (b) experimental group I, and (c) experimental group II.
Figure 13.
Damage conditions of the LWAC specimen in the first pull-out test: (a) control group, (b) experimental group I, and (c) experimental group II.
Figure 14.
Local bond stress–slip relationship for the first pull-out test.
Figure 14.
Local bond stress–slip relationship for the first pull-out test.
Figure 15.
Comparison of first local bond stress–slip curve with the prediction models.
Figure 15.
Comparison of first local bond stress–slip curve with the prediction models.
Figure 16.
Damage conditions of the LWAC specimens in the secondary pull-out test: (a) control group, (b) experimental group I, and (c) experimental group II.
Figure 16.
Damage conditions of the LWAC specimens in the secondary pull-out test: (a) control group, (b) experimental group I, and (c) experimental group II.
Figure 17.
Comparison of local bond stress–slip relationships between the first and second pull-out tests.
Figure 17.
Comparison of local bond stress–slip relationships between the first and second pull-out tests.
Figure 18.
Comparison of secondary local bond stress–slip curve with the prediction models.
Figure 18.
Comparison of secondary local bond stress–slip curve with the prediction models.
Figure 19.
Self-healing of cracks in cylindrical specimens.
Figure 19.
Self-healing of cracks in cylindrical specimens.
Figure 20.
FESEM images of the experimental group sample with a self-healing age of 0 days (a) taken from the surface block and (b) taken from the center block.
Figure 20.
FESEM images of the experimental group sample with a self-healing age of 0 days (a) taken from the surface block and (b) taken from the center block.
Figure 21.
FESEM images of the surface blocks of each group of samples with a self-healing age of 28 days: (a) control group, (b) experimental group I, (c) experimental group II (100 × magnification), and (d) experimental group II (250 × magnification).
Figure 21.
FESEM images of the surface blocks of each group of samples with a self-healing age of 28 days: (a) control group, (b) experimental group I, (c) experimental group II (100 × magnification), and (d) experimental group II (250 × magnification).
Figure 22.
EDS analysis results of each group of samples with a self-healing period of 28 days: (a) control group, (b) experimental group I, and (c) experimental group II.
Figure 22.
EDS analysis results of each group of samples with a self-healing period of 28 days: (a) control group, (b) experimental group I, and (c) experimental group II.
Figure 23.
XRD analysis of each group of samples with a self-healing period of 28 days.
Figure 23.
XRD analysis of each group of samples with a self-healing period of 28 days.
Table 1.
Parameter values for the prediction models for the bond stress–slip relationship.
Table 1.
Parameter values for the prediction models for the bond stress–slip relationship.
Parameter |
Model Code 2010 (2010) |
Harajli et al. (1995) |
Confined NWC |
Confined LWAC |
Concrete |
|
1.0 mm |
1.0 mm |
0.15 Distance bet. ribs |
|
3.0 mm |
2.0 mm |
0.35 Distance bet. ribs |
|
Clear rib spacing |
Clear rib spacing |
Distance bet. ribs |
α |
0.4 |
0.35 |
0.3 |
|
|
0.60.82
|
|
|
0.4
|
0.15
|
|
Table 2.
Test items and test parameters.
Table 2.
Test items and test parameters.
Test Items |
Test Parameters |
Curing method |
Self-healing age (day) |
Compressive strength test |
Incubator, cyclical treatment |
0 |
Pull-out test |
Incubator, cyclical treatment |
0 |
Secondary compressive strength test |
Incubator, cyclical treatment |
28 |
Secondary pull-out test |
Incubator, cyclical treatment |
28 |
Observation of crack repair |
Incubator, cyclical treatment |
0, 7, 14 |
FESEM, EDS, and XRD analysis |
Incubator, cyclical treatment |
0, 28 |
Table 3.
Chemical compositions of the cementitious materials.
Table 3.
Chemical compositions of the cementitious materials.
Chemical Composition (%) |
Cement |
Silicon dioxide, SiO2
|
20.48 |
Aluminum oxide, Al2O3
|
5.93 |
Iron oxide, Fe2O3
|
3.39 |
Calcium oxide, CaO |
65.50 |
Magnesium oxide, MgO |
2.06 |
Sulfur trioxide, SO3
|
2.39 |
Free calcium oxide, f-CaO |
0.78 |
Loss on ignition, LOI |
0.76 |
Tricalcium silicate, C3S |
59.50 |
Dicalcium silicate, C2S |
13.83 |
Tricalcium aluminate, C3A |
9.98 |
Table 4.
Basic properties of LWAs.
Table 4.
Basic properties of LWAs.
Items |
State of LWAs |
With Bacterial Spores |
Without Bacterial Spores |
Dry unit weight (kg/m3) |
622.1 |
618.8 |
Porosity (%) |
47.53 |
45.22 |
Bulk specific gravity |
1.188 |
1.172 |
Apparent gravity |
1.246 |
1.233 |
1-hour water absorption rate (%) |
8.6 |
11.4 |
24-hour water absorption rate (%) |
10.3 |
13.3 |
Crushing strength (MPa) |
4.3 |
4.4 |
Table 5.
Basic properties of fibers.
Table 5.
Basic properties of fibers.
Fiber Type |
Length (mm) |
Diameter (mm) |
Density (g/cm3) |
Elastic Modulus (GPa) |
Tensile Strength (MPa) |
Melting Point (°C) |
Steel fibers |
13 |
0.2 |
7.8 |
200 |
2000 |
- |
Polypropylene fibers |
12 |
0.05 |
0.9 |
- |
300 |
165 |
Table 6.
Basic properties of rebar.
Table 6.
Basic properties of rebar.
Nominal Dia. (mm) |
Rib Distance (mm) |
Rib Width (mm) |
Rib Height (mm) |
Yield Strength (MPa) |
Tensile Strength (MPa) |
19.1 |
11.1 |
4.0 |
1.0 |
457 |
658 |
Table 7.
Mix proportions of the concretes.
Table 7.
Mix proportions of the concretes.
Group |
W/B |
W (kg/m3) |
C (kg/m3) |
LWA (kg/m3) |
FA (kg/m3) |
SF (kg/m3) |
PP (kg/m3) |
SP (kg/m3) |
Control group |
0.45 |
220 |
489 |
345 |
734 |
58.5 |
1.17 |
0.978 |
Experimental group |
0.45 |
220 |
489 |
345 |
734 |
58.5 |
1.17 |
0.978 |
Table 8.
Test methods for concrete properties.
Table 8.
Test methods for concrete properties.
Item |
Experiment Method |
Slump |
ASTM C143 [52] |
Unit weight and air content |
ASTM C138 [53] |
Compressive strength |
ASTM C39 [54] |
Static modulus of elasticity |
ASTM C469 [55] |
Bond strength |
ASTM C234 [56] |
Table 9.
Test items and test sequences.
Table 9.
Test items and test sequences.
Test Item |
Test Sequence |
Compression test after 28 days of curing |
Curing→loading |
Secondary compression test after self-healing of compressive failure specimen |
Curing→loading→self-healing→reloading |
Pull-out test after 28 days of curing |
Curing→loading |
Secondary pull-out test after self-healing of pull-out failure specimen |
Curing→loading→self-healing→reloading |
Table 10.
Fresh properties of the LWAC.
Table 10.
Fresh properties of the LWAC.
Group |
Slump (cm) |
Unit Weight (kg/m3) |
Control group |
13 |
1849 |
Experimental group |
13 |
1849 |
Table 11.
Test results of compressive strength and elastic modulus of the LWACs.
Table 11.
Test results of compressive strength and elastic modulus of the LWACs.
Group |
Compressive Strength (MPa) |
Elastic Modulus (GPa) |
Control group |
44.59 |
18.75 |
Experimental group I |
44.81 |
19.09 |
Experimental group II |
45.88 |
19.26 |
Table 12.
Results of secondary compressive test of cylindrical specimens after self-healing.
Table 12.
Results of secondary compressive test of cylindrical specimens after self-healing.
Group |
Compressive Strength (MPa) |
Residual Compressive Strength after Self-Healing (MPa) |
Relative Compressive Strength Ratio after Self-Healing |
Control group |
44.59 |
13.83 |
0.31 |
Experimental group I |
44.81 |
14.37 |
0.32 |
Experimental group II |
45.88 |
15.61 |
0.34 |
Table 13.
Results of first pull-out test.
Table 13.
Results of first pull-out test.
Group |
Bond Strength (MPa) |
Failure Mode |
Control group |
27.99 |
Pull-out |
Experimental group I |
28.38 |
Pull-out |
Experimental group II |
28.02 |
Pull-out |
Table 14.
Results of secondary pull-out test.
Table 14.
Results of secondary pull-out test.
Group |
Bond Strength (MPa) |
Residual Bond Strength (MPa) |
Relative Bond Strength Ratio |
Control group |
27.99 |
18.84 |
0.67 |
Experimental group I |
28.38 |
20.82 |
0.73 |
Experimental group II |
28.02 |
22.25 |
0.79 |