A Review of Mechanical Performance Studies on Composite Concrete Beams and Slabs
Abstract
1. Introduction
- (1)
- Material level: Concrete preparation involves the use of different materials, including aggregates (such as natural aggregates, recycled aggregates, lightweight aggregates, metal aggregates), functional materials, and admixtures.
- (2)
- Component level: Concrete is combined at the sectional and longitudinal levels of the component. At the component section, different strengths or functional concretes are combined to form gradients or layers. The combination types include strength (high-strength, low-strength concrete), type (recycled concrete, seawater sea-sand concrete), composition (fiber, rubber), function (waterproof, fire-resistant, sound insulation), etc. At the longitudinal level of the component, different concretes are combined in segments according to the stress zone (such as the plastic hinge zone and the middle section of a beam) or the constraint conditions (areas with different deformation and rotation requirements).
- (3)
- Structural level: Integrating different concrete components by strategically placing the most suitable members where they are most required to meet both structural demands and functional requirements.
2. Materials of Composite Concrete Structures
2.1. UHPC
2.2. ECC
2.3. RAC
3. Performance of Composite Concrete Elements
3.1. UHPC Composite Components
3.2. ECC Composite Components
3.3. RAC Composite Components
Component Type | Component Style | Style Source | Parameter Settings | Dimension | Research Results |
---|---|---|---|---|---|
Composite beam | Reference [104] | Composite beam shear-span ratio (1.3, 1.6, 1.9, 2.2) | 240 × 120 mm | 1. The ultimate loads of RAC composite beams are 129.0 kN, 121.0 kN, 94.5 kN, and 81.2 kN. The ultimate loads of the corresponding RC composite beams are 122.8 kN, 111.0 kN, 92.8 kN, and 78.5 kN. 2. The failure mode of recycled concrete composite beams is similar to that of ordinary concrete composite beams. 3. The ultimate bearing capacity decreases with the increase in shear-span ratio. | |
Reference [105] | Section combination form (C-type and U-shaped) and Shear span-to-depth ratio (1.5, 2.0, 3.0) | 400 × 200 mm | 1. As the shear span-to-depth ratio increases, the loads on the C-type composite beam are 420.8 kN, 350.4 kN, and 255.6 kN. The loads of the U-type composite beam are 623.9 kN, 192.3 kN, and 221.0 kN. The RC beam (3.0) is 150.9 kN. 2. The C-type and U-shaped composite beams with a shear-span ratio of 3.0 have good load-bearing performance, just like the cast-in-place beams. 3. The composite beam has not experienced any adverse effects on its bearing capacity and deformation. | ||
Reference [106] | Composite beam material composition (NC, RAC, RAC-HSC, HSC) | 200 × 120 mm | 1. According to different materials, the average critical loads of the experimental beams are 82.25 kN, 77.7 kN, 104.6 kN, and 98.4 kN. 2. The bending capacity of composite beams is 20% to 36% higher than that of cast-in-place recycled concrete beams. 3. The deflection is reduced by 20% to 40%, resulting in higher stiffness and bending resistance. | ||
Reference [107] | Composite beam material composition (HSC, HSRAC, NSRAC, HSRAC-NSRA) | 630 × 500/250 mm | 1. According to different materials, the ultimate loads of the experimental beams are 317.5 kN, 361.3 kN, 317.5 kN, and 348.8 kN. The deflection is 126.4 mm, 129.0 mm, 67.4 mm, and 110.0 mm. 2. The bending strength and yield load of the composite beam have been improved compared to the reference beam, but the ductility has decreased. 3. The deformation capacity of ordinary-strength recycled concrete filled beams is consistent with the reference beams, and the compressive strength is similar. | ||
Composite slab | Reference [109] | Gradient distribution RAC replacement rate (0-100-50, 50, 50-100-0), longitudinal reinforcement ratio (0.42, 0.70, 0.98) | 90 × 400 mm | 1. When the substitution rate is 0-100-50, as the longitudinal reinforcement ratio increases, the ultimate loads are 13.2 kN, 31.6 kN, and 39.6 kN. When the substitution rate is 50, the ultimate loads are 19.5 kN, 30.5 kN, and 39.2 kN. When the substitution rate is 50-100-0, the ultimate loads are 17.7 kN, 29.3 kN, and 39.8 kN. 2. The bending deformation performance of gradient slabs is comparable to that of ordinary concrete slabs, and their bending bearing capacity and stiffness are significantly enhanced with the increase in reinforcement ratio. 3. When the reinforcement ratio is 0.70% and 0.98%, the gradient plate exhibits good bearing capacity. | |
Reference [111] | Reinforcement ratio (0.51, 1.01, 1.52) | 160 × 1000 mm | 1. As the reinforcement ratio increases, the ultimate loads of RAC-NC composite slabs are 67.7 kN, 139.6 kN, and 174.0 kN. The ultimate load of the full RAC composite slab (1.01) is 135.1 kN. 2. The composite panels of recycled concrete have similar three-stage failure characteristics to ordinary concrete specimens. 3. The mechanical properties are similar to those of ordinary concrete components. |
4. Challenges and Suggested Improvements
- (1)
- In the current research on composite concrete structures for flexural members, studies on beam components have outpaced those on slab components, resulting in a relatively mature design theory for beams. However, research on slab components lags significantly behind, with limited existing achievements. This research imbalance has directly led to deficiencies in the design theories and methodologies for composite concrete slabs.
- (2)
- While composite concrete structures, which combine different concrete types, demonstrate significant advantages in material performance optimization and structural efficiency, their engineering applications remain limited. Current experimental and numerical studies predominantly focus on short-term mechanical properties (e.g., flexural capacity, shear strength), yet long-term monitoring data on durability (e.g., chloride ion erosion, carbonation depth), fatigue performance, and creep effects under complex environmental conditions are scarce.
- (3)
- The existing design codes are predominantly based on single-material systems and inadequately address the nonlinear behaviors of multi-material composite structures, such as differential shrinkage/creep effects and temperature stress distribution. Under complex loading scenarios (e.g., earthquakes, impacts), the failure modes of composite structures may deviate from theoretical predictions.
- (4)
- One of the improvements suggested in subsequent research is to conduct studies on the dynamic performance (such as explosion resistance and impact resistance) and long-term fatigue performance of composite components, as these properties are of great significance for buildings in specific working environments.
- (5)
- Another recommendation in subsequent research is to conduct durability studies on composite components under extreme environments, aiming to accumulate data on the relevant performance degradation of composite components in such conditions and provide a basis for the durability design of these components.
- (6)
- Furthermore, the specifications currently relied upon in the design of composite components are mostly standardized norms tailored for single materials. In the future, research efforts should be expedited to focus specifically on the theoretical framework for composite component design. It is essential to propose calculation formulas and design theories applicable to different material combinations and cross-sectional forms, and to formulate standardized specifications that cater to composite components.
5. Conclusions
- (1)
- UHPC exhibits significant advantages in engineering applications with extreme load and durability requirements due to its ultra-high mechanical strength, excellent toughness, superior durability, and unique microcrack self-healing properties. However, its large-scale engineering application is restricted by the notable hydration heat effect caused by high cement content, the shrinkage cracking tendency induced by complex production processes, and the high manufacturing cost. Although ECC demonstrates excellent mechanical properties in compression, tension, and bending, as well as superior long-term durability, its large drying shrinkage strain and relatively low elastic modulus impose higher requirements on structural deformation control. RAC aligns with China’s “dual carbon” strategic goals by optimizing costs through the recycling of construction waste. However, its inherent defects, such as high aggregate crushing index, insufficient density, and high water absorption, result in a gap in workability and durability compared to natural aggregate concrete.
- (2)
- Through collaborative design at the material, component, and structural levels, composite concrete structures can achieve comprehensive benefits of reduced cost and enhanced performance while ensuring safety. This approach breaks through the limitations of single materials, with UHPC enhancing structural strength, ECC improving structural crack resistance, and RAC rendering structures more economical and environmentally beneficial.
- (3)
- The interfacial treatment method significantly affects the interfacial bond strength of composite components. Experimental evidence indicates that interfacial bond strength increases with higher surface roughness. For instance, Reference [65] demonstrated that mechanical treatments such as grooving and drilling achieved approximately 35% higher bond strength compared to wire brushing methods. Similarly, Reference [66] reported that sand blasting or drilling treatments, which create high surface roughness at the interface, resulted in 30–40% greater bond strength than untreated interfaces.
- (4)
- The structural load-bearing capacity of composite components is closely related to the thickness distribution of constituent materials within the cross-section. A strategic increase in UHPC or ECC layer thickness can significantly enhance the ultimate load-bearing capacity of composite components. For instance, Reference [57] reported that selecting an appropriate UHPC layer thickness could achieve an approximate 40% improvement in ultimate load capacity compared to NC beams. Similarly, Reference [93] demonstrated that incremental ECC layer thickness leads to 5–25% enhancement in ultimate bearing capacity.
- (5)
- The modification of composite configuration can influence the mechanical properties of composite components to a certain extent. For instance, Reference [60] reported that positioning the UHPC layer at the bottom compromises ductility, while locating it at the top enhances ductility. Reference [93] demonstrated that composite beams with U-shaped cross-sections exhibit 10–20% higher ultimate load-carrying capacity compared to those with rectangular cross-sections. In future research on composite slabs, considering that composite slabs typically have a large width, improvements can be made to the U-shaped section by adding longitudinal ribs internally. This modification aims to further enhance the overall synergistic performance of the composite slab structure.
- (6)
- The material composition of composite components significantly influences their exhibited mechanical properties. For instance, Reference [75] indicates that as the steel fiber content in UHPC increases, the ultimate displacement of members decreases accordingly. Reference [109] reports that while increasing the longitudinal reinforcement ratio leads to elevated load-bearing capacity, varying replacement ratios of recycled aggregate may either enhance or diminish this capacity, depending on specific formulation parameters.
- (7)
- The mechanical performance of composite components is significantly affected by different loading configurations. Under four-point bending loading, the composite plate exhibits the highest load-bearing capacity, whereas single-point eccentric loading represents the most unfavorable loading condition, resulting in relatively lower load-bearing capacity. Eccentric loading scenarios should be strictly avoided in practical engineering applications.
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
References
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Abbreviations of Professional Nouns | |
---|---|
Ultra-high-performance concrete | UHPC |
Ductile Fiber-Reinforced Cementitious Composite | DFRCC |
Engineered cementitious composite | ECC |
Fiber-reinforced polymer | FRP |
Graded recycled aggregate concrete | GRAC |
High-Performance Concrete | HPC |
High-strength concrete | HSC |
Normal concrete | NC |
Recycled aggregate concrete | RAC |
Reinforced concrete | RC |
Strain-Hardening Cement-Based Composite | SHCC |
Seawater sea-sand engineered cementitious composite | SS-ECC |
Ultra-High Toughness Cementitious Composite | UHTCC |
Performance Indicators | Compressive Strength (MPa) | Flexural Strength (MPa) | Elastic Modulus (GPa) | Fracture Energy (kJ/m2) | Chloride Ion Diffusion Coefficient (10–12 m2/s) | Carbonation Depth (g/cm2) | Apparent Density (kg/m3) |
---|---|---|---|---|---|---|---|
UHPC | 120~200 | 12~60 | 40~60 | 10~20 | <0.02 | <0.5 | 2400~2800 |
ECC | 50~160 | 10~25 | 20~60 | 2~10 | <0.1 | <1.5 | 1800~2200 |
NC | 20~50 | 2~5 | <35 | 0.12 | 1.1 | >10 | 2200~2600 |
References | Test Method | Interface Treatment Method | UHPC-NC (MPa) | Failure Mode | NC-NC (MPa) | Failure Mode |
---|---|---|---|---|---|---|
ACI specification recommended value [63] | Simple shear | 1 day 1.0–2.1 7 day 2.1–2.8 28 day 2.8–4.1 | ||||
Oblique shear | 1 day 2.8–6.9 7 day 6.9–12 28 day 14–21 | |||||
[64] | 20° Oblique shear | High-pressure water injection | 9.4–18.1 | C | 9.2–15.3 | A or B |
25° Oblique shear | 10.9–26.9 | C | 10.4–18.5 | A or B | ||
30° Oblique shear | 12.9–28.8 | C | 11.7–22.3 | A or B | ||
[65] | 30° Oblique shear | Wire brush | 18.58 | B | 13.46 | B |
Drill | 25.10 | C | ||||
Carving groove | 25.39 | C | ||||
[66] | Oblique shear | Not processed | 15.83–20.29 | A | ||
Drill | 20.35–22.45 | B | ||||
Sand blast | 27.24–28.81 | B | ||||
Twin shear | Not processed | 3.47–4.90 | A | |||
Drill | 6.39–7.02 | C | ||||
Sand blast | 3.48–5.24 | C | ||||
[67] | Simple shear | 1.86–21.76 | A or B | 1.6–12.64 | A or B |
References | Parameter Settings | Variable | Component Style | Dimension | Experimental Result |
---|---|---|---|---|---|
[57] | UHPC thickness | 0 mm | 400 × 200 mm | 1. The bearing capacity increases with thickness and is 311.24 kN, 296.18 kN, 352.66 kN, 435.49 kN, 454.31 kN, respectively. Increasing the thickness of UHPC can improve the load-bearing capacity of components. 2. The midspan deflection is 34.21 mm, 23.66 mm, 4.49 mm, 6.67 mm, 6.61 mm. Increasing the thickness of UHPC can suppress component cracking. | |
100 mm | |||||
150 mm | |||||
200 mm | |||||
400 mm | |||||
[58] | Reinforcement method | Unreinforced RC | 400 × 200 mm | 1. The ultimate loads are 289.5 kN, 407.0 kN, and 529.4 kN, respectively. The flexural performance of RC beams is significantly improved after being reinforced with UHPC. 2. When the crack width is 0.05 mm, the load is 66.5 kN, 115.0 kN, and 170 kN; when the width is 0.10, the load is 95.6 kN, 190.8 kN, and 280.5 kN; when the width is 0.2 mm, the load is 139.3 kN, 325.7 kN, and 430.2 kN. The reinforced beam has a significant improvement in the load of characteristic joint width at all levels compared to the untreated beam. | |
Conventional reinforcement with UHPC | 450 × 200 mm | ||||
Prestressed UHPC reinforcement | |||||
[60] | UHPC thickness and location | NC | 250 × 150 mm | 1. The ultimate loads are 140.58 kN, 195.66 kN, 169.18 kN, 178.47 kN, 162.79 kN, and 164.31 kN, respectively. Placing UHPC at the bottom of the beam has a positive effect on improving the cracking load, yield load, and ultimate load of the composite beam. 2. The ductility is 3.86, 4.14, 3.07, 3.43, 4.98, and 4.9, respectively. Placing UHPC at the bottom of the beam will weaken the ductility of the composite beam, while placing it at the top of the beam can improve ductility. | |
UHPC | |||||
Bottom 50 mm | |||||
Bottom 100 mm | |||||
Top 50 mm | |||||
Top 100 mm | |||||
[62] | U-shaped UHPC template | 1120 × 900 mm | The new composite cover beam has excellent bending and shear resistance, with a bending bearing capacity of 12,285.5 kN·m and a shear bearing capacity of 4459.2 kN. | ||
[72] | Interface processing methods | Natural vibration | 500 × 150 mm | 1. The results demonstrated that conventional approaches (including natural vibration, surface troweling, roughening, and shear reinforcement configuration) effectively prevented shear failure at the composite interface prior to flexural failure. | |
Smoothing | |||||
Roughening | |||||
Installation of shear-resistant steel bars | |||||
Ordinary concrete roughening | |||||
[75] | UHPC thickness (mm) | 0, 50, 80, 100, 200 | 600 × 200 mm | 1. The ultimate loads of composite panels with different thicknesses of UHPC are 440 kN, 440 kN, 460 kN, 470 kN, and 655 kN, respectively. 2. The ultimate loads of composite panels with different reinforcement ratios (1.57%, 1.63%) are 350 kN and 460 kN, respectively. 3. The ultimate loads for different steel fiber volume fractions (1.5%, 2%) are 455 kN and 460 kN, respectively. The ultimate displacements are 91.67 mm and 61.15 mm, respectively. | |
Reinforcement ratio | 1.57%, 1.63%, 3.14% | ||||
Steel fiber content | 0%, 1.5%, 2%, 3% |
Reference | Specimen Series Number | Bond Strength/MPa | Details | |||
---|---|---|---|---|---|---|
Slant Shear Test | Direct Shear Test | Double-Sided Direct Shear Tests | Splitting Tensile Test | |||
Wei et al. [89] | EP | 3.72 | Point grooves | |||
ER | 2.15 | Rectangular grooves | ||||
Wu et al. [90] | P-50-ER | 2.35 | Precast and epoxy resin, ECC strength is 50 MPa | |||
P-80-ER | 2.37 | Precast and bolt, ECC strength is 80 MPa | ||||
C-50-B | 1.83 | Casting and bolt, ECC strength is 50 MPa | ||||
C-80-B | 2.03 | Casting and bolt, ECC strength is 80 MPa | ||||
Qasim et al. [91] | PVA-AC | 3.98 | 3.94 | SPH-ECC, As-cast | ||
PVA-SB | 4.91 | 4.68 | SPH-ECC, Sandblast | |||
SPH-AC | 3.86 | 3.85 | PVA-ECC, As-cast | |||
SPH-SB | 4.78 | 4.21 | PVA-ECC, Sandblast | |||
Jiang et al. [92] | TNII.E | 2.45 | “N”, “P”, and “S” represent no interfacial agent, cement paste interfacial agent, and polymer-modified interfacial agent, respectively. The chiseled interfaces are labeled as I, II, III, and the groove interface is IV | |||
TPII.E | 2.68 | |||||
TSII.E | 2.19 | |||||
VNI.E | 2.50 | |||||
VNII.E | 3.19 | |||||
VNIII.E | 3.52 | |||||
VNIV.E | 3.45 | |||||
VPII.E | 3.62 | |||||
VSII.E | 2.50 |
References | Parameter Settings | Variable | Component Style | Dimension | Experimental Result |
---|---|---|---|---|---|
[82] | Interface processing methods | Not handled | 150 × 120 mm | 1. The ultimate loads of the composite beam and RC beam with three interface processing methods are 84.6 kN, 87.1 kN, 87.2 kN, and 75.7 kN, respectively. 2. The ductility of composite beams and RC beams with three interface treatment methods is 2.74, 3.43, 3.36, and 2.79, respectively. 3. Different interface treatments have a relatively small impact on the bearing capacity of composite beams but have a significant impact on the ductility coefficient. The ductility coefficients of the untreated composite beam and RC beam are basically the same, indicating that good bonding between ECC and concrete can effectively increase the ductility of the component. | |
Place coarse sand | |||||
Horizontal groove | |||||
RC beam | |||||
[83] | Thickness of overlay layer and strengthening of overlay layer | Additional layer thickness: 60 mm, 90 mm | 230 (260) × 150 mm | 1. The ultimate loads of the 60 mm and 90 mm SHCC layers are 121 kN and 128.2 kN, respectively. The ultimate loads of the reinforced SHCC layer are 161.05 kN and 179 kN, respectively. The corresponding ultimate loads of the RC beam are 118 kN, 127.5 kN, 146 kN, and 152.79 kN. The SHCC overlays increased the stiffness and load-carrying capacity of the SHCC-RC overlay beams compared to the control RC beams with a concrete overlay. | |
Strengthen the thickness of the overlay layer: 60 mm, 90 mm | |||||
RC beams with the same geometric shape | |||||
[93] | ECC thickness (mm), steel bar diameter (S), and ECC layer shape | 0-S-14 | 300 × 200 mm | 1. The ultimate loads of composite beams with different ECC layer thicknesses are as follows: 211.1 kN, 221.8 kN, 225.2 kN, 236.8 kN, 263.4 kN. 2. The ultimate loads of composite beams with different reinforcement ratios are as follows: 149.9 kN, 225.2 kN, and 333.9 kN. 3. The ultimate loads of U-shaped composite beams and reference beams (0 mm-S-14, 30 mm-S-14) are 241.49 kN, 211.1 kN, and 221.8 Kn. | |
30-S-14 | |||||
60-10/14/18 | |||||
90-S-14 | |||||
120-S-14 | |||||
U-shape-S-14 | |||||
[32] | ECC thickness and electricity corrosion time | 0 mm, 40 mm | 100 × 500 mm | 1. The ultimate loads of RC slab and electrified corrosion for 15 days and 45 days are, respectively, 46.6 kN, 52.7 kN, and 41.4 kN. 2. The ultimate loads of PVA-ECC slab and electrified corrosion for 15 days and 45 days are 50.2 kN, 54.6 kN, and 52.8 kN, respectively. 3. Under the same corrosion time, comparing RC slab with PVA-ECC slab, the ultimate load of PVA-ECC slab is improved, and its bending resistance is stronger. | |
Electrified and corroded for 0 days, 15 days, and 45 days. | |||||
[99] | Loading form | Four-point bending loading | 100 × 600 mm | 1. Four-point loading limit load: 206.8 kN. Three-point loading limit load: 180.0 kN. Limit loads at different positions are 169.4 kN, 144.6 kN, 151.8 kN, and 106.3 kN. 2. The load-bearing capacity of the composite slab under the four-point bending was the highest, whereas that under single-point loading was significantly lower. Single-point eccentric loading was a more unfavorable working condition for the composite slab, particularly for the specimen with eccentric loading points in both the transverse and longitudinal directions, which had the smallest bending deflection and energy absorption. | |
Three-point bending loading | |||||
Central or eccentric single-point load at different positions. | |||||
[100] | Precast plank thickness | 40 mm, 60 mm | 120 (160) × 500 mm | 1. The ultimate loads of 60 mm RC slab (2I) and ULECC slab (3II) are 92.2 kN and 172.4 kN. 2. The ultimate loads of 60 mm ECC composite slab (2I, 3I, 3II) are 118.8 kN, 110.4 kN, and 159.1 kN. The ultimate load of 40 mm ECC composite slab (3I) is 105.8 kN. 3. The bearing capacity of ECC composite slab is improved by 29%, and its own weight is reduced by 24%. | |
Lattice girder | 2 type-I, 3 type-I, 3 type-II | ||||
Overall slab height | H = 120, 160 mm |
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Wang, X.; Yang, Q.; Peng, X.; Xia, K.; Xu, B. A Review of Mechanical Performance Studies on Composite Concrete Beams and Slabs. Materials 2025, 18, 3259. https://doi.org/10.3390/ma18143259
Wang X, Yang Q, Peng X, Xia K, Xu B. A Review of Mechanical Performance Studies on Composite Concrete Beams and Slabs. Materials. 2025; 18(14):3259. https://doi.org/10.3390/ma18143259
Chicago/Turabian StyleWang, Xinhao, Qiuwei Yang, Xi Peng, Kangshuo Xia, and Bin Xu. 2025. "A Review of Mechanical Performance Studies on Composite Concrete Beams and Slabs" Materials 18, no. 14: 3259. https://doi.org/10.3390/ma18143259
APA StyleWang, X., Yang, Q., Peng, X., Xia, K., & Xu, B. (2025). A Review of Mechanical Performance Studies on Composite Concrete Beams and Slabs. Materials, 18(14), 3259. https://doi.org/10.3390/ma18143259