Weak Interlayer Interfaces in 3D-Printed Concrete: Formation Mechanisms, Cross-Scale Consequences, and Control Strategies
Abstract
1. Introduction
2. The Formation and Evolution of Weak Interfaces Between Layers
2.1. Basic Formation Mechanism
2.2. Effects of Time and Process Parameters
2.3. Material and Environmental Effects
2.4. Multiscale Interpretation and Mechanistic Synthesis
3. Effects of Interfaces on the Mechanical Properties of 3DPC
3.1. Mechanisms of Interface Bonding and Strength Characterization
3.2. Anisotropy and Damage Evolution
3.3. Cross-Scale Transfer of Interfacial Effects to the Mechanical Behavior of Structural Members
4. Effects of Interfaces on the Structural Performance of 3DPC
4.1. Interface Weakening and Load-Bearing Performance of Typical Members

4.2. Interface Interaction in Reinforcement and Connection Systems
4.3. Overall Structural Response and Safety Assessment
5. Effects of Interfaces on the Durability of 3DPC
5.1. Transport Behavior and Erosion Processes Under Interface Control
5.2. Interface Deterioration and Durability Degradation Under Environmental Conditions
5.3. Long-Term Performance Evolution and Lifespan Prediction
6. Strategies for Enhancing Interface Performance and Optimization Design
6.1. Material System Modulation and Interface Enhancement
6.2. Process Optimization and Control
6.3. Multiscale Collaborative Design for Engineering Applications
7. Challenges and Outlook
8. Conclusions
- (1)
- Weak interlayer interfaces in 3DPC arise from deposition-time-induced rheological recovery, surface dehydration, restricted particle interpenetration, and asynchronous early-age hydration. Their formation is therefore a process-driven outcome governed by coupled physical, rheological, and hydration-related factors.
- (2)
- Interfacial weakening in 3DPC is typically expressed through pore enrichment, reduced phase continuity, diminished local modulus, and increased crack sensitivity. Microscopic defects and macroscopic performance are not linked by a simple linear relationship. Rather, the interfacial response is determined by defect connectivity, effective contact area, and local stress-transfer conditions.
- (3)
- The interface constitutes a principal control factor for mechanical anisotropy, damage localization, and the evolution of failure modes in 3DPC. Its influence is further amplified from the material scale to the member and structural scales, with more complex synergistic effects emerging in the presence of multiple interfaces.
- (4)
- Beyond degrading mechanical performance, interfacial defects markedly reshape ionic transport pathways and environmental ingress routes, acting as critical susceptibility zones that constrain the long-term durability and service life of 3DPC.
- (5)
- Future research should shift from empirical enhancement toward mechanism-based predictive design, supported by unified theoretical frameworks, standardized testing and evaluation systems, multiscale modeling, intelligent manufacturing, and real-time quality assurance. In parallel, design methodologies and standards for engineering applications should be developed, thereby reframing interfacial issues from unavoidable defects into designable engineering variables.
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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| Test Method | Object | Size | Principal Parameters | Bond Strength Values Range | References |
|---|---|---|---|---|---|
| Instron 5960 dual column tensile test | 3D-printed geopolymer mortar | 160 × 45 × 30 mm cube | Printing time interval, printing speed, lift height of nozzle | 1.5–2.4 MPa | [108] |
| Uniaxial tensile testing | 3D-printed mortar | 50 × 30 × 30 mm cube | Cement-based interface material | 0.27–0.43 MPa | [109] |
| Instron 5960 dual column tensile test | 3D-printed mortar | 30 × 30 × 30 mm cube | Printing time interval | 0.20–0.85 MPa | [50] |
| Tensile strength in accordance with BS EN 14488-4:2005 | 3D-printed mortar | φ 45 × 60 mm cylinder | Pore distribution and pore volume | 2.58–3.77 MPa | [110] |
| Instron 5960 dual column tensile test | 3D-printed mortar | 40 × 20 × 40 mm cube | Printing time interval, nano-clay, lift height of nozzle | 0.45–0.65 MPa | [62] |
| Shimadzu universal tester AG-100kNXplus was used for tensile test | 3D-printed cement paste | 25 × 25 × 25 mm cube | Printhead shape, printing speed, lift height of nozzle | 1.52–3.90 MPa | [111] |
| A designed tensile loading test | 3D-printed cement paste | 40 × 40 × 40 mm cube | Printing time interval, nano-clay, polycarboxylate superplasticizer | 0.55–1.92 MPa | [51] |
| The tensile test is conducted according to ASTM D7234-19 | 3D-printed cement paste | 25 × 25 × 25 mm cube | Printhead shape, surface, side scraper, water-cement ratio | 2.24–3.85 MPa | [112] |
| An automatic testing machine (Proceq DY-2) was used to measure the tensile bond strength | 3D-printed mortar | 100 × 60 × 30 mm cube | Surface roughness, the surface water content | 0.11–0.65 MPa | [113] |
| GB/T 16777-2008 “Test Methods for Building Waterproof Coatings” | 3D-printed ultra-high performance concrete | 8-shaped specimens with dimensions of 78 × 22.5 × 22.5 mm | Printing time interval, target temperature | 2.25–9.84 MPa | [76] |
| A crossover method | 3D-printed cement paste | 150 × 50 × 50 mm two crossed cubes | Printing time interval, neoprene latex modified mortar, epoxy resin modified mortar | 1–4.5 MPa | [114] |
| A uniaxial compressive test using cross bonded specimens was borrowed from the field of ceramics | 3D-printed cement paste | 150 × 50 × 50 mm two crossed cubes | Material ratio, printing time interval, interfacial modified mortar | 1.69–2.15 MPa | [115] |
| A direct bond shear test was performed on the specimens by using a Zwick Roell testing machine | 3D-printed mortar | φ 25 × 40 mm cylinder | Interface type, printing filament edge, material ratio | 5.5–6.5 MPa | [82] |
| The inter-layer strength test was conducted using MTS testing machine | 3D-printed mortar | 50 × 25 × 30 mm cube | Printing time interval, the surface water content | 0.34–0.65 MPa | [116] |
| Uniaxial tensile tests were conducted on a servo-hydraulic Instron 8872 machine. | 3D-printed limestone-calcined clay-based cementitious materials | 20 × 20 × 24 mm cube | Printing time interval, lift height of nozzle | 2.50–3.50 MPa | [55] |
| The quasi-static shear tests were used a universal electro-mechanical testing machine (type LFM 600). Direct tensile tests under quasi-static conditions were performed using a universal electro-mechanical testing machine | 3D-printed mortar | Shear: 60 × 40 × 60 mm cube Tensile: φ20 × 20 mm cylinder | Printing time interval, Loading rate | Shear strength: 2.63–6.65 MPa; tensile strength: 0.46–8.31 MPa | [117] |
| The double-shear test method | 3D-printed mortar | 45 × 45 × 90 mm cube | Interface type and porosity | Shear strength: 4–6.5 MPa | [118] |
| A universal testing machine was used to conduct the interlayer shear test | 3DPC | 100 mm× 30 mm × 54 mm cube | Anchored rebar nails (ARNs), recycled coarse aggregates, porosity | Shear strength: 2.29–6.40 MPa | [84] |
| The slant shear strength test | 3D-printed mortar | 70 × 70 × 70 mm cube | Curing age, palygorskite clay | Slant shear strength: 2.905–5.21 MPa | [119] |
| Splitting tensile | 3D-printed mortar | φ 100 × 200 mm cylinder | Time interval, aggregates, steel fiber, retarder | Shear strength: 12.4–29.6 KN | [120] |
| Splitting tensile | 3D-printed mortar | 4″ × 4″ × 4″ (inch) cube | Mortise and tenon structure, curing age, pump rotational speed, strip thickness | 125–600 Psi | [121] |
| Splitting tensile | 3D-printed mortar | 40 × 40 × 40 mm cube | Printing time interval, lift height of nozzle, curing conditions | 2.5–4.5 MPa | [46] |
| Splitting tensile | 3D-printed mortar | 80 × 40 × 40 mm cube | Water-cement ratio, time interval, environmental conditions | Relative bond strength: 60%–120% | [122] |
| Splitting tensile | 3D-printed mortar | 40 × 40 × 40 mm cube | The amount of SF and HPMC, printing time interval, drying time | Relative bonding strength: 25.6%–72.7% | [10] |
| Interlayer interface shear test | 3D-printed mortar | 65 × 60 × 80 mm cube | Printing time interval, steel fiber | 4.455–15.874 MPa | [123] |
| An antisymmetric four-point bending shear test method | 3D-printed mortar | 200 × 100 × 100 mm cube | The single-layer printing height, PE fibers | 1–2.5 MPa | [12] |
| The notched direct tensile tests | 3D-printed mortar | φ 70 × 140 mm cylinder | Surface treatment with silicate solution, printing speed | 1.01–3.58 MPa | [38] |
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Zhang, R.; Liu, C.; Duan, Z.; Lv, Z.; Zhang, W.; Liu, H. Weak Interlayer Interfaces in 3D-Printed Concrete: Formation Mechanisms, Cross-Scale Consequences, and Control Strategies. Coatings 2026, 16, 660. https://doi.org/10.3390/coatings16060660
Zhang R, Liu C, Duan Z, Lv Z, Zhang W, Liu H. Weak Interlayer Interfaces in 3D-Printed Concrete: Formation Mechanisms, Cross-Scale Consequences, and Control Strategies. Coatings. 2026; 16(6):660. https://doi.org/10.3390/coatings16060660
Chicago/Turabian StyleZhang, Rongfei, Chao Liu, Zhenhua Duan, Zhenyuan Lv, Wei Zhang, and Huawei Liu. 2026. "Weak Interlayer Interfaces in 3D-Printed Concrete: Formation Mechanisms, Cross-Scale Consequences, and Control Strategies" Coatings 16, no. 6: 660. https://doi.org/10.3390/coatings16060660
APA StyleZhang, R., Liu, C., Duan, Z., Lv, Z., Zhang, W., & Liu, H. (2026). Weak Interlayer Interfaces in 3D-Printed Concrete: Formation Mechanisms, Cross-Scale Consequences, and Control Strategies. Coatings, 16(6), 660. https://doi.org/10.3390/coatings16060660

