Research Article | Open Access
Yongtao Zhang, Hehui Zheng, Minghao Tang, Zhiqi He, "An Enhanced UHPC-Grout Shear Connection for Steel-Concrete Composite Bridges with Precast Decks", Advances in Civil Engineering, vol. 2021, Article ID 5595174, 15 pages, 2021. https://doi.org/10.1155/2021/5595174
An Enhanced UHPC-Grout Shear Connection for Steel-Concrete Composite Bridges with Precast Decks
This article develops an enhanced UHPC-grout shear connection for steel-concrete composite bridges with precast decks. The primary improvement is the use of ultra-high performance concrete (UHPC) as the connection grout. To validate the constructability and the mechanical performance of the new connection, two series of experimental tests (including grouting tests and push-out tests) were conducted. Results from the grouting tests show that both the pressure grouting method and the self-levelling grouting method are applicable to inject the UHPC grout into the channel void of the connection. Results from the push-out tests indicate that the advanced properties of UHPC allow for a significant improvement of the shear resistance of the adhesive connection over traditional cementitious grouts. The ultimate shear capacity of the adhesive connection is controlled by the interface shear strength between the embossed steel and the UHPC grout, with a cohesion value of approximately 5.87 MPa. Meanwhile, the residual frictional resistance can be taken as approximately one-half of the ultimate resistance. The results of the finite-element analysis show that the trilinear model is reasonable to simulate the shear-slip laws of the embossed steel-grout interface and the rough concrete-grout interface.
Steel-concrete composite bridges using prefabricated full-depth deck panels allow modular construction and greatly minimizing traffic impacts. Shear stud clusters embedded in shear pockets are usually used to create composite action between concrete deck slabs and steel girders (Figure 1). This type of connection has been proven effective for shear transfer and achieving composite action. However, the use of connectors embedded in closely spaced pockets can present some problems identified by Badie et al.  and Haber et al. , which include constructability challenges due to fit-up issues, nonuniform force distribution within the stud cluster, and bearing failure of concrete in front of the stud cluster.
One potential solution to these problems is the use of linear or surface connections rather than point connections. One promising detail is the “connection by adhesion, interlocking, and friction” (also referred to as “adhesive connection”) that was first proposed by Thomann  from EPFL in Switzerland, with further modifications by several researchers. The first generation of the adhesive connection is shown in Figure 2(a), which is fabricated by performing a roughened slot in the lower part of the concrete deck slab, welding an embossed steel rib longitudinally to the upper flange of the steel girder, and casting the strip void between the slot and the steel rib with cement grout. The resistance of the connection to longitudinal shear is based on the development of shear stresses in the confined interfaces. This connection usually exhibits less ductile behavior in comparison with the shear studs. The interface shear behavior of this connection under static and cyclic loading and theoretical constitutive laws of confined grouted interfaces were thoroughly investigated by Thomann and Lebet  and Papastergiou and Lebet .
The second generation of the adhesive connection is shown in Figure 2(b) by Diógenes et al. , with the use of high-performance mortar (HPM) and the presence of circular holes in the steel rib to generate a “dowel effect.” As shown in Figure 3, this idea comes from the Perfobond shear connectors, in which the shear resistance is expected to be increased considering the confined concrete inside the connector’s openings. Flexural tests of composite beams using the improved adhesive connection were also conducted by Diógenes et al. . The test results showed that the presence of holes in the connectors had a limited contribution to the flexural stiffness and the loading capacity of the specimens.
The resistance of the adhesive connection to longitudinal shear is dependent on the adhesion and friction between the connected materials. A significant amount of research has already been carried out on interface behavior. For the interface between the embossed steel plate and cement paste, Thomann and Lebet  developed a model capable of describing the behavior of the interface loaded in shear and subjected to variable compressive stresses. Minafò  and Campione et al.  suggested the values be adopted for the constitutive law of steel-to-concrete interface, including the cohesion, the friction coefficient, and the shear stiffness of the interface. For the interface between ultrahigh performance concrete (UHPC) and high-strength concrete (HSC), the adhesion value between UHPC and HSC was identified by Hussein et al.  through the direct tension test. Meanwhile, Hussein et al.  developed a three-dimensional finite-element model to study the UHPC-HSC interface using traction-separation, damage initiation criteria, and damage evolution. In the current study, a new generation of adhesive connections is developed using UHPC grout to replace traditional cementitious grouts. Although many experimental tests have already been carried out on embossed steel-to-concrete interfaces and concrete-to-concrete interfaces, almost no work has been conducted on the interface between embossed steel and UHPC grout.
This study aims to provide a new generation of the adhesive connection, referred to as the “enhanced UHPC-grout shear connection.” The primary improvement is the use of UHPC as the connection grout. Compared to traditional cementitious grouts, UHPC has good dimensional stability, exceptional durability, and mechanical properties . UHPC has been successfully used in composite connections between precast bridge decks and steel girders [13–17]. It is expected that the advanced properties of UHPC allow for a significant improvement of the ductility, ultimate capacity, and durability of the adhesive connection. First, grouting tests are conducted to compare the constructability and compactness of different grouting methods. Second, push-out tests of shear connectors are performed to study the shear resistance performance of the new connection. Then, the finite-element approach is used to simulate the behavior of the new connection. Finally, design recommendations are provided for practical application.
3. Comparison of Two Grouting Methods for UHPC
3.1. UHPC Mixture and Properties
The UHPC used in this study is a commercially available product in China. Table 1 shows the composition of this material. The UHPC is composed of Portland cement, fine sand, silica fume, high active admixture, superplasticizer, steel fibers, and water. The maximum particle size of quartz sand was 0.6 mm. Straight steel fibers coated with a thin layer of copper were used, and a fiber volume fraction of 1.5% was adopted in the test. The steel fibers had a diameter of 0.2 mm and a length of 13 mm. The ultimate tensile strength of the steel fibers was 2000 MPa. The steel fibers have a length of 13 mm, a diameter of 0.2 mm, and tensile strength of 2000 MPa.
The mechanical properties of UHPC were determined according to GB 50010-2010 . Cubic specimens (150 mm × 150 mm × 150 mm), dog bone specimens (100 mm × 100 mm × 500 mm), and prism specimens (100 mm × 100 mm × 300 mm) were used to measure the compressive strength, the direct tensile strength, and the elasticity modulus, respectively. After 28 days of curing, the averaged mechanical properties of UHPC are measured as follows: cube compressive strength fc = 125.6 MP, direct tensile strength ft = 6.8 MPa, and elasticity modulus Ec = 49 GPa.
3.2. Test Setup for Grouting
The grouting of UHPC into the channel void of the connection may be realized by two methods: (1) pressure grouting from the channel end; (2) self-levelling grouting from the top pockets. To compare the constructability and compactness of two grouting methods (Figure 4), three specimens were fabricated to simulate the grouting channel, including one for pressure grouting from the channel end and two for self-levelling grouting from top pockets.
Figure 5 shows the test setup for the pressure grouting from the channel end. The length of the model is 5000 mm. The steel plate in the center of the model is used to simulate the steel rib interface in the actual connection, and the acrylic sheets are used to simulate the concrete interface. The applied maximum grouting pressure is 2 MPa.
Figure 6 shows the test setup for the self-levelling grouting from top pockets. Two models with the same length (3000 mm) and different spacing of grouting pockets (1000 mm and 1400 mm) were fabricated. The size of the grouting pockets is 80 mm × 80 mm, and the diameter of the vent hole is 10 mm.
3.3. Results of Grouting Tests
The grout quality using the pressure method is shown in Figure 7. As can be seen, defects appeared in the locations of inlets and outlets. Meanwhile, a large area of crystalline bloom was observed on the interfaces. The grout quality using the self-levelling method is shown in Figure 8. Specimen SL-1 had three grouting pockets. The UHPC grout was injected first from the side pockets and then from the middle pocket. Specimen SL-2 had two grouting pockets and was grouted from them simultaneously. As can be seen, Specimen SL-1 exhibited honeycombing, while Specimen SL-2 had no apparent defects. It can be concluded that self-levelling grouting is better than pressure grouting, in terms of the convenience in construction and grout quality.
4. Push-Out Testing of Shear Connectors
4.1. Specimen Design and Fabrication
Two sets of push-out testing of adhesive connectors were conducted, including three specimens with the HMP grout and seven specimens with the UHPC grout. The parameters of the specimens are listed in Table 2. Among the ten specimens, five specimens had circular holes in the embossed steel rib to generate the dowel effect.
All push-out specimens have the same outside dimensions, as shown in Figure 9. The dimensions of the concrete block (length × width × height) are 670 mm × 500 mm × 600 mm. The thickness of the embossed steel rib is 12 mm, and the height is 115 mm. The embossed steel plate was roughed by 2 mm deep grooves. The size of the slot performing in the concrete block is 60 mm × 120 mm. The surface of the slot was roughened by sand-blasting.
Figure 10 shows the fabrication of the push-out test specimens. After applying roughness treatment to the steel rib and the concrete slot, they were assembled together, and then the void was injected with HPM or UHPC grouts.
4.2. Test Setup and Instruments
Figure 11 shows the setup of the push-out testing. Dial gauges were used to measure the slip and the uplift. Slip measurements were taken on both sides of the specimens, at half of its height. Uplift measurements were taken in both top and bottom faces. The maximum range of the dial gauge was 15 mm, far beyond the ultimate slip and uplift.
The specimens were first loaded under force control. The loading procedure was 0 kN ⟶ 50 kN ⟶ 0 kN ⟶ 200 kN ⟶ 400 kN ⟶ 600 kN. Afterward, the force control was replaced with displacement control, with a loading speed of 0.005 mm/s until the maximum loading capacity was reached. Afterward, a loading speed of 0.015 mm/s was imposed until failure.
5. Test Results and Discussion
5.1. Failure Modes
The failure mode of push-out specimens is affected by many parameters. According to the previous study of Papastergiou and Lebet , two typical failure modes were observed on the embossed steel-grout interface. For the mode of bearing failure, the failure surface is mainly located at the steel-grout interface, with only a small amount of grout residue behind the steel ribs. For the mode of shear failure, the failure surface locates entirely in the grout paste.
In this study, all specimens failed along the embossed steel-grout interface, exhibiting a typical mode of shear failure (Figure 12). At the initial stage of loading, no apparent interface slip was observed. With the increase of loading, diagonal cracks were observed in the corner of grouting channels on the top face (Figure 12(a)). Prior to the ultimate failure, sound induced by the splitting of grout material was recorded. Finally, grout crushing was observed on the bottom face of the specimen (Figure 12(b)).
5.2. Interface Shear Mechanism
Figure 13 illustrates the interface between embossed steel and grout subjected to horizontal shear and transversal compression. The interface tends to slip (s) due to the development of the longitudinal shear stress (τ). Due to the roughness of the interface, this slip is accompanied by a separation of materials, called uplift (u) at a direction normal to the slip. This uplift is however restrained due to the confinement normal stress (σ) created by the surrounding concrete slab. Therefore, the interface is subjected to a combination of horizontal shear and transversal confinement. The previous study by Thomann and Lebet  found that the shear-slip curve (τ-s), the slip-uplift curve (s-u), and the slip-normal stress curve (s-σ) are critical in describing the mechanical behavior of the adhesive connection.
5.3. Shear-Slip Behavior
The shear-slip curves of all specimens are shown in Figure 14. The stiffness of the adhesive connection was very high in the elastic stage. The maximum shear strength was achieved with slippage of approximately 1 mm. The residual shear strength was about one-half of the maximum shear strength. The ultimate slippage was about 8 mm for most specimens.
5.4. Slip-Uplift Behavior
The uplift (u), which reflects the dilatancy of connections, is the transverse separation between the concrete block and the shear connector. Figure 15 shows the slip-uplift (s-u) curves for eight specimens with recorded data. The uplift increased rapidly toward a maximum value. The uplift of the connections with UHPC grout is much smaller than those with HPM.
5.5. Slip-Normal Stress Behavior
Due to the restraint of surrounding concrete slabs, the uplift cannot be released completely. Hence, the normal stress is created by the confinement effect. Figure 16 shows the slip-normal stress (s-σ) curves for two specimens with recorded data. The maximum confinement normal stress was about 3 MPa, and the residual confinement normal stress was about 1.5 MPa.
5.6. Comparative Analysis
From the comparative analysis of the test data listed in Table 3, the following conclusions can be drawn:(1)The presence of holes in the steel rib can significantly increase the shear resistance of the adhesive connection (2)Compared with the HPM grout, the utilization of UHPC grout can significantly increase the shear resistance of the adhesive connection by approximately 50%(3)The uplift of the connections with UHPC grout is much smaller than those with HPM
6. Finite-Element (FE) Analysis
6.1. FE Models
In the present study, all FE analyses were performed using the commercial software package ANSYS (Release 10.0). Figure 17 shows the three-dimensional FE model of the push-out specimens. In the model, the concrete block and the UHPC grout were modelled by eight-node solid elements (SOLID65), and the steel rib was simulated by four-node shell elements (SHELL43). The connection between the interfaces was simulated by contact elements (CONTA174).
In the push-out testing of this study, the failure of the specimens was controlled by the interface shear failure, while no apparent damage was observed in the concrete block and the UHPC grout. For this reason, the concrete block, the UHPC grout, and the steel plate were treated as elastic materials in the FE analysis. The moduli of elasticity of normal-strength concrete, UHPC, and steel were taken as 30 GPa, 49 GPa, and 200 GPa, respectively. Poisson’s ratios of normal-strength concrete, UHPC, and steel were set to be 0.2, 0.2, and 0.3, respectively.
6.2. Constitutive Laws of Interfaces
According to the fib Model Code , in monotonic loading, the relationship between shear stress and slip for interfaces in adhesive connections can be described as follows (Figure 18(a)):where τu is ultimate shear stress; τr is residual shear stress; s1 is slip corresponding to ultimate shear stress; s2 is slip corresponding to residual shear stress.
The parameters in the constitutive law of equation (1) were determined based on the experimental results of Papastergiou and Lebet , who conducted a series of direct shear tests on confined interfaces. As shown in Figure 18(b), the τ-s curves of the embossed steel-grout interface under different confinement normal stresses are presented. In the tests of this study, the maximum confinement normal stress was measured as approximately 3 MPa. The τ-s curve at the level of σ = 3 MPa is transferred to the trilinear model in equation (1). Similarly, Figure 18(c) shows the τ-s curves of the rough concrete-grout interface. The parameters in constitutive laws of two interfaces are listed in Table 4.
6.3. FE Results
The shear-slip curves obtained from the FE analysis are plotted in Figure 19 to compare with the experimental curves. As can be seen, the FE modelling is capable of capturing the behavior of the UHPC-grout shear connection throughout the whole loading stage. The maximum shear strength and residual shear strength can be well predicted by the FE modelling.
The maximum stresses in the steel plate and the concrete block are shown in Figure 20. As can be seen, a maximum Mises stress of 90 MPa is observed in the upper corner of the steel plate. A maximum principal compressive stress of 36 MPa occurs at the bottom of the concrete block. The results indicate that the steel plate and the concrete block are in the elastic stage. It is reasonable to treat them as elastic materials in the FE analysis.
6.4. Parametric Analysis
The height of the embossed steel rib (hrib) is a critical parameter in the design of adhesive connection. Figure 21 shows the force-slip curves of the connector with a rib height of 100 mm, 120 mm, and 140 mm, respectively. As shown in Figure 22, there is a linear relationship between the rib height and the interface shear capacity. In other words, the shear capacity of the adhesive connection increases proportionally with the rib height.
7. Recommendations and Discussion
7.1. Design Recommendations
Based on the test results, the ultimate shear capacity of the adhesive connection is controlled by the interface shear strength between the embossed steel and UHPC grout [21–23]. The longitudinal shear capacity of the adhesive connection can be expressed as follows:where is longitudinal shear capacity per unit length (kN/m); c is cohesion value (MPa); hrib is rib height (mm).
Based on regression analysis of the test data, the cohesion value can be taken as 5.87 MPa for the embossed steel-UHPC grout interface. The residual frictional resistance can be taken as approximately one-half of the ultimate resistance.
In this study, the experimental tests showed that the UHPC-grout shear connection has the potential to be used in accelerated bridge construction. It is believed that the UHPC-grout shear connection is a promising option for the design of steel-concrete composite bridges. However, more research should be carried out in the following aspects to promote its use in practice:(1)As pointed out by Diógenes et al. , special attention should be given to the fatigue behavior of the connection under vehicular loading and the response under long-term loading.(2)Transversal prestressing, which is often applied in the bridge deck, is expected to have a favorable effect on the connection’s resistance . This beneficial effect requires further investigation.(3)The shear connection should resist the horizontal shear force and prevent vertical separation or uplift of the concrete slab from the steel girder. It is necessary to study the uplift effect in the UHPC-grout strip shear connection.(4)The grouting compactness of UHPC in the channel void of the connection is of vital importance. More research should be conducted to study the constructability and compactness of different grouting methods.
This study aims to provide the third generation of adhesive connection, referred to as the “enhanced UHPC-grout shear connection.” The primary improvement is the use of UHPC as the connection grout. Two series of tests were performed to validate the constructability and the mechanical performance of the new connection. The following conclusions can be drawn:(1)Both the pressure grouting method and the self-levelling grouting method are applicable to inject the UHPC grout into the channel void of the connection. By comparison, self-levelling grouting is better than pressure grouting, in terms of the convenience in construction and grout quality.(2)The advanced properties of UHPC allow for a significant improvement of the ultimate capacity of the adhesive connection. Compared with the HPM grout, the utilization of UHPC grout can significantly increase the shear resistance of the adhesive connection by approximately 50%. Meanwhile, the presence of holes in the steel rib can generate a “dowel effect” that significantly increases the shear resistance of the adhesive connection.(3)The ultimate shear capacity of the adhesive connection is controlled by the interface shear strength between the embossed steel and the UHPC grout, with a cohesion value of approximately 5.87 MPa. Meanwhile, the residual frictional resistance can be taken as approximately one-half of the ultimate resistance.(4)The results of FE analysis show that the trilinear model is reasonable to simulate the constitutive laws of interfaces, and the shear capacity of the adhesive connection increases proportionally with the height of the embossed steel rib.
The data used to support the findings of this study are available from the corresponding author upon request.
Conflicts of Interest
The authors declare that there are no conflicts of interest regarding the publication of this paper.
Zhang Y and Zheng H conceived and designed the experiments. Zheng H and Tang M performed the experiments and numerical simulation. Zheng H and He Z analyzed the data. Zhang Y, Zheng H, and He Z wrote the manuscript.
This work was supported by the Outstanding Youth Foundation of Jiangsu Province, China (no. BK20180063) and the National Natural Science Foundation of China (no. 51778137).
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