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Study on impact resistance of steel fiber reinforced concrete after exposure to fire

  • Wenjie Wang EMAIL logo , Yunpeng Zhang , Zonglai Mo and Hong Wei
Published/Copyright: June 20, 2024

Abstract

The impact resistance of the steel fiber reinforced concrete (SFRC) beams after exposure to fire was studied. The SFRC beams were subjected to open flame for 120 min. After cooling to the ambient temperature, the drop-weight impact tests were conducted on the SFRC specimens. The influence of the steel fiber type and fire temperature on the impact-resistant properties was examined. The temperature time history, force time history, and reaction force-deflection curve were obtained. The peak force is discussed and the energy absorption is calculated. The results showed that the influence of steel fiber type on the impact resistance of SFRC was negligible, while the impact resistance and ductility of SFRC decreased significantly after exposure to fire. Compared with the partial fracture of the specimen at room temperature, the specimen after fire showed a more complete fracture under impact load, indicating a larger deflection and more pullout of steel fibers. This means that more friction is needed during the damage process, resulting a higher energy absorption.

1 Introduction

Steel fiber reinforced concrete (SFRC) is a composite material formed by adding steel fibers into concrete in random directions or in a specific direction. Numerous researchers have extensively explored the fundamental mechanical properties of SFRC, revealing that the incorporation of steel fiber can enhance the tensile [1,2,3], flexural [4,5,6], shear [7,8], and toughness [9,10,11] properties of concrete.

esearchers have revealed that SFRC has better impact resistance [12,13,14] than normal concrete. Yoo et al. [15,16,17] concluded that the dynamic impact resistance and ultimate strain were enhanced after steel fiber was added to the concrete. Mohammadi et al. [18] found the improvement of impact resistance of SFRC by long fiber was better than that by short fiber. Zaki et al. [19] studied the impact performance of SFRC at −20°C, and the results indicated that the impact resistance of SFRC at low temperatures enhances with the increase of steel fiber content.

In recent years, more and more scholars have turned their attention to the study of static and dynamic mechanical properties of SFRC under high temperatures. Moghadam and Izadifard [20] found in the range of 100–800°C, the addition of steel fiber can enhance the basic mechanical properties of concrete such as tensile, compressive, and bending. Huang et al. [21] found that SFRC can maintain good dynamic performance even at high temperatures, as confirmed by Mezzal et al. [22]. This may be due to the better high-temperature resistance of steel fibers [23]. Li et al. [24] investigated the dynamic pressure resistance of SFRC under the coupling effect of impact and high temperature. The results show that when the temperature is lower than 650°C, the steel fiber can effectively prevent the damage under the impact force.

The aforementioned research results have explored the mechanical properties of SFRC at normal and high temperatures from various perspectives. However, the coupled effect of impact loading and high temperature on the behavior of SFRC has not been thoroughly studied. Therefore, this study focuses on the impact resistance of the SFRC after exposure to fire, employing a drop hammer impact test. Specimens were heated by flame for 120 min, and then naturally cooled before impact test. The influence of fiber type and temperature on the SFRC was investigated.

2 Materials and methods

2.1 Specimen and materials

SFRC beams were prepared for the test investigation using Portland cement, tap water, fine river sand, and river gravel with a maximum nominal size of 20 mm to form the SFRC beams matrix. Two types of steel fibers with a length of 25 mm are used, namely wavy and hooked end. In this experiment, the volume content of steel fiber is 2%. The specific parameters of the steel fiber are listed in Table 1.

Table 1

Specific parameters of the steel fiber

Fiber type Diameter (mm) Length (mm) Length–diameter ratio Tensile strength (MPa)
Hooked end 0.4 25 63 1,700
Wavy 0.6 25 42 1,700

The SFRC beam dimensions are 550 mm × 150 mm × 150 mm. A total of 11 specimens were prepared, with 6 exposed to an open flame environment for 120 min and the remaining 5 kept under ambient temperature. The detailed information on the specimens is listed in Table 2.

Table 2

Specimens tested in the study

Specimen code Fiber type Fiber volume contents (%) Heating time
NT1-1, NT1-2 Hooked end 2 0
NT1-3, NT1-4, NT1-5 Wavy 2 0
HT-1, HT-2 Hooked end 2 120 min
HT1-3, HT1-4, HT1-5, HT1-6 Wavy 2 120 min

Note: “NT” means “normal temperature,” and “HT” means “high temperature.”

2.2 Test instrument and method

In the study, test equipment is shown in Figure 1. The heating equipment is shown in Figure 1(a). Firing equipment was used to heat the specimens. The open flame was used to heat SFRC beams, and the fuel was liquefied natural gas, which could reach a heating temperature of up to 600°C, and the heating time lasted for 120 min.

Figure 1 
                  Test equipment: (a) heating equipment; (b) drop-weight impact test setup.
Figure 1

Test equipment: (a) heating equipment; (b) drop-weight impact test setup.

The drop-weight impact test device shown in Figure 1(b) is used to carry out impact test on SFRC beams. A cylinder hammer with a weight of 43 kg and a diameter of 100 mm was utilized to exert impact load on the top surface at the mid-span of the specimen. The drop hammer is equipped with a shock accelerometer to record the acceleration, enabling the calculation of the impact load by multiplying the drop mass. The SFRC beam was supported at both ends using semicircular cylinder steel rollers. The impact reaction force is defined as the sum of the reaction forces at two supports, which is measured by the dynamic force sensor under the support. A displacement laser sensor installed at the bottom of mid-span collected the deflection of the beam. In this study, the impact height was set to 1 m.

3 Results and discussion

3.1 Time history of the temperature

Figure 2 displays the temperature curve of the SFRC specimen HT1-2 under an open flame, which is compared with the ISO834 standard fire curve [25]. For the open flame heating process, a duration of 120 min was applied to heat up and the duration from 120 to 320 min is the cooling process in a natural environment. The heating process first accelerated and then slowed down, and finally stabilized at about 500°C. The cooling process is very fast at the first stage and then becomes slow. After about 200 min of cooling, the surface temperature of the specimen drops to about 60°C. The trend and stability of the open flame curve are basically consistent with the ISO834 standard fire curve except for the early heating rate and the highest temperature. In addition, the open flame heating process is slightly slower than the ISO834 standard fire curve.

Figure 2 
                  The open flaming temperature of HT1-2 and standard temperature curve.
Figure 2

The open flaming temperature of HT1-2 and standard temperature curve.

Figure 3 is a thermal image of NT1-2 heating at different times. The bottom surface of the specimen reached the highest temperature first after being heated, and the top surface also reached the highest temperature after about 70 min. However, due to the long length of the specimen, the heat transferred by the bottom surface could not be completely transferred to the two ends of the specimen before cooling, so the two ends of the specimen failed to reach the highest temperature. In the process of an actual fire, the components or structures are normally not uniformly heated, so the experiment with open flame heating is closer to the real situation of the fire.

Figure 3 
                  Thermal imaging of HT1-2 at different heating times.
Figure 3

Thermal imaging of HT1-2 at different heating times.

3.2 Time history of the force

The force-time history of the HT1-2 specimen under impact load is shown in Figure 4, and the impact test results are listed in Table 3. After the specimen is impacted by the drop hammer, the impact force rapidly reaches a peak value of 145.07 kN in a very short time, approximately 0.0008 s. Subsequently, the impact force decreases rapidly. oscillating around 10 kN and gradually diminishing to 0. Another sudden change in the impact force at 0.003 s is caused by the secondary impact, which bounces up after the drop hammer hits the specimen. After the drop-weight impacts the specimen, the reaction force rises to the maximum value of 32.01 kN at about 0.0008 s, and then, the reaction force oscillates around the peak value, and eventually, the impact reaction slowly unloads to 0.

Figure 4 
                  Force time history of HT1-2 under impact load.
Figure 4

Force time history of HT1-2 under impact load.

Table 3

Impact test results of the specimens

Specimen code Fiber type Impact force (kN) Average value of impact force (kN) Coefficient of variation (%) Reaction force (kN) Average value of reaction force (kN) Coefficient of variation
NT1-1 Hooked end 177.89 185.99 6.16 53.65 45.63 24.86%
NT1-2 Hooked end 194.08 37.61
NT1-3 Wavy 235.92 211.11 22.81 49.15 51.68 6.35%
NT1-4 Wavy 155.62 50.51
NT1-5 Wavy 241.79 55.39
HT1-1 Hooked end 177.91 161.49 14.38 53.64 42.83 35.71%
HT1-2 Hooked end 145.07 32.01
HT1-3 Wavy 148.33 149.99 4.54 45.37 46.59 12.05%
HT1-4 Wavy 158.42 44.08
HT1-5 Wavy 146.55 54.78
HT1-6 Wavy 146.69 42.15

The impact force and reaction force time history curves of other specimens exhibit a similar pattern to HT1-2. From the curve in Figure 4 and peak force values listed in Table 3, the peak of impact force is about 3–5 times higher than the peak of reaction force. This significant difference is attributed to two main factors. First, since the impact load is a dynamic, the dynamic load coefficient should be considered, making the dynamic load greater than the static load. Second, after the specimen is impacted, a portion of the impact energy of the drop-weight is absorbed by the specimen, resulting in the impact reaction force being significantly less than the impact force.

In Figure 5(a), the impact force history of specimens with different types of steel fibers and at different temperatures generally follows the same changing trend. When the drop hammer impacts the SFRC beam, the impact duration is about 0.004 s, of which the peak value impact force occurs between 0.0005 and 0.001 s, and then the impact force rapidly decays. The peak impact force of NT1-2 is about 194.08 kN, and NT1-5 is about 241.79 kN. The peak impact force of HT1-2 is 145.07 kN and HT1-5 is about 146.55 kN. Notably, the peak impact force of the specimens at normal temperature is higher than that at high temperature, irrespective of the fiber type. In comparison with the fiber type, it is evident that the specimen mixed with wavy fiber in the normal temperature group has a higher impact force than that of the end hook fiber specimen. However, there is no significant difference between the two in the high-temperature group.

Figure 5 
                  Force history of NT1-2, NT1-5, HT1-2, and HT1-5: (a) impact force history and (b) reaction force history.
Figure 5

Force history of NT1-2, NT1-5, HT1-2, and HT1-5: (a) impact force history and (b) reaction force history.

Figure 5(b) shows the reaction force history curves of different specimens. The reaction force history of each specimen generally follows the same trend, and its curve shape is similar to the corresponding impact reaction force time history. This indicates a corresponding relationship between reaction force and impact force.

3.3 Energy absorption

The reaction force-deflection curves of the SFRC beams are displayed in Figure 6, in which the curve area is defined as the energy absorption during impact [26]. The values of energy absorption for different specimens are listed in Table 4. It can be seen that the energy absorbed by the specimens in the high-temperature group is greater than that in the normal-temperature group. The reason could be that the specimen subjected to the high temperature exhibits a higher degree of damage, with more observed cracks. Besides, the high-temperature series showed a total fracture, while the normal-temperature series showed a partial fracture, leading to higher energy consumption due to the friction force and chemical bonding force as the steel fiber pulled out of the matrix at the fracture surface.

Figure 6 
                  Reaction force–deflection curves.
Figure 6

Reaction force–deflection curves.

Table 4

Energy absorption of different specimens

Specimen code Fiber type Peak of reaction force (kN) Absorbed energy (J)
NT1-2 Hooked end 37.61 107.12
NT1-5 Wavy 55.39 131.29
HT1-2 Hooked end 32.01 184.25
HT1-5 Wavy 54.78 142.34

3.4 Specimen failure patterns

Figure 7 shows the comparison of failure patterns of SFRC beams under the same impact at room temperature and high temperature. The two specimens have similar failure patterns under impact loads, but the crack development patterns are different. As shown in Figure 7(a), the cracks of the NT1-4 under the impact load are small and do not develop to the top of the beam, and a large number of bridled steel fibers can be observed at the cracks. Compared with the NT1-4, as shown in Figure 7(b), the damage degree and integrity of the HT1-4 are more severe and worse than NT1-4. Cracks under impact load run through the entire section. This means that high temperature has an adverse effect on the impact resistance of SFRC. The reason is that high temperature reduces the mechanical properties of steel fibers and weakens the bridging effect of steel fibers.

Figure 7 
                  Comparison of impact failure patterns of SFRC at different temperature environments: (a) NT1-4 and (b) HT1-4.
Figure 7

Comparison of impact failure patterns of SFRC at different temperature environments: (a) NT1-4 and (b) HT1-4.

4 Conclusions

The impact resistance of the SFRC beams is studied to discuss the effect of temperature and fiber type. A total of 11 specimens were considered. The results are concluded as follows:

  1. It can be seen that the specimen mixed with wavy fiber in the normal temperature group has a higher impact force than that of the end-hooked fiber specimen, but there is no difference between the two in the high-temperature group.

  2. The impact force time histories of SFRC beams showed a similar trend regardless of the steel fiber type and the temperature. The impact duration is about 0.004 s, with the peak value impact force occurring before 0.001 s.

  3. The SFRC beams suffer more serious damage and worse integrity after exposure to fire, indicating that the impact resistance and ductility of SFRC decrease significantly after exposure to fire.

  4. The energy absorption of the SFRC beams at high temperatures is larger than that the case at the normal temperature. The reason could be that compared with the failure at normal temperature, the specimens showed more brittle after exposure to fire, leading to a more complete fracture. Hence, more steel fibers were pulled out of the fracture surface, and the work done by friction during the process was larger, resulting in a higher energy absorption.

Acknowledgments

The authors would like to acknowledge the support provided by the National Natural Science Funds of China (52008105) and the Natural Science Foundation of Jiangsu Province of China ( BK20200374).

  1. Funding information: This project was supported by the National Natural Science Foundation of China (52008105) and the Natural Science Foundation of Jiangsu Province of China (BK20200374).

  2. Author contributions: Wenjie Wang: conceptualization, methodology, funding acquisition, review & editing, supervision. Yunpeng Zhang: manuscript preparation and drafting, experimental investigation, data collection and visualization. Zonglai Mo: experiment preparation, data collection. Hong Wei: data curation.

  3. Conflict of interest: The authors state no conflict of interest.

  4. Data availability statement: Data will be made available on request.

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Received: 2024-04-12
Revised: 2024-05-12
Accepted: 2024-05-13
Published Online: 2024-06-20

© 2024 the author(s), published by De Gruyter

This work is licensed under the Creative Commons Attribution 4.0 International License.

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