1. Introduction
Green economy, biocarbon economy, and low-carbon economy are some of the terms that indicate the global efforts for decarbonization [
1]. The onus is on the mitigation policies for reducing greenhouse gas emissions. The year 2017 recorded the highest inclination of the order of 32.5 Gt. carbon-dioxide emissions [
2] out of which 39–28% is from the building and construction sector and 11% is from building materials and transport activities. The construction industry is a carbon-intensive sector, consuming significant amounts of energy, products, and services of different sectors, which is greatly challenging the sustainable growth [
3,
4]. In the entire spectrum of the construction industry, the production of cement alone produces the largest amount of carbon dioxide and is the 2nd largest source of CO
2 emissions worldwide. Henceforth, the global environmental impact of cement production has resulted in increased momentum of research for sustainable alternatives. The utilization of supplementary cementitious materials (SCM’s) such as fly ash, Rice husk ash, GGBS, etc. as partial replacement of cement is being extensively explored. Their potential for enhancing the binder characteristics and reduction of environmental impact has been well recognized [
5].
The exploration of a sustainable solution for a two-faced problem, i.e., reduction of CO
2 emissions and industrial waste management, has led to the development of alkali-activated concrete known as geopolymer concrete. The term ‘geopolymer’ was first used in Davidovit’s work on the formation of polymeric Si-O-Al bonds from the chemical reaction of alkali silicates with aluminosilicate precursors [
6]. As per the Duxson model [
7], the process of polymerization involves three steps: (1) the dissolution of aluminosilicate materials and the release of silicate and aluminate monomers[Si(OH)
4]
− and [Al(OH)
4]
−; (2) Initial gels(mono cross-linked systems) are being produced by co-sharing of oxygen atoms from the reactive silicate and aluminate monomers, the process being known as condensation; (3) In the last stage the initial gels are converted into the geopolymers gels and the process is known as polycondensation. Different industrial waste materials such as fly ash, metallurgical slag, metakaolin, mining wastes, silica fume etc. could be used as source materials for geopolymerisation. Although, the reactivity depends upon their physical, chemical and morphological properties but a stable geopolymer requires the source material to possess the following characteristics: (1) highly amorphous; (2) enough reactive glassy content; (3) low-water demand; (4) ability to release aluminium easily. A more detailed model for geopolymerisation given by Provis [
8], discusses the synthesis of geopolymer and zeolites by the polymerization of metakaolin and fly ash. The model explores the different silicate oligomers for their inclusion in the alkali solution. The respective oligomers polymerize into geopolymer fragments and aluminosilicate nuclei. Finally, the geopolymer gels and zeolites are formed by the polycondensation of the remaining silicate monomers. Both microstructural and the chemical properties of geopolymers with different source materials will vary greatly despite their physical properties might appear to be similar. Alkali activators, an important constituent of polymerization, are used to activate the aluminosilicates materials. The most commonly used alkali activators are sodium hydroxide, potassium hydroxide, sodium silicate, and potassium silicates [
7].
After lime and Portland cement, geopolymer could be considered as the third-generation cement. Geopolymers can be modified by correctly selecting the raw materials and optimizing the design mix. The characteristics of geopolymer concrete have been reported to be better than normal concrete. Since the input materials for the geopolymer mix could be different, therefore the final products of hydration are different from those produced in the hydration of cement [
9,
10]. The liquid-solid ratio, SiO
2/Al
2O
3, R
2O/Al
2O
3, SiO
2/R
2O ratio majorly impacts the properties of geopolymer pastes. Numerous authors have suggested that an amorphous structure of geopolymer will result in better mechanical properties [
9,
11,
12,
13]. This is primarily due to the refinement of pores by the dissolution of particles and the formation of products. The reduced porosity improved the strength of the paste [
11]. Along with mix-ingredients, curing conditions greatly impact the characteristics of geopolymer concrete [
14,
15,
16,
17,
18,
19]. Curing of geopolymer concrete can be done in three ways: (1) Heat curing; (2) Steam curing; (3) Ambient curing. The curing temperatures required for the consummation of polymerization ranges between 40–85 °C. For achieving the desired mechanical and durability characteristics, adequate curing of geopolymer concrete is required [
18].
The strength of the matrix depends upon the microstructure of materials used for its production and significantly influences the permeability of the matrix. The formation of geopolymers from polymeric sodium aluminosilicate hydrate gel (N-A-S-H) differentiates it from normal concrete made from calcium silicate hydrate gel (C-S-H) [
11]. Further, the low calcium content of Geopolymer concrete from that of normal concrete reduces the durability issues significantly. Hence, a differential durability behavior (design life and performance) of geopolymer concrete structures should be expected from that of normal concrete. durability Steel corrosion is one of the major issues that has impacted the long-term performance of structures made with normal concrete [
20,
21]. Ingress of chlorides inside concrete damages the pseudo passive layer that protects the steel from corrosion [
22]. Some reports stated [
23] that improving the quality of GPC can prevent the corrosion of the reinforcement bar. Tennakoon et al. [
24] performed long-term tests on corrosion of steel rebar in fly-ash-based GPC and slag-based GPC. The results of their study showed that the chloride diffusion coefficient is less in fly-ash and slag GPC than that of OPC concrete. Tennakoon et al. [
24] have also concluded that the embedded rebar in fly-ash and slag-based GPC has a higher resistance to corrosion than a rebar in OPC. Reddy et al. [
25] experimented on the durability of reinforced GPC in the marine environment. Reddy et al. [
26] evaluated the corrosion-based durability of low calcium fly-ash-based GPC using beams that are centrally reinforced, made with 8M and 14M concentrations sodium-based solutions. The experimental results proved that GPC has better corrosion resistance performance compared to OPC. Regarding the corrosion of reinforcement in GPC, the literature is relatively limited; there are a few work reported on corrosion resistance evaluation of steel rebar in fly-ash based GPC [
27,
28].
From a safety perspective, it is essential to perform routine assessments of concrete to identify the damages in the areas with critical levels of corrosion [
22]. There are many destructive methods for corrosion assessment of GPC structure, which requires material samples to be taken from the structure. In this regard, Non-Destructive Testing (NDT) methods must be deployed for testing without destroying the structure [
29,
30]. The only standardized test methods for corrosion monitoring is the half-cell potential technique given by [
31]. Hence, measurement of steel corrosion in GPC using two NDT methods, half-cell potential and linear polarization resistance, can be an effective indicator of steel reinforcement corrosion rate. In one of the studies, researchers have used half-cell potential and linear polarization resistance method to experimentally study the corrosion rate of steel rebar in GPC produced from three types of fly-ashes over 540 days of exposure to 3% sodium chloride (NaCl) solution [
32]. The corrosion rate values for these GPCs ranged from 0.55 to 1.65 µA/cm
2 where these findings were almost equal to conventional concrete (0.65–1.20 µA/cm
2). In another study, it was stated that half-cell potential values for the passivated reinforcement in GPC (ranging between −100 to −200 mV) is moderately similar to the OPC mortar results [
33].
Due to different precursor materials such as fly ash, Metakaolin, granulated blast furnace slag, etc., the hydration of cement and the polymerization process in geopolymer vary significantly. As a result, the characteristics of geopolymer concrete such as the microstructure, mechanical behavior, and durability vary considerably. Hence, it is important to evaluate the overall characteristics of a precursor based geopolymer concrete before it can be used for construction. Several studies have reported the use of fly ash as a precursor and bottom ash as a replacement of fine aggregates for developing geopolymer concrete. However, corrosion evaluation of geopolymer concrete made with both fly ash and bottom ash precursor material has been rarely reported. The focus of this paper is to develop a sustainable fly-ash based geopolymer concrete with a 50% replacement of bottom ash. Further, the durability behavior of the matrix in terms of resistance to chloride-induced corrosion in comparison with ordinary concrete is also investigated. Two non-destructive techniques i.e., Half-cell potential and Linear Polarization resistance, have been employed to study the corrosion behavior.
4. Methodology
After 28 days, when GPC and OPC samples cured in ambient temperature and water tank respectively, beams were placed in a chloride solution for 28 days. This helps to keep the initial D.C. power to a manageably low value.
Figure 1 is a schematic of the accelerated corrosion test setup in 5% NaCl solution used in this work. As can be seen in
Figure 1, the corrosion tank was filled with chloride solution that would allow each beam to be partially immersed. After that, the extended side of the rebar acting as an anode was connected to a 30 V power supply. A stainless-steel rod was used to act as a cathode. The D.C. power supply was turned on and set to 30 V electrical potential. This voltage was chosen based on work conducted by [
26] to make the steel rebar as anodes, accelerate the corrosion process, and decrease the test period time.
Once the testing procedure started, current readings were taken every 24 h. A rise in the current indicated the beginning of the corrosion process, and eventually the start of the formation of cracks in the beams. Once the beams reached a high current value, there were visible signs of corrosion and cracking of beams and the beams were considered to be failed. The time taken to initiate the corrosion in the rebar in GPC was higher than that of OPC concrete. The beams were removed from the chloride water and left to air dry for 24 h. After that, the beams were tested for the rate of corrosion using Linear Potential Resistance. The final step involved splitting the OPC and GPC beams to recover the rebar and to determine the effects of corrosion on the rebar by measuring the mass loss of the steel rebar in each beam.
4.1. Half-Cell Potential
Half Cell Potential (HCP) is an effective method that has been used by many researchers across the world [
37,
38,
39]. Further [
31] provides the guidelines for predicting corrosion activity (
Table 4). It is a method of assessing the invisible corrosion of reinforced concrete without destructing the samples. HCP provides information about the probability of corrosion.
Table 4 gives the guide for evaluation of corrosion activity versus a standard copper/copper sulfate half-cell.
Figure 2 indicates a schematic of the HCP measurement setup. In accordance with [
31], a digital voltmeter is used to read the potential difference values between the external reference electrode and the reinforced steel rebar. In this study, copper/copper sulphate was used as a reference electrode. If the surface of the concrete is too dry, pre-wetting is required. A pre-wetted sponge is used to ensure proper surface contact between the concrete surface and the tip of the half-cell electrode.
For a consistent reading, a centerline with a pre-defined equal spacing of three measuring points at a 175 mm distance was marked on the surface of the concrete. The potential values for these three points were recorded from the voltmeter for both OPC and GPC beams.
4.2. Linear Polarization Resistance
The Linear Polarization Resistance (LPR) method is a non-destructive testing method used to measure the corrosion rate. The data graph obtained from the instrument can be used to calculate the corrosion rate. Polarization resistance measurements are an accurate and rapid technique to measure the rate of corrosion. Typical values relating corrosion measurements to predicted corrosion penetration are given in
Table 5.
After the specimens were removed from the chloride water and left to air dry for 24 h, the LPR test was performed. The specimens were supported on a wooden surface. To conduct the LPR test, Gamry Instruments Reference 600+ potentiostat was used. The cell cable was connected to a reference electrode, counter electrode, rebar, and ground. If the surface of the concrete was too dry, samples were pre-wetted. A pre-wetted sponge was used to ensure proper surface contact between the concrete surface and the tip of the reference electrode. The equipment was connected to a computer to read the data graph. A complete setup of the Gamry potentiostat is shown in
Figure 3. The Gamry Echem Analyst software was used to run the experiment. This is a single program that runs data-analysis for all types of experiments such as DC corrosions, EIS, and physical electrochemistry. Before running the software, the experimental setup values are entered manually (
Table 6).
Same as the HCP technique, a centerline with a pre-defined equal spacing of three measuring points at 175 mm distance was marked on the surface of the concrete to obtain a set of reliable test values. The LPR data graphs for these three points were recorded in the computer for both OPC and GPC beams. The values shown in
Table 6 were used in the LPR measurement:
B value is often taken as 25 mV for active corrosion state and 50 mV for passive conditions [
41].
Ew is the equivalent weight of the corroding metal.
The corrosion rate can be computed by using the corrosion current (
ICORR) generated by the flow of electrons from anode to cathode. By applying the modified version of Faraday’s law, the following equation can be generated
where
Rp is the polarization resistance of a corroding electrode and is defined as the slope of potential versus current density plot. The dimension of
Rp is ohm-cm
2.
B is the Stern-Geary coefficient and the Stern-Geary coefficient is given by
where
ba and
bc are the anodic and cathodic Tafel slopes.
The corrosion rate in µm per year is given by
where:
ICORR = Corrosion current density in µA/cm
2,
Ew = Equivalent weight of the corroding metal,
ρ = density of the corroding metal in g/cm
3.
7. Discussion
Table 10 gives the average values of 7 & 28-day compressive strength, mass-loss, corrosion current and corrosion rate, and average flexural residual strength for all tested GPC as well as OPC samples. There is no significant variation of compressive strength values but there is a significant influence of corrosion exposure on OPC and fly ash based GPC with additions of bottom ash. Normally, the compressive strength values of fly ash based GPC is 5–7% higher than those of OPC [
49], the similar values could be attributed to the addition of bottom ash and its replacement with fly ash itself. The larger particle size of bottom ash will have some effect on the densification of the matrix and consequently, the loss of compressive strength is observed. The various parameters such as pore size, connectivity of pores, shrinkage and movement cracks, chemical characteristics i.e., the chloride binding capacity, alkalinity [
50,
51] largely control the dynamics of corrosion of steel in concrete. The durability of a mix majorly depends upon its mineralogical constituents and microstructure [
52]; the difference between the reaction products of OPC and GPC could significantly alter their characteristics. Despite the addition of bottom ash, the GPC mix has exhibited significant corrosion resistance than the OPC samples. GPC samples exhibited 78% less mass-loss, 72% lower corrosion rate and 73% lesser corrosion current density. Further, the residual flexural strength is 21% higher than those of OPC samples. The corrosion-resistant behavior of GPC is probably because of the refinement of pore structures as an outcome of polycondensation reaction and therefore, the filler effect. This further reduces the porosity of the GPC mix as the presence of KOH aids in leaching of Si and Al from fly ash improving the polycondensation and the matrix. The densification of the GPC matrix with reduced permeability and improved strength will restrict the ingress of chloride ions into the steel-concrete ecosystem. This reduces the chloride-diffusion rate in GPC mix as compared to OPC mix which is directly evident from the reduced corrosion current (
ICORR) and corrosion rate as well. The reduced mass-loss and less influence of corrosion exposure on GPC could also be attributed to the reduced availability of free chlorides and therefore, increased chloride binding capacity. The slope obtained from the regression of HCP measured values suggests that the rate of drop in potential was much higher for OPC samples than GPC samples. In a study [
42], researchers have also suggested lesser HCP for fly ash based GPC than ordinary concrete. Previous studies have shown that GPC undergoes lesser deterioration due to corrosion exposure and the time of failure is prolonged for more than 3.5 times than the OPC [
47]. In addition to the denser matrix due to the presence of fly ash and bottom ash than that of OPC, the presence of alkaline activators significantly improves the electrical resistance due to the increased availability of ions [
32,
47,
52]. From
Table 10, a clear correlation between all the evaluated corrosion parameters suggests GPC offers enhanced resistance to chloride-induced corrosion.