1. Introduction
Multilayer composite materials (MCMs) consisting of aluminum alloy and steel are widely used in the shipbuilding and railcar industries due to their high specific strength and corrosion resistance [
1,
2,
3]. However, due to the significant difference in the properties of aluminum alloys and steels, the joint strength of the layers is low. This is primarily due to the formation of brittle intermetallic compounds (IMCs) of Fe
xAl
y type at the weld interface.
MCMs are produced by friction welding [
4,
5,
6], diffusion welding [
7], magnetic pulse welding [
8], rolling [
9,
10], and explosive welding [
11,
12]. Although the formation of brittle IMCs occurs in all of these processes, explosive welding (EW) is the most energy-efficient process that produces minimal brittle IMCs at the weld interface.
IMCs are formed by local heating of the welded surfaces under plastic deformation and high-temperature shock gas (SCG) in the welding gap [
13]. For example, [
14,
15] show that, as a result of local heating, the IMCs of Fe
4Al
13, Fe
2Al
5, FeAl
2 and FeAl are formed at the weld interface. In [
16], the temperature in the welding gap was approximately 1100 K during the EW of AA5052 and stainless steel 316 (SS316), whereas, in [
17], the authors measured the temperature of the SCG region using optical pyrometry and showed that this temperature reached 4100–4400 K. The temperature value depends on the detonation velocity, as the higher the detonation velocity, the higher the temperature.
When Al-Mg alloys and steels are welded, difficulties arise because of the low ductility and fracture toughness of Al-Mg alloys. In addition, adiabatic shear bands (ASBs) are formed in Al-Mg alloys, which can be a source of weld failure. These difficulties add to the current challenges associated with welding aluminum alloys and steels. Therefore, Al-Mg alloys and steels are welded by using an interlayer. Aluminum is often used as an interlayer due to its high ductility [
18], but, in this case, the joint strength cannot exceed the strength of the aluminum. On the other hand, the strength and hardness of aluminum increase after EW since work hardening occurs.
As noted by Han Jun-Hyun et al., the aluminum interlayer (AA1050) is strengthened during the EW of AA5083 to SS4 steel [
12]. The maximum strength was achieved using a 0.2 mm thick interlayer.
Titanium is also used as an interlayer because aluminum does not eliminate the formation of brittle IMCs at the weld interface. For example, in [
19], the authors showed that the titanium interlayer prevents the formation of brittle Fe
xAl
y IMCs. Moreover, the IMCs of the Ti
xAl
y phase system are formed, which have a higher initial temperature and a longer growth time than the Fe
xAl
y phase system does.
In [
20], the formation characteristics and properties of an explosion-welded steel–aluminum composite with a chromium layer diffusion barrier was studied. The authors found that the steel–aluminum composite with a diffusion barrier has a higher strength and better quality than the aluminum–steel bimetal.
Thus, the formation of IMC layers in an MCM during EW and heat treatment (HT) is a complex process involving structural changes and phase transformations. Research by Arisova et al. focused on the formation of IMC layers in a five-layer explosion-welded titanium–steel composite after HT at different temperatures [
21]. In [
22,
23], particular attention was paid to the structure of the IMC layers arising at the weld interfaces during explosive welding.
Furthermore, Pervukhin et al. analyzed the relationship between HT parameters and the formation of IMC in explosion-welded titanium–aluminum-layered composites, highlighting the effects on microhardness and the interlayer thickness of intermetallic phases [
23]. Overall, these studies provide insights into the structural evolution of MCMs during EW and subsequent HT. However, these works do not consider the problems of ASB formation at the weld interface and their properties after HT. There are also few works that consider the joints of steel in an Al-Mg alloy with a magnesium content higher than 5% (e.g., AlMg6) since it is a difficult material to weld [
24,
25].
The purpose of this work was to study the peculiarities of structure formation in the MCM of AA1070-AlMg6-AA1070-Titanium (VT1-0)-08Cr18Ni10Ti steel obtained by EW and the influence of HT on the structure of the weld interface. It is assumed that the obtained MCM has better performance properties, as the use of a refractory barrier layer of titanium increases the temperature of formation of intermetallic phases at the interface of layers and a thin layer of ductile aluminum AA1070 provides a high degree of deformation under EW.
2. Materials and Methods
- –
The flyer plate is AA1070-AlMg6-AA1070 (10 mm × 200 mm × 300 mm) and was produced by rolling. The AA1070 aluminum layers were 0.15 mm thick (
Figure 1);
- –
The interlayer is titanium VT1-0 (2 mm × 200 mm × 300 mm);
- –
The base plate is 08Cr18Ni10Ti stainless steel (4 mm × 200 mm × 300 mm).
The rolling process improves the mechanical properties of the AlMg6 alloy but also introduces challenges such as microcrack formation and intergranular corrosion due to high stress during processing [
26]. The incorporation of an aluminum layer during rolling serves as a protective measure against these defects.
The initial AlMg6 plate has a structure that is inherent in the rolling material, as follows: elongated grains of an α-solid solution of Mg in (Al), including the intermetallic β-phase (Mg
2Al
3) and (Fe, Mn)Al6 (
Figure 1 and
Table 1).
Figure 1 shows that the β-phase (Mg
2Al
3) is located along the grain boundaries. This phase is harder than the α-solid solution [
27]. The diameter of the grains was approximately 10–50 µm.
Figure 1.
Microstructure of the initial AlMg6 and EDS results: Spectrum 1 and 2 are scanning areas.
Figure 1.
Microstructure of the initial AlMg6 and EDS results: Spectrum 1 and 2 are scanning areas.
Table 1.
EDS results for the AA1070-AlMg6 interface (all results in atomic %).
Table 1.
EDS results for the AA1070-AlMg6 interface (all results in atomic %).
Spectrum | C | O | Mg | Al | Mn | Fe |
---|
1 | 16.52 | 4.12 | 0.08 | 79.14 | 0.02 | 0.07 |
2 | 14.46 | 3.81 | 5.89 | 75.49 | 0.27 | 0.07 |
Table 2 and
Table 3 present the physical and mechanical properties and chemical compositions of the initial materials.
Table 2.
Physical and mechanical properties of the initial materials.
Table 2.
Physical and mechanical properties of the initial materials.
Material | Ultimate Tensile Strength, MPa | Yield Strength, MPa | Elongation, % | Density, kg/m3 | Microhardness, HV |
---|
AlMg6 | 353–356 | 193–221 | 16.6–19.3 | 2640 | 150 |
VT1-0 | 375 | | 20–30 | 4050 | 380 |
08Cr18Ni10Ti | 490–520 | 196–210 | 40–43 | 7900 | 550 |
AA1070 | 60 | | 20–30 | 2700 | 60 |
Table 3.
Chemical compositions of the initial materials.
Table 3.
Chemical compositions of the initial materials.
Material | Al | Mg | Mn | Zn | Fe | C | Si | Cu | Ni | Cr | Ti | Impurity |
---|
VT1-0 | | | | | 0.25 | 0.07 | 0.1 | | | | 99.72 | 0.3 |
08Cr18Ni10Ti | | | 2.0 | | 65 | 0.08 | 0.8 | 0.3 | 9–11 | 17–19 | | 0.1 |
The element distribution maps in AlMg6, as illustrated in
Figure 2a,b, reveal a uniform magnesium distribution along the thickness of the alloy, which is crucial for its mechanical properties and performance. This uniformity is indicative of effective alloying and processing techniques that enhance the material’s structural integrity. Additionally, the presence of intermetallic phases, specifically (Fe, Mn)Al6, is significant, as these phases are located at the grain boundaries of the α-solid solution, as shown in
Figure 1 and
Figure 2c,d. The distribution of these intermetallic phases can influence the mechanical properties of AlMg6, affecting its strength and ductility.
It is known that AlMg6 alloy is susceptible to brittle fracture, which depends on the amount and size of the β phase (Mg2Al3) in the alloy and the degree of deformation or stress of the crystal lattice. Therefore, both the chemical composition of the material and its fabrication technology, as well as the subsequent HT, influence the realization of good properties.
The explosive used was a 96:4 mixture of microporous ammonium nitrate and diesel oil (density is 780 kg/m
3). A layer of sand was used to reduce dispersion and ensure the completeness of the explosive detonation. The EW parameters were calculated from the equations taken from [
28]. The equation for the flyer plate velocity is given as follows:
where
D is the detonation velocity, m/s;
r is the ratio of the explosive mass to the flyer plate mass:
where
me is the explosive mass, kg, and
mpl is the flyer plate mass, kg.
The collision angle was calculated from the following equation:
The EW experiments were conducted in a parallel plate configuration (
Figure 3a). The surfaces of the plates were mechanically cleaned and degreased before EW. The gaps between the plates were h
1 = 6 mm and h
2 = 6 mm (
Figure 3b). The top surface of the flyer plate was covered with a protective polythene layer. The layer of the explosive was spread over the configuration, placed in a formwork, and exploded with a detonator.
Ultrasonic testing was performed by using a UD2V-P45 (CROPUS, St. Noginsk, Russia) apparatus with two separately combined converters with a test frequency of 5 MHz to detect delamination at the weld interface.
The specimens for metallographic studies and tear strength testing were cut from bimetallic plates by using a DK7725 wire cut electrical discharge machine (St. Beijing, China) according to the scheme shown in
Figure 4.
Grinding and polishing of the metallographic sections were performed on a AUTOPOL-1000 (St. Laizhou, Shandong, China) fully automatic metallographic grinding and polishing machine. Abrasive paper with grit sizes from 40 to 2500 was used for grinding. Polishing to a metallic shine was carried out using emulsions containing diamond particles ranging in size from 2 to 5 µm.
To reveal the microstructure of the surface of the metallographic sections, chemical etching was carried out with a reagent consisting of orthophosphoric, sulfuric and nitric acid at a ratio of 5:1:0.5. Etching was carried out by immersing the polished surface of the metallographic sections into the reagent heated to 100 °C and holding it for 10 s.
The microstructure of the specimens was examined using a METAM LV-34 optical microscope with a TC-500 camera (LOMO-Microsystems, St. Petersburg, Russia). Energy dispersive analysis was performed using a Carl Zeiss Ultra Plus autoemission scanning electron microscope (Carl Zeiss Microscopy, Oberkochen, Germany) based on Ultra 55 with an INCA Energy 350 XT microanalysis system from Oxford Instruments (Oxford Instruments, Abingdon, UK).
Heat treatment of the specimens was performed in a SNOL 8.2/1100 muffle furnace. Heat treatment of aluminum alloys, including AlMg6, can greatly influence their structure and properties. The main types of HT are as follows: Homogenization—alloys are heated to 450–520 °C and kept at these temperatures for 4 to 40 h [
29]. As a result, the structure becomes more homogeneous and plasticity increases; annealing is carried out at temperatures of 350–450 °C with a holding time of 1–2 h, followed by relatively slow cooling. This ensures diffusion processes of solid solution decomposition and coagulation of decomposition products [
30]. While higher temperatures can enhance certain properties of AlMg6, they may also lead to a decrease in strength, highlighting the need for careful control of heat treatment parameters.
In the present work, three HT modes were used for the specimens: heating to temperatures of 450 °C, 500 °C and 550 °C and holding for 1 h, with subsequent cooling in the furnace (
Figure 5). These HT modes were chosen on the basis of the temperatures reached in the heat affected zone when welding products to the hull of a ship or a railway car.
The microhardness (HV) was measured by using a PMT-3 Vickers hardness tester (LOMO-Microsystems, St. Petersburg, Russia) and MMS 2.3 software. Loads of 50 g were applied for 10 s.
To determine the tear strength of the joint, mechanical testing was performed on a MIM.2-100 electromechanical universal testing machine (St. Neftekamsk, Russia). Since it was assumed that the tear strength of the joint between aluminum and titanium would be lower than that between titanium and 08Cr18Ni10Ti steel, the specimens for the tear testing were machined with a small deepening in the titanium interlayer (
Figure 6a). A schematic of the tear testing is shown in
Figure 6b.
The tear strength σt was calculated via the following equation:
where
P is the applied load, N;
d1 is the inner diameter of the specimen, mm;
d2 is the outer diameter of the specimen, mm.