Introduction

Titanium and Ti alloys are used in numerous applications of the chemical, marine, aerospace and biomedical industries due to their outstanding properties, such as high specific strength-to-weight ratio, exceptional corrosion resistance and excellent biocompatibility [1]. Ti alloys are commonly chosen for fan blades and compressor components for aero-engine gas turbines [2, 3]. Ti-6Al-4V is the most frequently used titanium alloy and is known as the “workhorse” of the titanium industry [4]. The oxidation behavior of Ti alloys is generally characterized by the development of a thin oxide scale on the surface, in addition to the inward diffusion of oxygen into the bulk metal [5]. When titanium alloys are exposed to prolonged oxidation times, the oxide scale quickly loses its protective nature due to the reduced bonding strength between the oxide layer and substrate [2, 5]. Additionally, various intermediate phases at the interface and a high solid solubility of oxygen in α-titanium (i.e., about 33 at.%) result in an oxygen-rich, continuous and hard layer below the oxide scale [2, 6,7,8]. Titanium metal has a high affinity for oxygen, which is an alpha-stabilizing element that leads to a larger alpha-phase fraction within the oxygen-rich subsurface zone [5, 9]. Consequently, this zone is referred to as the “alpha-case” [7]. Furthermore, oxygen causes hardening as well as embrittlement of titanium by interstitial solid solution strengthening [10].

The alpha-case has a negative effect on mechanical properties, such as ductility, fracture toughness and fatigue life [11]. Thus, alpha-case mitigation is crucial to the life cycle of titanium alloys [12]. The alpha-case tends to occur if titanium alloys are subjected to temperatures above 480 °C (~ 0.4 Tm) in oxygen-containing environments [11, 13]. Currently, the maximum service temperature of Ti-6Al-4V is thus restricted to 350 °C [2]. Fundamentally understanding the oxidation mechanism, alpha-case formation and influence on mechanical properties could result in an even broader application space (higher temperatures) for these alloys or perhaps further property enhancement [5].

The high temperature behavior of Ti-6Al-4V in air has been studied by several researchers. Du et al. [14] detected alternating Al2O3 and TiO2 layers in the oxide scale of Ti-6Al-4V at different treatment temperatures ranging from 650 to 850 °C. This has been attributed to the outward diffusion of aluminum and inward diffusion of oxygen [14]. Guleryuz and Cimenoglu [12] determined that the depth of the oxygen diffusion zone (ODZ) of Ti-6Al-4V increases with temperature and/or time in the oxidation temperature range of 600–800 °C for different time intervals ranging between 0.5 and 72 h. Gaddam et al. [6] examined the alpha-case depth in Ti-6Al-4V which was isothermally treated at 593 and 700 °C up to 500 h. After 500 h of exposure time, the alpha-case depth at 593 and 700 °C was found to be around 3 and 200 µm, respectively. All investigations indicate that the alpha-case depth increases with temperature and time. Additionally, the microhardness is higher in the alpha-case zone compared to the bulk [6] acting as a good indicator for the extent of oxygen enrichment.

The effect of water vapor on oxidation resistance is also critical, because water vapor can influence microstructure, mechanical properties, adhesion, and transport properties of oxide scales along with the mechanical properties of the bulk metal [15]. Motte et al. [16] compared the oxidation of Ti-6Al-4V and pure titanium in the temperature range of 650–950 °C in a water vapor environment. Observations showed that the oxide scale on Ti-6Al-4V consisted of a thin alumina sublayer between rutile layers over the temperature range of 750–900 °C. With water vapor exposure, stress relaxation took place in the outer part of the scale through a recrystallization process, leading to a two-layered structure [16]. Wang et al. [17] conducted oxidation experiments of Ti-6Al-4V at temperatures between 600 and 800 °C for 4 h also in a water vapor environment. According to their study, growth of hard oxide layers and strain developed during the dissolution of oxygen beneath the oxide layer through the substrate led to a rise in microhardness with increasing exposure temperature [17].

Although the influence of water vapor on the oxidation behavior of Ti alloys was investigated in the above studies [16, 17], its exact influence on the oxide growth mechanism(s) as well as the alpha-case formation was not finally clarified. Therefore, a systematic investigation on the oxidation behavior of Ti-6Al-4V in synthetic air and synthetic air containing 10 vol.% H2O at 500, 600 and 700 °C for up to 500 h was carried out in the present study. The main focus of this research was examination of the oxide scale morphologies and oxygen enrichment in the subsurface zone to elucidate the fundamental mechanism(s).

Materials and Experimental Methods

Ti-6Al-4V ELI (max. 0.13 wt.% oxygen, according to the ASTM F-136 Standard [18]) metal was used within this study because of its low concentration of interstitial elements, e.g., O and N, compared to Ti-6Al-4V material, which is used in aerospace applications [19]. In this regard, O and N enrichment in the subsurface during oxidation can be easily identified. The initial chemical composition of the Ti-6Al-4V ELI material is given in Table 1. Prior to quasi-isothermal oxidation tests, 15 × 10x3 mm coupons were prepared. The recast layer from the machining on the surface of the coupons was removed by grinding down to P1200 finish using SiC abrasive papers. After that, coupons were cleaned with acetone in an ultrasonic bath for 10 min and dried by hot air.

Table 1 Measured chemical composition of as-received Ti-6Al-4V ELI (wt.%) by EDS

The oxidation process of the Ti-6Al-4V coupons was carried out in synthetic air and synthetic air containing 10 vol.% water vapor using a 6-zone furnace, which is displayed in Fig. 1. This furnace contains two cylindrical silica tubes and each tube is separated into 6 zones. The samples were placed in small alumina crucibles. The air was brought into one of the cylindrical tubes, whereas the water vapor was generated by a thermostat and introduced into the other cylindrical tube. The gas velocity was 6.8 × 10–3 m/s. During oxidation, gas flow was kept constant at 80 ml/min.

Fig. 1
figure 1

Experimental setup for the oxidation under dry and moist atmospheres

The quasi-isothermal oxidation experiments were conducted at 500, 600 and 700 °C for up to 500 h. After oxidation, coupons were subjected to free cooling in the furnace. For all temperatures, 18 specimens were exposed for 100 h. To determine mass gain and standard deviation, all the samples were removed from the furnace and massed. After the initial step, 6 samples were removed for investigation and the remaining 12 samples were oxidized for an additional 200 h, before 6 samples were oxidized for the final 200 h. Oxidized coupons were cleaned with acetone in an ultrasonic bath for 2 min and dried by hot air. The mass of the coupons was measured before and after the oxidation tests using an electronic balance (Mettler Toledo XP205DR) having an accuracy of ± 0.00001 g.

In order to examine the cross-sectional microstructure, metallographic preparation of the coupons was performed. A dense layer of gold was sputtered on top of the specimen, and then nickel was galvanically deposited on the surface of the coupons to prevent severe oxide spallation from the surface during preparation. After that, the coupons were hot embedded into resin by using a Struers Labopress-3 mounting machine and polished with diamond suspension of 3 µm and 1 µm, respectively.

Optical microscopy (OM, Leica DMC4500) was used for the investigation of the surface and cross section of the specimens. An SEM (Hitachi SU5000) was utilized for closer examination of the oxide scale morphologies. In addition, elemental mapping by electron microprobe analysis (EPMA, Jeol JXA-8100) was carried out to observe the element distribution in the oxide scale as well as in the subsurface zone. As a complementary investigation technique, nanoindentation measurements were conducted for the evaluation of the alpha-case thickness. In this paper, the Oliver and Pharr approach, which is a method for determining hardness from indentation load–displacement data, was utilized with a Berkovich indenter and a maximum load of 20 mN [20].

Results

Net Mass Change Analysis

The net mass change per surface area (Δm/A) data as a function of oxidation time for samples heat-treated at 500, 600 and 700 °C in dry air and air with 10 vol.% H2O is presented in Fig. 2.

Fig. 2
figure 2

Net mass change in dry air and air with 10 vol.% H2O

In dry air, oxidation caused spallation at 700 °C after 300 h; accordingly, mass loss appeared at 700 °C after 500 h due to a severe spallation. In wet air, spallation was observed at a lower temperature of 600 °C after 300 h and sooner at 700 °C after only 100 h. As a consequence, mass loss appeared after oxidation at 600 °C after 500 h and at 700 °C after 300 h in the presence of water vapor. Temperatures and time intervals showing spallation are marked with an asterisk (*) in Fig. 2.

Morphology of the Oxide Scale

Investigation of the Surface

The SEM images (secondary electron images) showing the surface morphologies of the Ti-6Al-4V after oxidation in both atmospheres are presented in Fig. 3. Although not explicitly shown within this study, oxide scales were also characterized by X-ray diffraction (XRD) at room temperature. Typical XRD patterns of the oxide scale developed after heat-treatment at 600 °C revealed that the oxide scale principally contained rutile-type TiO2 and α-Al2O3. In both atmospheres, the surface of the specimens was covered with TiO2 (rutile) and α-Al2O3 crystals. The oxide scales showed fine grains after exposure at 500 °C. Figure 3 also shows the characteristic morphologies of the surface oxide scale at 600 °C. For short exposure times of 100 h, the directionality from grinding was still evident in dry air. However, TiO2 nodules were formed in wet air due to the joining and growing of the crystals. Additionally, the presence of water induced oxide spallation after 300 h which led to an inhomogeneous and mixed crystal morphology of the oxide phases. The investigation of the surface oxide layer provided indication of cracking at 600 °C after 500 h in wet air.

Fig. 3
figure 3

Crystal morphology of outer oxide layer after oxidation at a 600 °C for 100 h in dry air b 600 °C for 100 h in wet air c 600 °C for 300 h in dry air d 600 °C for 300 h in wet air e 600 °C for 500 h oxidation in dry air f 600 °C for 500 h oxidation in wet air

Investigation of the Cross Section

Metallographic cross sections did not indicate remarkable differences in oxide scale morphologies for oxidation temperatures up to 600 °C. Figure 4 presents the SEM images (3D backscattered electron images) showing the cross sections of the oxidized specimens. The thickest portion of the oxide scale, where no oxide scale spallation was evident, was chosen for the metallographic cross section analysis. Figure 4a, b shows the cross sections of the samples oxidized at 600 °C for 100 h in both atmospheres, where the outer part of the scale consists of adherent, uniform and dense Al2O3. In contrast, Fig. 4e, f displays the presence of an outer oxide layer mixed with TiO2 (rutile) and Al2O3 crystals rather than a continuous Al2O3 layer after oxidation at 700 °C for 100 h. The porosity of the oxide scale increased with increasing temperature and time. A multi-layered oxide scale was formed under dry conditions, consisting of Al2O3 at the gas/oxide scale interface and TiO2 at the oxide scale/substrate interface. Under wet conditions, the oxide scale did not show this typical layered structure. The distinction between TiO2 and Al2O3 was accomplished according to EPMA measurements which are not shown in this section. The presence of cracks was observable at the oxide scale/substrate interface in both dry and humid atmospheres.

Fig. 4
figure 4

Cross sections of oxide scales after oxidation at a 600 °C for 100 h in dry air b 600 °C for 100 h in wet air c 600 °C for 500 h in dry air d 600 °C for 500 h in wet air e 700 °C for 100 h in dry air f 700 °C for 100 h in wet air

Figure 5 shows the elemental mapping of the oxide scales and subsurface zone of the Ti-6Al-4V alloy after oxidation at 700 °C for 300 h in a dry atmosphere. The number of alternating Al2O3 and TiO2 layers increased and this multi-layered structure became more distinct for longer exposure times. However, under humid conditions Al2O3 and TiO2 layers did not follow an ordered pattern with distinct layers as seen in Fig. 6. Instead, Al2O3 appeared as a predominant phase in the outer oxide layer. In addition to the main oxide formers, vanadium doping of the rutile was observed in the oxide scales in both atmospheres. As demonstrated in Figs. 5 and 6, the growth of the oxide layer on the surface of Ti-6Al-4V was accompanied by the uptake of oxygen in the metal underneath the oxide layer (ODZ) due to the inward diffusion of oxygen in both atmospheres.

Fig. 5
figure 5

BSE image of the sample oxidized at 700 °C for 300 h in dry air and corresponding elemental mapping of N, Ni, Ti, V, O and Al

Fig. 6
figure 6

BSE image of the sample oxidized at 700 °C for 300 h in wet air and corresponding elemental mapping of N, Ni, Ti, V, O and Al

Distinctive nitridation was observed after oxidation at 700 °C for 500 h in dry air as shown in Fig. 7. However, the latter was absent in case of water vapor and at lower temperatures than 700 °C in dry air. SEM/EDX elemental mapping demonstrates that the reaction layer below the oxide layer consists of Al-rich and Al-depleted regions. The Al-depleted regions were instead enriched in nitrogen.

Fig. 7
figure 7

SEM image and corresponding EDS element maps of the subsurface zone of the Ti-6Al-4V after oxidation at 700 °C for 500 h in synthetic air

Alpha-Case Evaluation Technique

Nanoindentation Measurements

At the surface, the hardness was highest and it exponentially decreased with increasing distance through the bulk (~ 4.23 GPa). Hence, the alpha-case thickness could be assessed as the depth where the hardness value returned to the bulk hardness level. The boundary of the alpha-case layer was approximated by regression analysis on the indentation hardness (GPa) vs. distance (µm) as given in Fig. 8. The left boundary of the alpha-case layer is supposed to be the transition between oxide layer and substrate (\(x=0\)) and the right boundary is defined as the hardness \({(HN}_{x})\) where it reaches 110% of the value of the substrate \(({HN}_{o})\) [21].

Fig. 8
figure 8

Hardness profile along the thickness of the alpha-case for the Ti-6Al-4V sample oxidized for 500 h at 600 °C in dry air

$${HN}_{x}={HN}_{o}+(0.1\cdot {HN}_{o})$$
(1)

The approximated alpha-case thickness for the heat-treated sample at 600 °C for 500 h in dry air was found to be around 32 µm as shown in Fig. 8. The ODZ was very narrow at 500 °C up to 300 h and thereby hardness measurements were carried out only on the samples oxidized at 500 °C for 500 h and 600 and 700 °C for 100, 300 and 500 h.

It was observed that the thickness of the alpha-case layer increased with increasing temperature and time in both atmospheres as shown in Fig. 9. Some of the ODZ was consumed by transformation into oxide; however it was not taken into consideration in the calculations due to the spallation shown in Fig. 2.

Fig. 9
figure 9

ODZ thickness of the Ti-6Al-4V alloy as function of time in a dry air and b wet air

For 600 and 700 °C, the diffusion coefficients and the activation energy for oxygen diffusion were assessed. The diffusion of oxygen was predicted using the typical diffusion length quantity \(\sqrt{Dt}\) in the thin-film solution (Gaussian solution) of Fick’s second law [22]:

$$x\sim \sqrt{Dt}$$
(2)

where \(x\) is the alpha-case thickness in µm, \(D\) is the diffusion coefficient in m2/s and \(t\) is the exposure time in h. The \(D\) values were estimated by linear regression of the data given in Fig. 9 through calculation of the slope of the best fit line and are presented in Table 3.

In addition, the activation energy for diffusion of oxygen in the alpha-case layer was calculated using the Arrhenius equation [22]:

$$D={D}_{0}\mathrm{exp}\left(-\frac{{Q}_{diffusion}}{RT}\right)$$
(3)

where \({D}_{0}\) is the pre-exponential factor, \({Q}_{diffusion}\) is the activation energy for diffusion of oxygen in the alpha-case layer, \(R\) is the universal gas constant (8.3143 J/(molK)) and \(T\) is the temperature (K). As a result, linear regression of \(lnD\) versus \(1/T\) data given in Fig. 10 provided the value of \(-{Q}_{diffusion}/R\) by calculation of the negative slope of the best fit line. The linear fit of all the values obtained in this work (dry air) and in literature, using different evaluation techniques, is shown in short dashes in Fig. 10. Accordingly, \({Q}_{diffusion}\) for oxygen was found to be 217 kJ/mol. From this work, linear fits of values attained in dry and wet air are shown separately in Fig. 10. Consequently, \({Q}_{diffusion}\) values for oxygen in dry and wet air were found to be 269 kJ/mol and 245 kJ/mol, respectively, as shown in Table 2.

Fig. 10
figure 10

Arrhenius plot of the diffusion of oxygen in Ti-6Al-4V [11, 12, 23, 24]

Table 2 Coefficients for diffusion of oxygen in Ti-6Al-4V at tested temperatures and the activation energy for diffusion of oxygen in both atmospheres

Discussion

Influence of Water Vapor on The Oxide Scale Growth

The simultaneous development of the oxide scale and diffusion of oxygen into the bulk material leads to a mass increase after oxidation in titanium alloys [25]. Kofstad [9] stated that time and/or temperature causes a transition in the laws of oxidation kinetics for pure titanium. At temperatures below 400 °C, oxidation kinetics are logarithmic; from 400–500 °C they are cubic; from 600 to 1000 °C oxidation is parabolic; and above 1000 °C linear behavior is observed. In alloys, a transition in the oxidation kinetics could also take place at lower temperatures for prolonged exposure times [9]. For instance, this type of transition was reported for pure titanium (at 732 and 760 °C) [26], Ti-6Al-4V alloy (at 700 °C) [12, 27], and Ti-60 alloy (at 700 and 750 °C) [28], where the oxidation kinetics changed from parabolic to linear behavior after prolonged exposure times.

In the present study, the aforementioned oxidation behaviors could not be directly observed due to the oxide scale spallation as seen in Fig. 2. However, a clear difference between 500 °C and higher temperatures was observed. With water vapor exposure the oxide scale spalled off from the substrate after shorter times. The cause of the more severe spallation in the presence of water vapor (Fig. 3) was related to the adhesion between the oxide scale and the substrate, which turned out to be weaker in a humid atmosphere. A similar observation was made by Kremer et al. [29] for the oxidation rate of Ti–Al in moist oxygen.

Figure 3a suggests a rippled oxide layer on the surface due to the agglomeration of the fine oxide grains along grinding lines after exposure in dry air at 600 °C for 100 h. The oxides covered the entire alloy surface without an indication of oxide layer spallation. However, Fig. 3b shows agglomeration of the fine oxide grains along the grinding lines did not occur in the wet atmosphere. Instead, local clusters of fine oxide grains on the surface of the oxide layer were apparent. According to Fig. 3d, the oxide layer started to spall-off from the metal substrate in a water vapor atmosphere after 300 h of exposure time, which confirmed the weaker oxide layer adhesion to the substrate. As observed in Fig. 3f, a needle-like structure of TiO2 in wet air appeared on the surface after spallation, also proving that the spallation occurred during the test, not only upon cooling. In addition to full delamination, trough-cracking of the scale can be seen in Fig. 3f.

From Fig. 4, the evolution of the scale at 600 and 700 °C can be seen. A dense oxide scale composed of a continuous Al2O3 scale formed at the gas/oxide interface after oxidation at 600 °C for 500 h. However, the oxide scale was porous with a formation of mixed TiO2-Al2O3 at the gas/oxide interface after oxidation at 700 °C for 100 h as displayed in Fig. 4.

A very observable multilayered oxide scale of Al2O3 and TiO2 layers formed on the Ti-6Al-4V alloy in dry air, e.g., after exposure at 700 °C for 300 h. After the same exposure temperature and time in wet air, Al2O3 solely precipitated in the outermost part of the rutile scale, with no indication of alumina deeper in the scale. This difference is clearly visible from the elemental mapping included in Figs. 5 and 6. Du et al. [14] described the growth mechanism of oxide scales formed on Ti-6Al-4V that initiated with a thin TiO2 layer. Then, outward diffusion of Al3+ took place to form Al2O3 at the gas/oxide interface, whereas a reaction between oxygen and Ti4+ occurred at the oxide/substrate interface due to the inward diffusion of oxygen. Thus, a double-layered oxide scale was developed. After reaching a critical thickness of the oxide scale, accumulation of growth stresses at the oxide/substrate interface caused crack formation and correspondingly partial detachment of the oxide scale from the substrate. As a result, outward diffusion of Al3+ and Ti4+ diminished, while inward diffusion of oxygen dominated. When the oxygen pressure strongly increased, again a multi-layered scale was obtained [14]. Lower oxidation rates in dry air might be caused by the compact outer Al2O3 layer, which can act as a barrier for the oxygen transportation into the oxide. This result is in good agreement with that reported by Kremer et al. [29] for Ti–Al oxidized at 900 °C in dry and moist atmosphere.

To further understand this behavior, it is necessary to take the defect chemistry of the scale into account. Pure TiO2 is considered as both an oxygen-deficient (n-type) and a metal-deficient (p-type) oxide. The Kröger–Vink notation of defects (Table 3) can be used to define formation of defects by the resulting defect equilibria [30]:

Table 3 Kröger-Vink notation of the TiO2 lattice species [30]
$${O}_{o}^{x}={V}_{O}^{\cdot \cdot }+2{e}^{^{\prime}}+\frac{1}{2}{O}_{2}$$
(4)
$${2O}_{o}^{x}+{Ti}_{Ti}^{x}={Ti}_{i}^{\cdot \cdot \cdot }+3{e}^{^{\prime}}+{O}_{2}$$
(5)
$${2O}_{o}^{x}+{Ti}_{Ti}^{x}={Ti}_{i}^{\cdot \cdot \cdot \cdot }+4{e}^{^{\prime}}+{O}_{2}$$
(6)
$${O}_{2}={2O}_{o}^{x}+{V}_{Ti}{{^{\prime}}{^{\prime}}{^{\prime}}{^{\prime}}}+4{h}^{\cdot }$$
(7)

The formation and transport of titanium vacancies (Eq. 7) take place much more easily at high temperatures [31]. During oxidation of titanium, the oxide scale was mainly formed by inward diffusion of oxygen [32], whereas the outward diffusion of Al3+ increased in the presence of water–vapor, leading to a change in the solubility of Al3+ in the TiO2 lattice. These phenomena can also be explained by a modification in the defect structure (n- to p-type) of Al-doped TiO2 due to the incorporation of water vapor [15]. The influence of water vapor on the oxide scale morphology after oxidation at 700 °C for 300 h is illustrated in Fig. 11.

Fig. 11
figure 11

Schematic representation of the oxide scale growth after exposure at 700 °C for 300 h in a dry air and b air with 10 vol.% H2O

The dissolution of hydrogen in the oxide affected the concentration of point defects in the oxide scale, which led to a change in the transport properties of the scale [33]. In the presence of water vapor and in oxidizing conditions, the predominant defects in TiO2 are protons. The dissolution reaction of a water molecule is described by [34]:

$${H}_{2}O\left(g\right)+{V}_{O}^{\cdot \cdot }+{O}_{o}^{x}={2\left(OH\right)}_{o}^{\cdot }$$
(8)

where one oxygen vacancy is annihilated and two protons are formed. The protons are attached to oxygen ions on regular sites to form two hydroxide defects \({\left(OH\right)}_{o}^{\cdot }\) [34]. Galerie et al. [35] suggested that the hydroxyl ions are transported similarly as oxide ions, which means OH jumps from a substitutional site to an adjacent vacancy. The difference in transportation rate was then caused by a lower charge and smaller radius of hydroxyl ions than oxide ions [35]. Additionally, the concentration of protons was higher than that of oxygen vacancies. Both protons and oxygen vacancies were replaced by titanium vacancies leading to an increase in concentration of titanium vacancies [31]:

$${2H}_{2}O+{2O}_{o}^{x}={V}_{Ti}{{^{\prime}}{^{\prime}}{^{\prime}}{^{\prime}}}+{4\left(OH\right)}_{o}^{\cdot }$$
(9)

This shows that the concentration of defects in the rutile scale formed in wet air is larger than that corresponding to the oxide scale formed in dry air. The observed formation of Al2O3 at the gas/oxide interface shown in Fig. 6 resulted from the outward diffusion of Al3+ through TiO2 via titanium vacancies. A similar observation was made by Maris-Sida et al. [36] concerning an increase in outward diffusion of nickel through the α-Al2O3 scale via aluminum vacancies in the presence of water vapor. Additionally, as seen in Fig. 6, the accumulation of vacancies at the oxide/metal interface led to the local formation of pores [37].

The dissolution of Al3+ into the TiO2 lattice can take place substitutionally and interstitially. Since Al3+ has a similar crystal ionic radii (0.57 for Al3+ and 0.64 Å for Ti4+), Al3+ occupies regular Ti4+ sites and substitution is the main mechanism of solubility [38]. It can be represented for oxygen-deficient TiO2 as [39]:

$${Al}_{2}{O}_{3}={2Al}_{Ti}^{^{\prime}}+{V}_{O}^{\cdot \cdot }+{3O}_{o}^{x}$$
(10)

where for charge compensation, the \({Al}_{Ti}^{^{\prime}}\) is compensated by an oxygen vacancy \({V}_{O}^{\cdot \cdot }\). Therefore, the concentration of oxygen vacancies in TiO2 increased. Alternatively, if protons are present, the following reaction can be proposed:

$${Al}_{2}{O}_{3}+{H}_{2}O={2Al}_{Ti}^{^{\prime}}+2({OH)}_{O}^{\cdot }+2{O}_{o}^{x}$$
(11)

As Zeller et al. [15] suggested, the formation of an outer oxide layer takes place by outward diffusion of cations and is possibly affected by the reaction of water vapor with TiO2. As a result, the precipitation behavior of Al3+ might alter due to a change in the defect structure by dissolution of H2O in TiO2 [15]. Experimental results showed that after exposure at 700 °C for 300 h in dry air, a continuous outer layer of Al2O3 was formed, which was not the case in a wet atmosphere. Consequently, due to the lattice diffusion of Al3+, Al2O3 particles precipitated in the outer part of the TiO2 scale. The concentration of metal vacancies in TiO2 became significant and dominant in humid air. The dissolution of Al3+ into a metal-deficient TiO2 lattice can be modified to:

$${V}_{Ti}{{^{\prime}}{^{\prime}}{^{\prime}}{^{\prime}}}+4({OH)}_{O}^{\cdot }+{2Al}_{2}{O}_{3}={4Al}_{Ti}^{^{\prime}}+4({OH)}_{O}^{\cdot }+{6O}_{o}^{x}$$
(12)

where the titanium vacancies were removed and the solubility of Al3+ in TiO2 increased as shown in Fig. 12.

Fig. 12
figure 12

Schematic illustration of the reaction between a metal-deficient TiO2 lattice and Al2O3 in the presence of water vapor

As shown in Fig. 7, oxidation in dry air at 700 °C for 500 h revealed a reaction layer at the interface between the oxide layer and the substrate. The reaction layer consisted of Al-rich and Al-depleted regions. Additionally, Al-depleted regions were enriched with nitrogen. According to Maeda et al. [40] a reaction layer between the oxide layer and substrate was observed after oxidation of Ti-6Al-4V at 737 °C for 144 h in air. XRD results of their study indicated that Al-rich and Al-depleted regions correspond to Ti3Al and α´´ phase (martensitic transformation of the β-phase during cooling), respectively. In the present study, a similar reaction layer was also present after oxidation in dry air. Moreover, elemental mapping by SEM indicates N enrichment in Al-depleted regions. Some authors examined an absence of N enrichment at the interface after oxidation in water vapor. Michalik et al. [41] studied the oxidation of pure chromium in N2-1% O2 with and without different amounts of water vapor. The authors highlighted that the more polar and reactive H2O molecules avoid the permeation of nitrogen in the oxide scale, causing a suppression of internal nitridation [41]. Similar observations obtained in the present study were attributed to the aforementioned phenomena. It is important to note that vanadium was also present in the oxide scale and it might affect the defect chemistry, but no difference was found when comparing water vapor to dry air. Generally, vanadium has the ability to produce volatile species, such as V2O5. As a result, physical defects tend to occur in the oxide scale with the evaporation of the volatile vanadium species [11]. Accordingly, part of the porous structure in the oxide scale detected using EPMA might have been caused by vanadium. V also influenced the defect chemistry, having various oxidation states; therefore, the presence of vanadium in the oxide scale should be investigated in future studies.

Influence of Water Vapor on the Alpha-Casing Behavior

Oxygen had the highest concentration at the surface and gradually decreased with increasing depth. It can be generalized that water vapor does not cause an obvious difference in the thickness of the ODZ. Diffusion coefficient \(D\) values of two different temperatures (600 and 700 °C) were calculated for times up to 500 h. Consequently, \({Q}_{\mathrm{diffusion}}\) values for oxygen in dry and wet air were calculated as 269 and 245 kJ/mol, respectively. The Arrhenius plot shown in Fig. 10 presented that oxygen bulk diffusion rates at temperatures 600 and 700 °C were similar in dry and wet air. In the literature, comparable \({Q}_{\mathrm{diffusion}}\) values for oxygen in dry atmosphere were reported by Frangini et al. (200 kJ/mol) [27], Guleryuz and Cimenoglu (202 kJ/mol) [12] and Sefer et al. (215 kJ/mol) [11]. Correspondingly, the estimated \({Q}_{\mathrm{diffusion}}\) value in this study was near to the activation energy for interstitial diffusion of oxygen in α-Ti (200 kJ/mol) in the temperature range of 250–900 °C [42], which means for wet and dry air the principal mechanism for the alpha-case formation was the inward diffusion of oxygen in the alpha-phase.

Conclusions

The influence of water vapor on the oxide scale growth behavior and alpha-case formation during thermal oxidation of Ti-6Al-4V alloy were investigated within this study. The most important findings can be summarized as follows:

  • The presence of water vapor promoted the oxide scale growth and accelerated the spallation of the oxide scale.

  • While the oxide scale showed the typical layered TiO2/Al2O3 structure after exposure at 700 °C for 300 h in dry air, Al2O3 precipitates were present in the outermost part of the TiO2 scale in wet air. It is proposed that H2O increased the concentration of cation defects in the rutile layer and favored the outward diffusion of Al3+ and Ti4+. Due to the change in the defect structure of the rutile lattice, the solubility of Al3+ in TiO2 was influenced by water vapor.

  • The extent of oxygen enrichment in the subsurface zone (alpha-case) was not considerably affected by the presence of water vapor in the atmosphere. The \({Q}_{\mathrm{diffusion}}\) value for oxygen in dry and wet air was calculated as 269 and 245 kJ/mol, respectively.