The Closed System
As mentioned in the experiment part, a closed system is used for each sample in the experiment. It implies that the chemical potentials in the closed crucible are determined by the sample compositions. This arrangement is necessary, since the slag in the reactor is exposed to different oxygen partial pressures through the thickness of the slag phase. The closed system would ensure that the sample having different compositions being studied under well-defined equilibrium conditions, with respect to the chemical potentials and temperature.
Precipitation of the Silicate Phases During Cooling
While the matrix was found to consist of mainly five metal oxides, e.g. Al, Ca, Fe, Mn and Si oxide, the two major components in the matrix are FeO
x
and SiO2. There is no phase diagram available for this complex system. Therefore, the three ternary systems, Al2O3–FeO
n
–SiO2, CaO–FeO
n
–SiO2 and FeO
n
–MnO
x
–SiO2 are selected in order to estimate the liquidus temperature of the matrix [26]. Normalization is carried out by excluding all other components than FeO
n
, SiO2 and the third component. The concentrations of the three components are normalized in proportion to their original fractions with their sum being 100 mass%. The normalized compositions of the matrix phase in the quenched samples are marked in the ternary systems in Fig. 5a–c.
According to these ternary systems, it is very likely that the matrix phase is liquid at 1673 K. It is commonly known that a mixing of three liquids would not increase the liquidus temperature. It is also indicated that the liquidus temperature decreases with increasing Al2O3 and CaO content in the investigated concentration range. The dendritic structure of the matrix suggests that the two silicate phases have precipitated during cooling, due to insufficient quenching. This dendritic structure would further support the argument that the matrix is originally liquid at the experimental temperature. Samples 17–22 were slow-cooled. The compositional range of the silicate phases in samples 17–22 is presented in Table 5. The molar ratio of Fe to Si is about 2 in the light grey matrix phase shown in Fig. 4 (sample no. 21). Therefore, this phase could be referred to as olivine (Fe2SiO4) [7, 14]. The molar ratio of Ca to (Mn + Fe) and Ca to (Si + Al) is about 1 and 2, respectively in the dark grey matrix phase shown in Fig. 4 (sample no. 21). Hence, this phase is very likely the augite phase. (Ca(Fe, Mn)(Si, Al)2O6) [7, 14]. Note that the melting temperatures of both olivine and augite are lower than the experimental temperature; the presence of the two phases again strengthens the conclusion that the matrix is liquid at the experimental temperature.
Table 5 Composition range of the silicate phases in the slow-cooled samples (no. 17–22)
Presence of a Solid Spinel Phase at 1673 K
To verify the phase equilibrium of a solid spinel phase at 1673 K, line analyses of spinel crystals are made. An example of a line analysis is presented in Fig. 6 (sample no. 1), where the position of the line analysis is shown in Fig. 6a and the concentration of Al, Fe, Mn, V and Si as function of the distance along the line in Fig. 6b. The concentrations of the components are relatively constant over the spinel crystal and no overall gradients can be observed. An abrupt change in the composition is seen at the interface between the spinel crystal and the matrix. The V2O3 content in the spinel phase is in average about 52 mass%. According to the phase diagram of the 2-phase system FeO–V2O3 [15], the melting point for the spinel phase with a FeO to V2O3 ratio of about 1 is over 1973 K. The mean size of spinel crystals in industrial samples has been reported to be in the range of 17–33 µm [8]. The crystal size has been found to increase with increasing holding time and decreasing cooling rate [7, 8, 27]. Most of the spinel grains in the quenched samples are larger than 30 µm. Agglomerates of spinel larger than 100 µm are also observed, shown in Fig. 2. The large size of the crystals and the absence of concentration gradients in the spinel grains strongly suggest that the growth of the spinel has occurred during the long holding time at 1673 K.
Precipitation of “Free” Silica
Free silica is found in the samples with a weighed-in composition of 0 mass% Al2O3, 1 mass% CaO and 17 mass% SiO2 (sample no. 23 and no. 24). Formation of free silica is prohibited in samples with 1 mass% CaO and up to 17 mass% SiO2 by adding 5 mass% Al2O3 (sample no. 1, 5 and 16). Addition of 4 mass% Al2O3 is sufficient to prevent the presence of free silica in samples with 3 mass% CaO and 13.5 mass% SiO2 (sample no. 6). It is shown in Fig. 5a–c that the liquid compositions are close to the tridymite composition triangle. It is also apparent according to these figures that the precipitation of tridymite is less likely to occur with increasing Al2O3 and CaO contents. These findings differ from the suggestion of Ge et al. based on a phase diagram analysis by considering the pseudo-ternary CaO–FeO–MgO–SiO2 system [23]. They report that precipitation of free silica is possible only if the SiO2-content is above 40 mass% in the liquid [23]. In the present work, free silica was found in samples (no. 23 and no. 24) with a SiO2-content of below 30 mass% in the matrix.
To adjust the composition of the slag in order to prohibit precipitation of free silica is important for the roasting performance. Silica is also formed during roasting when olivine is oxidized and decomposed to Fe2O3 and SiO2 [5, 28]. Detrimental effect of silica is associated with the formation of sodium silicates with low-melting point, which encapsulate unreacted spinel grains, consequently limiting oxygen diffusion towards the spinel core [5, 28]. V oxides are thus retained in water insoluble solid solutions. Another detrimental effect of silica is that sodium silicates can hydrolyze during water leaching to produce hydrated silica, which increases the viscosity of the leaching solution and slows down diffusion of vanadate ions in water [5]. It has been reported that Al2O3, if present, forms sodium aluminum silicates, which melt at higher temperature than those usually applied in roasting and prevents formation of sodium silicates with low-melting point [2, 5]. As a result, formation of water-insoluble sodium aluminum silicates such as NaAlSiO4 enhances V leaching [5]. Lime can cause difficulties by forming insoluble calcium vanadates during roasting [2, 28]. It can therefore be concluded that alumina is the preferred additive to prevent precipitation of silica in the V slag. However, to what extent an addition of 5 mass% Al2O3 in the V slag will prohibit the formation of sodium silicates with low-melting point, as olivine is oxidized and decomposed, needs investigation in the future.
The Effect of Al2O3 on the Phase Compositions
The effect of Al2O3 on the phase compositions is investigated in the range of 4–6 mass% with CaO fixed at 3 mass% and SiO2 at 13.5 mass%. The contents of the components in the matrix and the spinel phase as functions of the total initial Al2O3 content are shown in Fig. 7a and b, respectively. The bars represent the standard deviation (STD) for each sample (over four measured values). It is shown that Al2O3, in the matrix and the spinel phase, increases with increasing total initial Al2O3 content. FeO in the matrix and spinel decreases while the other components are unaffected by the increasing initial Al2O3 content. Al2O3 substitutes FeO in both the matrix and the spinel phase, in similar proportions, as the total initial FeO content decreases.
The Effect of CaO on the Phase Compositions
The effect of CaO on the phase compositions is investigated in the range of 1–5 mass% with Al2O3 fixed at 5 mass% and SiO2 at 13.5 mass%. The contents of the components and their STD in the matrix and the spinel phase (over four measured values) as a function of the initial CaO content are presented in Fig. 8a and b, respectively. The increasing CaO content in the matrix results in a correlative decrease of FeO in the matrix, without having any significant effect on the FeO content or any other component in the spinel phase. The solely substitution of FeO in the matrix shows that CaO distributes to the matrix. In an earlier work by Fang et al. [14], V in spinel was found to decrease with increasing CaO in the range of 2.81 and 14.94 mass%. In the present work, CaO is found to substitute FeO in the matrix; no decrease of V in the spinel is seen. In the work done by Fang et al., the increasing CaO content in the samples was not balanced by a correlative decrease of FeO [14]. CaO substitution of FeO in the matrix could be used to explain the decreasing V with increasing CaO content in the spinel phase, as reported by Fang et al., since the distribution of FeO to the spinel phase increases with increasing CaO.
The Effect of SiO2 on the Phase Compositions
The effect of SiO2 on the phase compositions is investigated in the range of 10–17 mass% with Al2O3 fixed at 5 mass% and CaO fixed at 3 mass%. The contents of the components and their standard deviation in the matrix and the spinel phase (over four measured values) as a function of the total initial SiO2 content are shown in Fig. 9a and b, respectively. The increase of the SiO2 content in the matrix from about 25–30 mass% corresponds to the decrease of FeO and CaO together. The MnO and Al2O3 contents in the matrix seem unaffected. On the other hand, the increasing V2O3 content results in most significantly a correlative decrease of FeO in the spinel phase.
The Effect of Al2O3, CaO and SiO2 on the Phase Relationship
The effect of the total initial Al2O3, CaO and SiO2 contents on the phase fraction of the spinel phase is shown in Fig. 10. The phase fraction of the spinel phase is derived according to the following:
$${\text{Phase}} \,{\text{fraction}} \,{\text{of}} \,{\text{the}} \, {\text{spinel}} \, {\text{phase}} = \frac{{A_{\text{sp}} }}{{A_{\text{tot}} - A_{\text{p}} }},$$
(1)
whereas Asp is the area of the spinel phase, Atot the total area and finally Ap is the area of the pores. No impact on the phase fraction can be observed with varying initial Al2O3 and CaO contents. This is explained by the fact that Al2O3 and CaO substitute FeO. As the samples are balanced with FeO, increased weighed-in contents of Al2O3 and CaO lead to the corresponding reduction of the FeO content. The phase fraction of the spinel is however decreasing with increasing SiO2. This is clearly in line with the impact of SiO2 on the phase compositions. The decreasing phase fraction of the spinel phase explains the increasing V2O3 content in the spinel phase, as V2O3 is fixed at 30 mass% and the V2O3 content in matrix is generally below 1 mass%. The Al2O3 and MnO contents in the matrix are not diluted with increasing initial SiO2 content due to the combined effect of decreasing spinel phase fraction and decreasing Al2O3 and MnO contents in the spinel phase. Increasing V content could be expected to increase the phase fraction of the spinel phase, since V is mainly distributed to this phase. Diao et al. have also reported a spinel phase fraction of 0.45 and 0.36 for V slags with 12.3 and 5.1 mass% V2O3, respectively [8]. Viscosity of liquid slag has been found to decrease with increasing V2O3 content if V is dissolved in liquid slag [18, 20]. Spinel and/or karelianite precipitate in V saturated slags [16–20] which results in a sharp increase of the slag viscosity [20]. The viscosity of V slags, i.e. the solid–liquid mixture, is therefore expected to increase with increasing V content and/or decreasing SiO2 content due to the higher solid fraction in the slag. The V dissolved in the liquid fraction is low and thus should have negligible impact on the slag viscosity. The viscosity of the solid–liquid mixture is an important topic to study, since it has great impact on both the production of V slags and on the following extraction processes. It is hoped that the present information about the phase relationship will throw some lights on the extraction of V, and therfore the sustainable use of the V in the BOF slag.
Uncertainties Due to Dissolution of Mo From the Crucible
Normalization was done by excluding Mo originating from the crucible. Mo was mainly detected in the spinel phase and was in the range of 2–6 mass% as MoO2. The spinel phase fraction was in average 0.55 and consequently the total amount of dissolved MoO2 in the samples ranges from about 1–3 mass%. As the Mo content in the matrix is small, its impact on the phase composition of the matrix and the precipitation of free silica is expected to be minor. Compositional variation of the spinel phase was only observed with variable total initial SiO2 content. The V2O3 content increases from 47.7 mass% to 54.1 mass% and the FeO decreases from 43.0 mass% to 38.3 mass% in the spinel phase with increasing total initial SiO2 content from 10.0 to 17.0 mass% (shown in Fig. 9b). In comparison, the compositional variation of MoO2 in the spinel phase is small and thus expected to have a minor effect on the observed relationships.