# Effect of Rare Earth Metals, Sr, and Ti Addition on the Microstructural Characterization of A413.1 Alloy

Authors: M. G. Mahmoud; A. M. Samuel; H. W. Doty; S. Valtierra; F. H. Samuel
Journal: Advances in Materials Science and Engineering
 (2017)

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## Abstract

The present work was performed on A413.1 alloy containing 0.2–1.5 wt% rare earth metals (lanthanum or cerium), 0.05–0.15% Ti, and 0–0.02 wt% Sr. These elements were either added individually or combined. Thermal analysis, image analysis, and electron probe microanalysis were the main techniques employed in the present study. The results show that the use of the depression in the eutectic temperature as a function of alloy modification cannot be applied in the case when the alloy is treated with rare earth metals. Increasing the concentration of RE increases the solidification zone especially in Sr-modified alloys leading to poor feeding ability. This observation is more prominent in the case of Ce addition. Depending upon the amount of added Ti, two RE based intermetallics can be formed: (i) a white phase, mainly platelet-like (approximately 2.5μm thick), that is rich in RE, Si, Cu, and Al and (ii) a second phase made up of mainly grey sludge particles (star-like) branching in different directions. The grey phase is rich in Ti with some RE (almost 20% of that in the white phase) with traces of Si and Cu. There is a strong interaction between RE and Sr leading to a reduction in the efficiency of Sr as a eutectic Si modifier causing particle demodification.


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## Body

## 1. Introduction

Rare earth elements such as La, Ce, Nd, Y, and mischmetal are reported to be capable of modifying the eutectic structure in Al-Si alloys. Modification with RE elements was explained by Sharan and Saksena [1] using the critical growth temperature hypothesis, in which the modifying element should exhibit a tendency to form compounds with the precipitating phase (Si) at a temperature below the normal eutectic temperature, and should also exhibit little compound-forming tendency with the solvent phase (α-Al). Lanthanum (La) meets these requirements, but Ce and Nd satisfy them only partially. In addition, RE elements satisfy the minimum criteria such as atomic radius, melting point, vapor pressure, and free energies of oxide formation, thus exhibiting the capability to modify the eutectic Si. Rare earth elements have been added to Al-Si alloys in the form of mischmetal (MM), a mixture of rare earths found in nature, and also in the form of specific rare earth metals and fluorides.The main role of rare earth (RE) metals as modifiers is to change the mode of growth of the eutectic silicon. Lanthanum is the most powerful of its kind. Microadditions of RE should be enough to modify the eutectic Si particles provided that a critical cooling rate is reached. RE-treated alloys can maintain the modified structure much longer than Na-treated alloys. A reliable and persistent eutectic modification effect can be obtained with rare earth addition [2–6]. However, the minimum amount of rare earths necessary to obtain proper modification is exceptionally large. Ye et al. [6] showed that both as-cast grain size and secondary dendrite arm spacing were decreased by adding cerium (Ce) and lanthanum (La) metals. They also reported that the intermetallic compound Fe2SiAl8 was replaced with four main rare earth compounds, Ce5Si3, La5Si3, Al10Fe2Ce, and Al10Fe2La, with the addition of the two RE metals.It has been observed that, with increasing mischmetal addition, coarse silicon plates in A356 alloy convert first into fine plates and then finally into globular particles at about 1.0% MM addition. Small additions do not seem to be effective, and depression to the temperature of globular growth is possible only with about 1.0% addition. Rare earth elements also have a modification effect on theα-Al in the microstructure. By comparing the as-cast microstructure of the alloy containing 1 pct MM, with that of the unmodified alloy, it is evident that MM addition reduces the secondary dendrite arm spacing (DAS) [7–10].As the rare earth addition level approaches 2%, some primary dendrite refinement (reduction in secondary dendrite arm spacing) becomes apparent [6, 11, 12]. This is attributed to an alloying effect and is not significant enough to be considered as a practical means of reducing secondary dendrite arm spacing. The silicon phase modified by rare earth exhibits the same changes in crystallographic structure as achieved through modification with sodium. In both cases, the silicon phase changes from growth in the 211 directions to growth in the 100 directions, where it develops a refined, rounded, and interconnected morphology. Ye et al. [6] report that, during solidification, the eutectic undercooling increases up to 15 K at 1 pct MM addition and up to 25 K at 2 pct addition. This enables more nuclei to form and result in a finer structure (DAS as well as eutectic silicon). However, their investigations indicate that the addition of MM beyond 1 pct does not reduce the DAS; instead, it increases it to the same level as in the base alloy.Cerium [13, 14] is reported to have only 0.05 wt pct solid solubility in aluminum, while La does not have measurable solid solubility. Only a very small fraction of the Ce and La contents of mischmetal goes into solution. A greater part concentrates ahead of the interface during solidification to produce constitutional supercooling, and, hence, the dendrite structure of the alloy is refined [6]. The eutectic undercooling in the same alloy is increased by as much as 25 K, with an increase in MM addition up to 2 pct, and complete modification is obtained. Sharan and Saksena [14] have also shown that the separate addition of 0.75% Ce and 0.05% La leads to partial modification of the microstructure, while complete modification is produced with the addition of 0.2% lanthanum fluorides.The present study is part of an ongoing long-term research program initiated by the present authors in order to establish the interactions between the rare earth metals and both Sr and Ti and how these interactions would control the microstructure constituents of the A413.0 alloy solidified at a near equilibrium rate.


## 2. Experimental Procedure

The A413.0 casting alloy used in this study was supplied in the form of 12.5 kg ingots. The chemical composition of the base alloy used for this research is listed in Table1. In order to obtain the cooling curves and to identify the main reactions and corresponding temperatures occurring during the solidification of A413.1 alloys, thermal analysis of all alloy melts prepared was carried out. Ingots of the as-received commercial A413.1 alloy were cut into smaller pieces, cleaned, and then dried to prepare the required alloy compositions. The melting process was carried out in a cylindrical graphite crucible of 2 kg capacity, using an electrical resistance furnace; the melting temperature was maintained at 750°C while alloying elements were added, as shown in Table 2. Rare earth metals were added in the form of Al-15 wt% RE, whereas Ti and Sr were added in the form Al-5 wt% Ti-1 wt% B and Al-10 wt% Sr master alloys, respectively.Table 1
Chemical composition of the as-received A413.1 alloy.
Element
Si
Cu
Fe
Mg
Mn
Ti
Zn
Wt.%
11.4
0.16
0.23
0.18
0.14
0.05
1.1Table 2
Chemical composition and codes of the A413.1 alloys used in the present study, graphite mold castings.
Alloy
Mold type
Mold temp (°C)
Alloy code
Additives (wt%)∗
Aimed
Actual
Sr
La
Ce
Sr
La
Ce
A413.1
Graphite
600
TE
0
0
0
0
0
0
TE10
0
0.2
0
0
0.187
0
TE1
0
0.5
0
0
0.284
0
TE2
0
1
0
0
0.717
0
TE3
0
1.5
0
0
0.940
0
TE11
0
0
0.2
0
0.022
0.083
TE4
0
0
0.5
0
0.237
0.308
TE5
0
0
1
0
0.067
0.300
TE6
0
0
1.5
0
0.078
0.634
TE7
0
0.5
0.5
0
0.321
0.163
TE8
0
1
1
0
0.511
0.387
TE9
0
1.5
1.5
0
0.840
0.497
TES
0.1
0
0
0.0088
0
0
TE10S
0.01
0.2
0
0.0078
0.187
0
TE1S
0.01
0.5
0
0.0087
0.284
0
TE2S
0.01
1
0
0.0065
0.717
0
TE3S
0.01
1.5
0
0.0079
0.940
0
TE11S
0.01
0
0.2
0.0193
0.022
0.083
TE4S
0.01
0
0.5
0.0123
0.237
0.308
TE5S
0.01
0
1
0.0081
0.067
0.300
TE6S
0.01
0
1.5
0.008
0.078
0.634
TE7S
0.01
0.5
0.5
0.0079
0.321
0.163
TE8S
0.01
1
1
0.0084
0.511
0.387
TE9S
0.01
1.5
1.5
0.0081
0.840
0.497
∗Ti in the amount of 0.15 wt% was added to selected alloys.A high sensitivity type-K (chromel-alumel) thermocouple, which has to be insulated using a double-holed ceramic tube, is attached to the centre of the graphite mold. The temperature-time data is collected using a high-speed data acquisition system linked to a computer system to record the temperature-time data every 0.1 seconds. Figure1 shows a schematic representation of the graphite mold (heated at 600°C) and thermal analysis set-up. From this data, the solidification curves and the corresponding first derivative curves for a number of selected alloys were plotted so as to identify the main reactions occurring during solidification with the corresponding temperatures.Figure 1
Schematic drawing showing the graphite mold used for thermal analysis.The microstructures were examined by means of a Leica DM LM optical microscope. The grain-size measurements were carried out using a Clemex image analyzer in conjunction with the optical microscope. The grain size was obtained from the average of 200 measurements taken over 20 fields (10 measurements per field) at 100x magnification for each alloy sample. Phase identification was carried out using an electron probe microanalyzer (EPMA) in conjunction with energy dispersive X-ray analysis (EDX) and wavelength dispersive spectroscopic analysis (WDS) where required, integrating a combined JEOL JXA-8900l WD/ED microanalyzer operating at 20 KV and 30 nA, where the size of the spot examined was ~2μm.


## 3. Results and Discussion

### 3.1. Solidification Curves

Solidification kinetics of an unmodified and Sr-modified near-eutectic Al-Si alloy were analyzed by Aparicio et al. [16] who found that there are changes in the solidification rate during eutectic nucleation followed by similar solidification rate evolutions during growth, suggesting that this parameter is governed principally by the heat extraction conditions. The work of Hengcheng et al. [17] on the effects of Sr and solidification rate on eutectic grain structure in an Al-13 wt% Si alloy revealed that the characteristic temperature of eutectic nucleation (TN), the minimum temperature prior to recalescence (TM), and the growth temperature (TG) during cooling as determined by quantitative thermal analysis are continuously decreased with increasing Sr content. As mentioned previously, Nogita et al. [18] reported that all rare earth elements had some effect on the eutectic silicon; however, europium was the only element to cause fully modified, fine fibrous silicon, whereas the other elements only produced a minor refinement of the plate-like silicon morphology.Ferdian et al. [15]. studied the effect of cooling rate on the eutectic modification in 356 alloy. Figure 2 shows the parameters taken from thermal analysis cooling curves for characterizing the (Al)-Si eutectic arrest according to the authors: minimum eutectic temperature (Te,min), maximum eutectic temperature (Te,max), and recalescence (ΔTe). In the case of no recalescence, Te,max was obtained as the temperature for which the absolute value of the cooling rate (time derivative of the cooling curve) was highest. ΔTd=TR-Te,max is the eutectic depression, where TR is the equilibrium eutectic temperature calculated using an equation obtained by updating the one proposed by Mondolfo [19]:(1)TR°C=577-12.5wSi·4.59·wMg+1.37·wFe+1.65·wCu+0.35·wZn+2.54·wMn+3.52·wNi.Applying this equation for the present alloy shows that TR for A413.1 is about 574°C.Figure 2
Solidification parameters of 356 alloy [15].Figures3–5 demonstrate the thermal parameters of the 11 alloys used in the present work without (Figure 3(a)) and with 80 ppm Sr (Figure 3(b)). In the absence of Sr, the minimum depression in eutectic temperature is about 1°C and maximum (1.5% La + 1.5% Ce) is about 3°C. The addition of 1.5 wt% RE resulted in increasing the alloy solidification point by about 12°C. The increase in the melting temperature is mainly due to the presence of Ce. The observed increase in melting point is independent of the addition of Sr (Figure 4(a)). Considering the change in the eutectic temperature, modification with 80 ppm Sr (Figure 3(b)) caused depression in the eutectic temperature by about 7°C. Addition of La or Ce up to 1.5 wt% is associated with fluctuation in the depression in the eutectic temperature by about ±1.5°C (Figure 4) to that obtained from the base alloy with 80 ppm Sr (Figure 5). Thus, it is difficult to use the well-established concept of the depression in the eutectic temperature [20] when the alloy is treated with RE. It is interesting to note that, with addition of about 3 wt% RE, the eutectic temperature rose by about 4°C which may be due to RE-Sr interaction.Figure 3
Solidification curves and their 1st derivatives obtained from (a) base alloy and (b) base alloy + 80 ppm Sr.
(a)
(b)Figure 4
Temperature-time curves obtained from the base alloy with various concentrations of (a) La, (b) Ce, and (c) La + Ce.
(a)
(b)
(c)Figure 5
Temperature-time curves obtained from the modified base alloy with various concentrations of (a) La, (b) Ce, and (c) La + Ce.
(a)
(b)
(c)


### 3.2. Microstructural Evolution

#### 3.2.1. Grain Refining and Intermetallic Phases

In Al-5% Ti-1% B master alloy with Ti/B > 2.22, Ti in excess of TiB2 stoichiometry goes into solution and is expected to behave in a similar fashion to that of Al-Ti master alloys. Although the nominal Ti addition levels for the Al-5Ti-1B and Al-10Ti grain refiners would be the same in a melt, they represent different Ti solute levels. All of the Ti from Al-10Ti forms solute (after the Al3Ti intermetallic particles dissolve), whereas only about 56% of the Ti from the Al-5Ti-1B forms solute, the remainder being tied up in the TiB2 particles [21]. From the observation of preferential precipitation of Ti(Al1-x,Six)3 on TiB2, it appears that both Ti and Si have an affinity to segregate onto the TiB2 surface [22].Easton and StJohn [23] proposed that the optimum chemical grain refiner needs to include both solute titanium (with its very high growth restriction factor, GRF) and nucleant particles (e.g., TiB2 or TiAl3) in order to produce effective grain refinement. For this reason, the Al-5Ti-lB type of refiner is extremely effective. The GRF of any solute element is given by the factor, mCo(k-1), where m is the gradient of the liquidus line in the binary alloy phase diagram, Co is the concentration of the solute in the alloy, and k is the partition coefficient.Figure6 is the microstructure of the base alloy modified with 80 ppm Sr. The secondary dendrite arm spacing is about 87 μm; note the presence of α-Al15(Mn,Fe)3Si2 within the α-Al. The effect of the addition of grain refiner on the grain size and distribution is shown in Figure 7. It is clear that the use of grain refiner in the amount of 0.15 wt% Ti resulted in well-refined grains with homogeneous distribution throughout the matrix.Figure 6
Microstructure of base alloy treated with 80 ppm Sr.Figure 7
Grain size and distribution in base alloy containing (a) 0.05 wt% Ti-500µm and (b) 0.15 wt% Ti-200 µm.
(a)
(b)Figures8 and 9 are backscattered electron images of La- and Ce-containing alloys, respectively. Two main observations can be made:(i)
For a given Ti content, it is difficult to distinguish between La- and Ce-containing phases since both elements produce similar morphologies (atomic weights of La and Ce are 58 and 59, resp.).(ii)
Increasing the amount of added Ti resulted in the formation of a large volume fraction of sludge (grey phase).Figure 10(a) shows the actual morphology of the white phase in Figure 8(a) which is likely to be thin platelets about 2.5 μm thick. The morphology of the grey sludge in Figure 8(b) is well illustrated in Figure 10(b) exhibiting the branching of the grey phase particles in different directions.Figure 8
Backscattered electron images of base alloy + 1 wt% La containing (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)Figure 9
Backscattered electron images of base alloy + 1 wt% Ce containing (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)Figure 10
Backscattered electron images of (a) the white phase in Figure8(a) revealing its plate-like shape, and (b) the grey sludge phase in Figure 8(b). The two straight arrows pointing towards each other in (a) simply highlight the thickness of the platelet-like phase and the curved arrow that links the label 2.5 μm to the platelet indicates the actual thickness.
(a)
(b)Figure11(a) is the EDS spectrum obtained from the white phase in Figure 8(a) revealing reflections due to Al, La, Si and Cu with traces of Fe. In the case of high Ti containing alloy (Figure 8(b)), the corresponding EDs spectrum (Figure 11(b)) reveals only three peaks caused by Al, La and Ti, indicating that these phases are having two distinct chemical compositions as well as precipitation temperatures. Table 3 shows the chemical composition of the two phases (at%) and approximate chemical formula.Table 3
Chemical composition (at%) of the white and grey phases in Figures10 and 11.
Phase
Al
Cu
Si
Ti
La
Suggested formula
White
46.47
9.87
22.37
00
21.0
Al5CuSi2La2
Grey
85.77
0.43
0.86
7.76
4.74
Al21Ti2LaFigure 11
EDS spectra obtained from (a) the white phase and (b) the grey phase observed in the 1 wt% La-containing alloy shown in Figure8 corresponding to (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)


#### 3.2.2. Eutectic Si Characteristics

Table4(a) lists the variation in the size and morphology of the eutectic Si particles as a function of the added RE. It is evident that small addition of RE in the amount of 0.2 wt% resulted in slight decrease in the average size of the Si particles (TE10 and TE11 alloys) compared to the base alloy TE. Increasing the RE concentration tended to eliminate the modification effect of RE leading to an increase in the eutectic Si particle size—see, TE9 alloy. The demodification effect of the RE addition is more clear in Table 4(b), due to the affinity of RE to react with Sr leading to Si particle coarsening, for example, in TE3S and TE9S alloys. It should be mentioned here that the addition of RE is associated with the decrease in the density of the eutectic Si particles especially in the Sr-modified alloys, reaching 4912 particles/mm2 (TE9S alloy) instead of 45435 particles/mm2 in the initial condition (TES alloy). The fact that the standard deviation is relatively high may be explained in terms of the nature of the Si particle nucleation and growth within each colony as shown in Figure 12.Table 4
(a)
Silicon particle characteristics of A413.1 alloys (no Sr), graphite mold
Alloy code
Composition
Silicon particle characteristics
Eutectic temp(°C)
Aimed
Actual
Area (µm2)
Length (µm)
Aspectratio
Density(number/mm2)
La (wt%)
Ce (wt%)
La (wt%)
Ce (wt%)
Average
SD
Average
SD
TE
0
0
0
0
31.88
73.21
11.62
16.56
2.77
2662
574
TE10
0.2
0
0.187
0
17.67
28.56
8.27
9.36
2.55
3695
571
TE1
0.5
0
0.284
0
37.74
77.81
12.48
16.34
2.69
2224
572
TE2
1
0
0.717
0
33.48
78.40
10.77
14.55
2.47
2129
571
TE3
1.5
0
0.940
0
39.89
99.13
11.06
16.15
2.34
2365
570
TE11
0
0.2
0.022
0.083
20.00
31.48
9.28
10.43
2.78
3200
567
TE4
0
0.5
0.237
0.308
36.76
82.67
11.14
16.07
2.41
1965
571
TE5
0
1
0.067
0.300
42.22
94.57
12.33
17.83
2.47
1899
571
TE6
0
1.5
0.078
0.634
39.55
90.24
11.90
17.26
2.52
2394
571
TE7
0.5
0.5
0.321
0.163
31.06
73.44
10.20
14.80
2.46
2544
571
TE8
1
1
0.511
0.387
38.12
72.24
13.57
14.09
2.39
1850
572
TE9
1.5
1.5
0.840
0.497
46.62
98.33
15.48
15.67
2.38
1318
571
Note. Mold temperature: 600°C.
SD: standard deviation.
(b)
Silicon particle characteristics of A413.1 alloys (with Sr), graphite mold
Alloy code
Composition
Silicon particle characteristics
Eutectic temp(°C)
Aimed
Actual
Area (μm2)
Length (μm)
Aspectratio
Density(number/mm2)
Sr (ppm)
La (wt%)
Ce (wt%)
Sr (ppm)
La (wt%)
Ce (wt%)
Average
SD
Average
SD
TES
100
0
0
0.0088
0
0
2.35
1.25
0.95
0.12
1.35
45435
568
TE10S
100
0.2
0
78
0.187
0
3.248
4.687
2.772
3.920
1.921
41495
571
TE1S
100
0.5
0
87
0.284
0
6.981
8.023
5.584
6.586
2.188
5376
567
TE2S
100
1
0
65
0.717
0
6.785
8.011
5.079
6.574
2.104
15613
569
TE3S
100
1.5
0
79
0.94
0
11.700
26.650
7.287
8.096
2.164
4402
568
TE11S
100
0
0.2
193
0.022
0.083
3.556
4.983
2.890
3.836
2.019
26520
570
TE4S
100
0
0.5
123
0.237
0.308
3.110
4.426
2.806
2.812
1.968
44959
570
TE5S
100
0
1
81
0.067
0.300
5.914
10.290
4.193
4.316
2.071
4165
567
TE6S
100
0
1.5
80
0.078
0.634
7.839
14.970
4.648
5.280
2.020
18047
569
TE7S
100
0.5
0.5
79
0.321
0.163
4.884
6.043
3.679
4.948
2.233
15065
568
TE8S
100
1
1
84
0.511
0.387
9.330
11.650
5.682
8.138
2.274
4557
568
TE9S
100
1.5
1.5
81
0.84
0.497
16.876
7.541
7.237
9.321
2.086
4912
572
Note. Mold temperature: 600°C.
SD: standard deviation.Figure 12
Secondary electron image showing Si particles distribution within a colony in the TES alloy. Note the difference in Si particle size in going from the centre to the periphery, white arrows.The above-mentioned demodification behavior of RE is well illustrated in Figures13 and 14. The circle in Figure 14(a) reveals the coexistence of the eutectic Si with the α-Al15(Fe,Mn)3Si2 which is in contrast to what is noted in Figure 6. The solid arrow in Figure 14(c) displays partial transformation of β(Al5FeSi) phase into π-Al8Mg3FeSi. With the increase in the concentration of RE—that is, in TE9S alloy, the open arrow in Figure 14(d) demonstrates the gradual change in the morphology of the eutectic Si particles from partially modified to a nonmodified one.Figure 13
Secondary electron images of deeply etched (a) TE alloy, (b) TES alloy, (c) TE3S alloy, and (d) TE9S alloy.
(a)
(b)
(c)
(d)Figure 14
Optical micrographs of the eutectic Si particles in (a) TE alloy, (b) TES alloy, (c) TE3S alloy, and (d) TE9S alloy.
(a)
(b)
(c)
(d)


## 3.1. Solidification Curves

Solidification kinetics of an unmodified and Sr-modified near-eutectic Al-Si alloy were analyzed by Aparicio et al. [16] who found that there are changes in the solidification rate during eutectic nucleation followed by similar solidification rate evolutions during growth, suggesting that this parameter is governed principally by the heat extraction conditions. The work of Hengcheng et al. [17] on the effects of Sr and solidification rate on eutectic grain structure in an Al-13 wt% Si alloy revealed that the characteristic temperature of eutectic nucleation (TN), the minimum temperature prior to recalescence (TM), and the growth temperature (TG) during cooling as determined by quantitative thermal analysis are continuously decreased with increasing Sr content. As mentioned previously, Nogita et al. [18] reported that all rare earth elements had some effect on the eutectic silicon; however, europium was the only element to cause fully modified, fine fibrous silicon, whereas the other elements only produced a minor refinement of the plate-like silicon morphology.Ferdian et al. [15]. studied the effect of cooling rate on the eutectic modification in 356 alloy. Figure 2 shows the parameters taken from thermal analysis cooling curves for characterizing the (Al)-Si eutectic arrest according to the authors: minimum eutectic temperature (Te,min), maximum eutectic temperature (Te,max), and recalescence (ΔTe). In the case of no recalescence, Te,max was obtained as the temperature for which the absolute value of the cooling rate (time derivative of the cooling curve) was highest. ΔTd=TR-Te,max is the eutectic depression, where TR is the equilibrium eutectic temperature calculated using an equation obtained by updating the one proposed by Mondolfo [19]:(1)TR°C=577-12.5wSi·4.59·wMg+1.37·wFe+1.65·wCu+0.35·wZn+2.54·wMn+3.52·wNi.Applying this equation for the present alloy shows that TR for A413.1 is about 574°C.Figure 2
Solidification parameters of 356 alloy [15].Figures3–5 demonstrate the thermal parameters of the 11 alloys used in the present work without (Figure 3(a)) and with 80 ppm Sr (Figure 3(b)). In the absence of Sr, the minimum depression in eutectic temperature is about 1°C and maximum (1.5% La + 1.5% Ce) is about 3°C. The addition of 1.5 wt% RE resulted in increasing the alloy solidification point by about 12°C. The increase in the melting temperature is mainly due to the presence of Ce. The observed increase in melting point is independent of the addition of Sr (Figure 4(a)). Considering the change in the eutectic temperature, modification with 80 ppm Sr (Figure 3(b)) caused depression in the eutectic temperature by about 7°C. Addition of La or Ce up to 1.5 wt% is associated with fluctuation in the depression in the eutectic temperature by about ±1.5°C (Figure 4) to that obtained from the base alloy with 80 ppm Sr (Figure 5). Thus, it is difficult to use the well-established concept of the depression in the eutectic temperature [20] when the alloy is treated with RE. It is interesting to note that, with addition of about 3 wt% RE, the eutectic temperature rose by about 4°C which may be due to RE-Sr interaction.Figure 3
Solidification curves and their 1st derivatives obtained from (a) base alloy and (b) base alloy + 80 ppm Sr.
(a)
(b)Figure 4
Temperature-time curves obtained from the base alloy with various concentrations of (a) La, (b) Ce, and (c) La + Ce.
(a)
(b)
(c)Figure 5
Temperature-time curves obtained from the modified base alloy with various concentrations of (a) La, (b) Ce, and (c) La + Ce.
(a)
(b)
(c)


## 3.2. Microstructural Evolution

### 3.2.1. Grain Refining and Intermetallic Phases

In Al-5% Ti-1% B master alloy with Ti/B > 2.22, Ti in excess of TiB2 stoichiometry goes into solution and is expected to behave in a similar fashion to that of Al-Ti master alloys. Although the nominal Ti addition levels for the Al-5Ti-1B and Al-10Ti grain refiners would be the same in a melt, they represent different Ti solute levels. All of the Ti from Al-10Ti forms solute (after the Al3Ti intermetallic particles dissolve), whereas only about 56% of the Ti from the Al-5Ti-1B forms solute, the remainder being tied up in the TiB2 particles [21]. From the observation of preferential precipitation of Ti(Al1-x,Six)3 on TiB2, it appears that both Ti and Si have an affinity to segregate onto the TiB2 surface [22].Easton and StJohn [23] proposed that the optimum chemical grain refiner needs to include both solute titanium (with its very high growth restriction factor, GRF) and nucleant particles (e.g., TiB2 or TiAl3) in order to produce effective grain refinement. For this reason, the Al-5Ti-lB type of refiner is extremely effective. The GRF of any solute element is given by the factor, mCo(k-1), where m is the gradient of the liquidus line in the binary alloy phase diagram, Co is the concentration of the solute in the alloy, and k is the partition coefficient.Figure6 is the microstructure of the base alloy modified with 80 ppm Sr. The secondary dendrite arm spacing is about 87 μm; note the presence of α-Al15(Mn,Fe)3Si2 within the α-Al. The effect of the addition of grain refiner on the grain size and distribution is shown in Figure 7. It is clear that the use of grain refiner in the amount of 0.15 wt% Ti resulted in well-refined grains with homogeneous distribution throughout the matrix.Figure 6
Microstructure of base alloy treated with 80 ppm Sr.Figure 7
Grain size and distribution in base alloy containing (a) 0.05 wt% Ti-500µm and (b) 0.15 wt% Ti-200 µm.
(a)
(b)Figures8 and 9 are backscattered electron images of La- and Ce-containing alloys, respectively. Two main observations can be made:(i)
For a given Ti content, it is difficult to distinguish between La- and Ce-containing phases since both elements produce similar morphologies (atomic weights of La and Ce are 58 and 59, resp.).(ii)
Increasing the amount of added Ti resulted in the formation of a large volume fraction of sludge (grey phase).Figure 10(a) shows the actual morphology of the white phase in Figure 8(a) which is likely to be thin platelets about 2.5 μm thick. The morphology of the grey sludge in Figure 8(b) is well illustrated in Figure 10(b) exhibiting the branching of the grey phase particles in different directions.Figure 8
Backscattered electron images of base alloy + 1 wt% La containing (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)Figure 9
Backscattered electron images of base alloy + 1 wt% Ce containing (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)Figure 10
Backscattered electron images of (a) the white phase in Figure8(a) revealing its plate-like shape, and (b) the grey sludge phase in Figure 8(b). The two straight arrows pointing towards each other in (a) simply highlight the thickness of the platelet-like phase and the curved arrow that links the label 2.5 μm to the platelet indicates the actual thickness.
(a)
(b)Figure11(a) is the EDS spectrum obtained from the white phase in Figure 8(a) revealing reflections due to Al, La, Si and Cu with traces of Fe. In the case of high Ti containing alloy (Figure 8(b)), the corresponding EDs spectrum (Figure 11(b)) reveals only three peaks caused by Al, La and Ti, indicating that these phases are having two distinct chemical compositions as well as precipitation temperatures. Table 3 shows the chemical composition of the two phases (at%) and approximate chemical formula.Table 3
Chemical composition (at%) of the white and grey phases in Figures10 and 11.
Phase
Al
Cu
Si
Ti
La
Suggested formula
White
46.47
9.87
22.37
00
21.0
Al5CuSi2La2
Grey
85.77
0.43
0.86
7.76
4.74
Al21Ti2LaFigure 11
EDS spectra obtained from (a) the white phase and (b) the grey phase observed in the 1 wt% La-containing alloy shown in Figure8 corresponding to (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)


### 3.2.2. Eutectic Si Characteristics

Table4(a) lists the variation in the size and morphology of the eutectic Si particles as a function of the added RE. It is evident that small addition of RE in the amount of 0.2 wt% resulted in slight decrease in the average size of the Si particles (TE10 and TE11 alloys) compared to the base alloy TE. Increasing the RE concentration tended to eliminate the modification effect of RE leading to an increase in the eutectic Si particle size—see, TE9 alloy. The demodification effect of the RE addition is more clear in Table 4(b), due to the affinity of RE to react with Sr leading to Si particle coarsening, for example, in TE3S and TE9S alloys. It should be mentioned here that the addition of RE is associated with the decrease in the density of the eutectic Si particles especially in the Sr-modified alloys, reaching 4912 particles/mm2 (TE9S alloy) instead of 45435 particles/mm2 in the initial condition (TES alloy). The fact that the standard deviation is relatively high may be explained in terms of the nature of the Si particle nucleation and growth within each colony as shown in Figure 12.Table 4
(a)
Silicon particle characteristics of A413.1 alloys (no Sr), graphite mold
Alloy code
Composition
Silicon particle characteristics
Eutectic temp(°C)
Aimed
Actual
Area (µm2)
Length (µm)
Aspectratio
Density(number/mm2)
La (wt%)
Ce (wt%)
La (wt%)
Ce (wt%)
Average
SD
Average
SD
TE
0
0
0
0
31.88
73.21
11.62
16.56
2.77
2662
574
TE10
0.2
0
0.187
0
17.67
28.56
8.27
9.36
2.55
3695
571
TE1
0.5
0
0.284
0
37.74
77.81
12.48
16.34
2.69
2224
572
TE2
1
0
0.717
0
33.48
78.40
10.77
14.55
2.47
2129
571
TE3
1.5
0
0.940
0
39.89
99.13
11.06
16.15
2.34
2365
570
TE11
0
0.2
0.022
0.083
20.00
31.48
9.28
10.43
2.78
3200
567
TE4
0
0.5
0.237
0.308
36.76
82.67
11.14
16.07
2.41
1965
571
TE5
0
1
0.067
0.300
42.22
94.57
12.33
17.83
2.47
1899
571
TE6
0
1.5
0.078
0.634
39.55
90.24
11.90
17.26
2.52
2394
571
TE7
0.5
0.5
0.321
0.163
31.06
73.44
10.20
14.80
2.46
2544
571
TE8
1
1
0.511
0.387
38.12
72.24
13.57
14.09
2.39
1850
572
TE9
1.5
1.5
0.840
0.497
46.62
98.33
15.48
15.67
2.38
1318
571
Note. Mold temperature: 600°C.
SD: standard deviation.
(b)
Silicon particle characteristics of A413.1 alloys (with Sr), graphite mold
Alloy code
Composition
Silicon particle characteristics
Eutectic temp(°C)
Aimed
Actual
Area (μm2)
Length (μm)
Aspectratio
Density(number/mm2)
Sr (ppm)
La (wt%)
Ce (wt%)
Sr (ppm)
La (wt%)
Ce (wt%)
Average
SD
Average
SD
TES
100
0
0
0.0088
0
0
2.35
1.25
0.95
0.12
1.35
45435
568
TE10S
100
0.2
0
78
0.187
0
3.248
4.687
2.772
3.920
1.921
41495
571
TE1S
100
0.5
0
87
0.284
0
6.981
8.023
5.584
6.586
2.188
5376
567
TE2S
100
1
0
65
0.717
0
6.785
8.011
5.079
6.574
2.104
15613
569
TE3S
100
1.5
0
79
0.94
0
11.700
26.650
7.287
8.096
2.164
4402
568
TE11S
100
0
0.2
193
0.022
0.083
3.556
4.983
2.890
3.836
2.019
26520
570
TE4S
100
0
0.5
123
0.237
0.308
3.110
4.426
2.806
2.812
1.968
44959
570
TE5S
100
0
1
81
0.067
0.300
5.914
10.290
4.193
4.316
2.071
4165
567
TE6S
100
0
1.5
80
0.078
0.634
7.839
14.970
4.648
5.280
2.020
18047
569
TE7S
100
0.5
0.5
79
0.321
0.163
4.884
6.043
3.679
4.948
2.233
15065
568
TE8S
100
1
1
84
0.511
0.387
9.330
11.650
5.682
8.138
2.274
4557
568
TE9S
100
1.5
1.5
81
0.84
0.497
16.876
7.541
7.237
9.321
2.086
4912
572
Note. Mold temperature: 600°C.
SD: standard deviation.Figure 12
Secondary electron image showing Si particles distribution within a colony in the TES alloy. Note the difference in Si particle size in going from the centre to the periphery, white arrows.The above-mentioned demodification behavior of RE is well illustrated in Figures13 and 14. The circle in Figure 14(a) reveals the coexistence of the eutectic Si with the α-Al15(Fe,Mn)3Si2 which is in contrast to what is noted in Figure 6. The solid arrow in Figure 14(c) displays partial transformation of β(Al5FeSi) phase into π-Al8Mg3FeSi. With the increase in the concentration of RE—that is, in TE9S alloy, the open arrow in Figure 14(d) demonstrates the gradual change in the morphology of the eutectic Si particles from partially modified to a nonmodified one.Figure 13
Secondary electron images of deeply etched (a) TE alloy, (b) TES alloy, (c) TE3S alloy, and (d) TE9S alloy.
(a)
(b)
(c)
(d)Figure 14
Optical micrographs of the eutectic Si particles in (a) TE alloy, (b) TES alloy, (c) TE3S alloy, and (d) TE9S alloy.
(a)
(b)
(c)
(d)


## 3.2.1. Grain Refining and Intermetallic Phases

In Al-5% Ti-1% B master alloy with Ti/B > 2.22, Ti in excess of TiB2 stoichiometry goes into solution and is expected to behave in a similar fashion to that of Al-Ti master alloys. Although the nominal Ti addition levels for the Al-5Ti-1B and Al-10Ti grain refiners would be the same in a melt, they represent different Ti solute levels. All of the Ti from Al-10Ti forms solute (after the Al3Ti intermetallic particles dissolve), whereas only about 56% of the Ti from the Al-5Ti-1B forms solute, the remainder being tied up in the TiB2 particles [21]. From the observation of preferential precipitation of Ti(Al1-x,Six)3 on TiB2, it appears that both Ti and Si have an affinity to segregate onto the TiB2 surface [22].Easton and StJohn [23] proposed that the optimum chemical grain refiner needs to include both solute titanium (with its very high growth restriction factor, GRF) and nucleant particles (e.g., TiB2 or TiAl3) in order to produce effective grain refinement. For this reason, the Al-5Ti-lB type of refiner is extremely effective. The GRF of any solute element is given by the factor, mCo(k-1), where m is the gradient of the liquidus line in the binary alloy phase diagram, Co is the concentration of the solute in the alloy, and k is the partition coefficient.Figure6 is the microstructure of the base alloy modified with 80 ppm Sr. The secondary dendrite arm spacing is about 87 μm; note the presence of α-Al15(Mn,Fe)3Si2 within the α-Al. The effect of the addition of grain refiner on the grain size and distribution is shown in Figure 7. It is clear that the use of grain refiner in the amount of 0.15 wt% Ti resulted in well-refined grains with homogeneous distribution throughout the matrix.Figure 6
Microstructure of base alloy treated with 80 ppm Sr.Figure 7
Grain size and distribution in base alloy containing (a) 0.05 wt% Ti-500µm and (b) 0.15 wt% Ti-200 µm.
(a)
(b)Figures8 and 9 are backscattered electron images of La- and Ce-containing alloys, respectively. Two main observations can be made:(i)
For a given Ti content, it is difficult to distinguish between La- and Ce-containing phases since both elements produce similar morphologies (atomic weights of La and Ce are 58 and 59, resp.).(ii)
Increasing the amount of added Ti resulted in the formation of a large volume fraction of sludge (grey phase).Figure 10(a) shows the actual morphology of the white phase in Figure 8(a) which is likely to be thin platelets about 2.5 μm thick. The morphology of the grey sludge in Figure 8(b) is well illustrated in Figure 10(b) exhibiting the branching of the grey phase particles in different directions.Figure 8
Backscattered electron images of base alloy + 1 wt% La containing (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)Figure 9
Backscattered electron images of base alloy + 1 wt% Ce containing (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)Figure 10
Backscattered electron images of (a) the white phase in Figure8(a) revealing its plate-like shape, and (b) the grey sludge phase in Figure 8(b). The two straight arrows pointing towards each other in (a) simply highlight the thickness of the platelet-like phase and the curved arrow that links the label 2.5 μm to the platelet indicates the actual thickness.
(a)
(b)Figure11(a) is the EDS spectrum obtained from the white phase in Figure 8(a) revealing reflections due to Al, La, Si and Cu with traces of Fe. In the case of high Ti containing alloy (Figure 8(b)), the corresponding EDs spectrum (Figure 11(b)) reveals only three peaks caused by Al, La and Ti, indicating that these phases are having two distinct chemical compositions as well as precipitation temperatures. Table 3 shows the chemical composition of the two phases (at%) and approximate chemical formula.Table 3
Chemical composition (at%) of the white and grey phases in Figures10 and 11.
Phase
Al
Cu
Si
Ti
La
Suggested formula
White
46.47
9.87
22.37
00
21.0
Al5CuSi2La2
Grey
85.77
0.43
0.86
7.76
4.74
Al21Ti2LaFigure 11
EDS spectra obtained from (a) the white phase and (b) the grey phase observed in the 1 wt% La-containing alloy shown in Figure8 corresponding to (a) 0.05 wt% Ti and (b) 0.15 wt% Ti.
(a)
(b)


## 3.2.2. Eutectic Si Characteristics

Table4(a) lists the variation in the size and morphology of the eutectic Si particles as a function of the added RE. It is evident that small addition of RE in the amount of 0.2 wt% resulted in slight decrease in the average size of the Si particles (TE10 and TE11 alloys) compared to the base alloy TE. Increasing the RE concentration tended to eliminate the modification effect of RE leading to an increase in the eutectic Si particle size—see, TE9 alloy. The demodification effect of the RE addition is more clear in Table 4(b), due to the affinity of RE to react with Sr leading to Si particle coarsening, for example, in TE3S and TE9S alloys. It should be mentioned here that the addition of RE is associated with the decrease in the density of the eutectic Si particles especially in the Sr-modified alloys, reaching 4912 particles/mm2 (TE9S alloy) instead of 45435 particles/mm2 in the initial condition (TES alloy). The fact that the standard deviation is relatively high may be explained in terms of the nature of the Si particle nucleation and growth within each colony as shown in Figure 12.Table 4
(a)
Silicon particle characteristics of A413.1 alloys (no Sr), graphite mold
Alloy code
Composition
Silicon particle characteristics
Eutectic temp(°C)
Aimed
Actual
Area (µm2)
Length (µm)
Aspectratio
Density(number/mm2)
La (wt%)
Ce (wt%)
La (wt%)
Ce (wt%)
Average
SD
Average
SD
TE
0
0
0
0
31.88
73.21
11.62
16.56
2.77
2662
574
TE10
0.2
0
0.187
0
17.67
28.56
8.27
9.36
2.55
3695
571
TE1
0.5
0
0.284
0
37.74
77.81
12.48
16.34
2.69
2224
572
TE2
1
0
0.717
0
33.48
78.40
10.77
14.55
2.47
2129
571
TE3
1.5
0
0.940
0
39.89
99.13
11.06
16.15
2.34
2365
570
TE11
0
0.2
0.022
0.083
20.00
31.48
9.28
10.43
2.78
3200
567
TE4
0
0.5
0.237
0.308
36.76
82.67
11.14
16.07
2.41
1965
571
TE5
0
1
0.067
0.300
42.22
94.57
12.33
17.83
2.47
1899
571
TE6
0
1.5
0.078
0.634
39.55
90.24
11.90
17.26
2.52
2394
571
TE7
0.5
0.5
0.321
0.163
31.06
73.44
10.20
14.80
2.46
2544
571
TE8
1
1
0.511
0.387
38.12
72.24
13.57
14.09
2.39
1850
572
TE9
1.5
1.5
0.840
0.497
46.62
98.33
15.48
15.67
2.38
1318
571
Note. Mold temperature: 600°C.
SD: standard deviation.
(b)
Silicon particle characteristics of A413.1 alloys (with Sr), graphite mold
Alloy code
Composition
Silicon particle characteristics
Eutectic temp(°C)
Aimed
Actual
Area (μm2)
Length (μm)
Aspectratio
Density(number/mm2)
Sr (ppm)
La (wt%)
Ce (wt%)
Sr (ppm)
La (wt%)
Ce (wt%)
Average
SD
Average
SD
TES
100
0
0
0.0088
0
0
2.35
1.25
0.95
0.12
1.35
45435
568
TE10S
100
0.2
0
78
0.187
0
3.248
4.687
2.772
3.920
1.921
41495
571
TE1S
100
0.5
0
87
0.284
0
6.981
8.023
5.584
6.586
2.188
5376
567
TE2S
100
1
0
65
0.717
0
6.785
8.011
5.079
6.574
2.104
15613
569
TE3S
100
1.5
0
79
0.94
0
11.700
26.650
7.287
8.096
2.164
4402
568
TE11S
100
0
0.2
193
0.022
0.083
3.556
4.983
2.890
3.836
2.019
26520
570
TE4S
100
0
0.5
123
0.237
0.308
3.110
4.426
2.806
2.812
1.968
44959
570
TE5S
100
0
1
81
0.067
0.300
5.914
10.290
4.193
4.316
2.071
4165
567
TE6S
100
0
1.5
80
0.078
0.634
7.839
14.970
4.648
5.280
2.020
18047
569
TE7S
100
0.5
0.5
79
0.321
0.163
4.884
6.043
3.679
4.948
2.233
15065
568
TE8S
100
1
1
84
0.511
0.387
9.330
11.650
5.682
8.138
2.274
4557
568
TE9S
100
1.5
1.5
81
0.84
0.497
16.876
7.541
7.237
9.321
2.086
4912
572
Note. Mold temperature: 600°C.
SD: standard deviation.Figure 12
Secondary electron image showing Si particles distribution within a colony in the TES alloy. Note the difference in Si particle size in going from the centre to the periphery, white arrows.The above-mentioned demodification behavior of RE is well illustrated in Figures13 and 14. The circle in Figure 14(a) reveals the coexistence of the eutectic Si with the α-Al15(Fe,Mn)3Si2 which is in contrast to what is noted in Figure 6. The solid arrow in Figure 14(c) displays partial transformation of β(Al5FeSi) phase into π-Al8Mg3FeSi. With the increase in the concentration of RE—that is, in TE9S alloy, the open arrow in Figure 14(d) demonstrates the gradual change in the morphology of the eutectic Si particles from partially modified to a nonmodified one.Figure 13
Secondary electron images of deeply etched (a) TE alloy, (b) TES alloy, (c) TE3S alloy, and (d) TE9S alloy.
(a)
(b)
(c)
(d)Figure 14
Optical micrographs of the eutectic Si particles in (a) TE alloy, (b) TES alloy, (c) TE3S alloy, and (d) TE9S alloy.
(a)
(b)
(c)
(d)



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*Source: 4712946-2017-05-16.xml*