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M. Stoica et al. / Journal of Alloys and Compounds 434–435 (2007) 171–175
Table 1
alloys or 2.7–3.1 GPa for Ni-based alloys (for an overview, see
[12]). For our Fe65.5Cr4Mo4Ga4P12C5B5.5 BMG, the fracture
strength exceeds 2.8 GPa. In the case of Zr- or Cu- based bulk
glassy alloys, the fracture usually proceeds along a shear plane,
which is declined by ∼45◦ to the direction of the applied load,
and the fracture surface exhibits a well-developed vein pattern
[6,10]. In contrast, the studied Fe65.5Cr4Mo4Ga4P12C5B5.5
samples develop a cleavage-like fracture surface with a high
number of microcracks, which finally destroy the sample com-
pletely. The fracture surface appears to contain a high number
of small fracture zones, which are probably generated at the
same time due to the very high stress level upon deformation.
Glass transition temperatures Tg, crystallization temperatures Tx and liquidus
temperatures Tliq, as well as reduced glass transition temperatures Trg = Tg/Tliq
γ parameter, extension of the supercooled liquid region ꢀTx and crystallization
enthalpy ꢀHx for as-cast Fe66.5Cr4Mo4Ga4P12C5B5.5 glassy alloys measured
at 40 K/min heating rate
,
Sample
Rod (Ø
1.5 mm)
Rod (Ø
2 mm)
Rod (Ø
2.5 mm
Rod (Ø
3 mm)
Tg (K)
Tx (K)
Tliq (K)
Tg/Tliq
γ
746
812
1344
0.55
0.388
66
749
814
1347
0.55
0.388
65
750
814
1346
0.55
0.388
64
751
815
1346
0.55
0.388
64
ꢀTx (K)
ꢀHx (J/g)
69.6
67.8
65.1
56.1
2. Experimental
were studied by scanning electron microscopy (SEM), using a JEOL JSM 6400
microscope operated at 25 kV.
The preparation of the amorphous Fe65.5Cr4Mo4Ga4P12C5B5.5 BMGs was
done in several steps. First, master alloy ingots were obtained by induction
melting using Fe–B, Fe–C, Fe–Ga, Fe–P pre-alloys and pure elements as Mo
(99.4% purity), Cr (99.95% purity), Fe (99.9% purity) and crystalline B (99.99%
purity). Induction melting of Fe with B, Fe with C (99.9% purity) and Fe with
Ga (99.7% purity) allowed to produce the respective pre-alloys. The FeP pre-
alloy was obtained by induction melting of consolidated powder resulted upon
milling Fe powder (99.9% purity, less than 10 m particle size) with amorphous
red P powder (99% purity, less than 100 m particle size)
3. Results and discussion
The glass-forming ability (GFA) can be evaluated from ther-
mal stability measurements. Usually, high values of the exten-
sion of the supercooled liquid region ꢀTx and the reduced glass
transition temperatures Trg = Tg/Tliq indicate a good GFA [9].
The values for Tg, Tx and Tliq as a function of geometrical dimen-
sions of the as-cast rods are given in Table 1. Using these values,
ꢀTx and Trg were calculated. Recently, Lu and Liu [18,19] pro-
posed a new parameter γ defined as Tx/(Tg + Tliq), to predict
GFA for various glass-forming systems. Usually, the γ values
of BMGs range between 0.35 and 0.50 [18].
Amorphous rods with diameters of 1.5, 2, 2.5 and 3 mm, length of 70 mm,
rectangular bars of 2 mm × 2 mm with length of 30 mm as well as discs of 10 mm
diameter and 1 mm thickness were prepared from the master alloy with nom-
inal composition Fe65.5Cr4Mo4Ga4P12C5B5.5. The samples were obtained by
induction melting under argon atmosphere at a pressure of 80 KPa and sub-
sequent injection into a copper mold under an applied pressure of 3 × 105 Pa.
Because the presence of oxides can have a negative influence in order to prepare
bulk amorphous alloys, we checked the oxygen content of the pre-alloys and of
the master alloy. This revealed very low values: 180 ppm for Fe-P, 130 ppm for
the other pre-alloys and 50 ppm for Fe65.5Cr4Mo4Ga4P12C5B5.5, respectively.
Thethermalstability, i.e. theglasstransition, theextensionofthesupercooled
liquid region and the crystallization, was examined by differential scanning
calorimetry (DSC), using a Netzsch DSC 404 under argon flow. The glass tran-
sition temperature Tg and the crystallization temperature Tx were measured
as the onset temperatures of the glass transition and the crystallization events,
respectively, during heating with a constant rate of 40 K/s. The extension of
the supercooled liquid region, defined as the difference between the glass tran-
sition temperature and the crystallization temperature, ꢀTx = Tx–Tg was also
calculated. Additionally, the melting temperature Tm defined by the liquidus
temperature Tliq at the onset of melting upon heating with the same constant rate
of 40 K/s was measured. The amorphous structure as well as the crystallization
behavior and the magnetic properties of these glassy samples have already been
investigated and published previously [14–17].
In order to investigate the mechanical behavior, different techniques were
used. First, room temperature compression tests using an electromechanical
Instron 8562 testing device were performed for as-cast rods of 2 and 2.5 mm
diameter, respectively, as well as for as-cast and annealed 2 mm × 2 mm rect-
angular bars. The length of the samples was between 4 and 5 mm and the
machine was operated in the constant position rate mode, with a displacement
of 10−3 mm/s. The corresponding strain rate was evaluated as 10−4 s−1. From
the compression tests, the fracture strength σf, the fracture strain εf, the yield
strength σy, the yield strain εy and the Young’s modulus E were derived.
The Vickers hardness was measured for the same kind of bar samples using a
computercontrolledStruersDuramin5hardnesstester. Thetestswereperformed
using a typical diamond indenter in the form of pyramid with square base and
an angle of 136◦ between opposite faces, applying a load of 1.96 N for 10 s. The
diagonal of the imprints as well as the hardness were calculated using a Digital
VideoMeasuringSystem. Forindentations, thesampleswereembeddedinepoxy
resin and the measured surface was carefully polished with a paste containing
diamond particles with a diameter smaller than 0.25 m. The characteristics of
the fractured surface as well as the features of the indents after the hardness tests
The glass transition temperature and the crystallization tem-
perature slowly increase with increasing rod diameter. The
differencesinthermalstabilitybetweenrodswithdifferentdiam-
eters are caused by a different degree of relaxation as a result of
the different cooling rates reached during solidification. Another
reason can be a slightly variation in actual composition of the
glasses. Such compositional variations may arise if at least the
rods with larger diameters are not fully amorphous but contain
some (nano)crystalline phase(s), which may form (i)- due to a
possible appearance of crystalline nuclei in the liquid state, or
(ii)- due to an insufficient cooling rate for complete glass forma-
tion upon casting. Some crystalline inclusions can form from the
molten state and, upon casting, the already formed crystalline
clusters may or may not act as seeds for further nucleation. Thus,
thecompositionoftheremainingmatrixisslightlydifferentfrom
the starting overall composition and this can modify the thermal
stability data. Concerning the second hypothesis, the cooling
rate decreases with increasing diameter of the cast rods and thus
the maximum achievable diameter for which the sample is still
amorphous is limited. Hence, the rod most susceptible to con-
tain some crystalline inclusions should be the rod with the largest
diameter. The presence of crystalline inclusions was observed
in the case of 3 mm diameter rod; in a previous work [14] we
have described in detail the formation of such crystalline clus-
ters by means of time-resolved X-ray diffraction in transmission
configuration using a high-energy high intensity monochromatic
synchrotron beam.