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Abstract

Metallic glass with a nominal composition of Fe40Co40P14B6 (numbers denote at.%) was prepared by the melt-spinning process. The as-quenched FeCo-based ribbons have good soft magnetic properties: the saturation magnetic polarization μ0Ms=1.45 T, a quasistatic coercive force of 4 A m−1 and a maximum differential magnetic permeability of about 110 000 at 60 Hz. Fe40Co40P14B6 glass crystallizes by a eutectic reaction resulting in the face-centered cubic (f.c.c.) solid solution and the body-centered (b.c.) tetragonal (FeCo)3(PB) compound. The crystallization temperatures, determined using differential scanning calorimetry, are approximately 60 K higher than those for Fe40Ni40P14B6. Kolmogorov–Johnson–Mehl–Avrami model has been modified to account for temperature dependencies of nucleation and crystal growth rates and has been employed to quantify the non-isothermal glass crystallization process. Two fitting parameters: the activation energy of atomic transfer across crystal/glass interface Q and crystal/glass interfacial tension σ, which govern crystal nucleation and growth, have been calculated from the set of experimental data of crystallization temperatures at different heating rates. While the estimated crystal growth rates in Fe40Co40P14B6 and Fe40Ni40P14B6 amorphous alloys are rather close, the homogeneous nucleation frequency in the FeCo-glass was found to be essentially lower than that in the FeNi-counterpart. It was concluded that a higher value of the crystal/glass interfacial tension σ is responsible for enhanced thermal stability of the Fe40Co40P14B6 glass.

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... To illustrate, characteristics of Fe 80−x Co x P 14 B 6 soft magnetic alloys surpass those of Fe 40 Ni 40 P 14 B 6 Metglas® 2826 [2] widespread in the commercial market. Really, the maximum relative differential permeability of the as-cast ribbons was found to be of about 110,000 and 90,000, the saturation induction μ o M s = 1.45 T and 0.84 T, coercive field 4 A/m and 1.6 A/m, Curie temperature T C = 720 K and 540 K as well as significantly higher thermal stability owing to increased by 60 K crystallization temperature T x = 724 K and 662 K in amorphous Fe-Co and Fe-Ni ribbons, correspondingly [3, 4,2]. Recently, a new series of Fe 80−x Co x P 14 B 6 bulk metallic glasses (BMGs) have been prepared with no glass-forming metal elements other than Fe and Co. Fe-Co-P-B BMGs with the maximum critical diameter as big as 2.0 mm present unique combination of functional properties: μ o M s = 1.53 T, T C = 791 K, onset crystallization temperature T x = 738 K, fracture strength and the plastic strain at room temperature are in the range of 2.69-3.14 ...
... A.M.G. acknowledges decisive input of Dr. V.I. Tkatch adapting KJMA approach at the early stage [4] of Fe-Co-P-B project. ...
... Calculated crystal growth rate U(T) being proportional to τ o −1 exp(-Q/ T) appears to be very close to each other in Fe 40 Co 40 P 14 B 6 and Fe 40 Ni 40 P 14 B 6 alloys due to only 18% difference of activation energy Q and agrees experimental earlier obtained Metglas® 2826 data [23]. Significantly higher thermal stability of Fe-Co-P-B metallic glasses is explained by three orders of magnitude lower nucleation frequency I(T) exponentially proportional to the third power of crystal/glass interfacial energy ς 3 (see Eq. (5) and Ref. [4]). Almost 50% higher ς is responsible for enhanced thermal stability of Fe 80-x Co x P 14 B 6 glasses crystalized at 60 K higher temperatures than Fe 40 Ni 40 P 14 B 6 alloy. ...
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Formation mechanism and crystallization kinetics were studied in series of rapidly solidified metallic glasses Fe80-xCoxP14B6 with x = 23, 25, 28, 32, 35 and 40 at.%. As soft magnetic materials, they surpass characteristics of commercial Iron-Nickel Metglas® 2826 alloy: differential permeability of as quenched amorphous ribbons is of about 110000, the saturation induction μoMs = 1.45-1.5 T, coercive field as low as 4 A/m, Curie temperature above 700 K, and significantly higher thermal stability. Isochronal and isothermal differential scanning calorimetry was employed to record the latent heat developed during crystallization. For both regimes, X-ray diffraction revealed two immiscible bcc α-FeCo and bct (Fe,Co)3(P,B) phases that crystallize from completely miscible amorphous glass matrix. Theoretical description of observed kinetics of crystallization process was convincingly accomplished within Kolmogorov-Johnson-Mehl-Avrami model. Enhanced thermal stability of iron-rich Fe80-xCoxP14B6 glasses that crystalize at higher temperatures relies upon higher crystal/glass interfacial energy.
... Functional properties of Fe 80−x Co x P 14 B 6 soft magnetic alloys surpass characteristics of Fe 40 Ni 40 P 14 B 6 metallic glass (Metglas® 2826 [1]) widespread in the commercial market. To compare, the maximum relative differential permeability of the as-cast ribbons was found to be about 110000 and 90000, the saturation induction B s = 1.45 T and 0.84 T, quasistatic coercive field 4 A/m and 1.6 A/m, Curie temperature T C = 720 K and 540 K as well as significantly higher thermal stability owing to increased by 60 K crystallization temperature (T x = 724 K and 662 K) in amorphous Fe-Co and Fe-Ni ribbons, correspondingly [1][2][3]. ...
... The details of fabrication of Fe-Co-P-B series of rapidly quenched ribbons have been published elsewhere [2,3]. In brief, master ingots of alloy with a desired nominal composition of Fe 80−x Co x P 14 B 6 (x = 25, 32, 35, and 40 at.%) were prepared in a quartz crucible by inductive melting of the mixture of pure elemental Fe, Co, B and Co 2 P in Ar atmosphere. ...
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We evaluate properties of the prototype of a strain gauge capable to discriminate different strain components: tension and torsion. It makes use of magnetoelastic effect in new Fe48Co32P14B6 metallic glass. As a sensing material, it surpasses characteristics of commercial Iron-Nickel Metglas® alloy: relative differential permeability of as quenched amorphous ribbon is of about 110000, the saturation induction Bs = 1.45 T, coercive field as low as 4 A/m, Curie temperature above 700 K, and significantly higher thermal stability. Different deformation components were determined through the analyses of the shape of hysteresis B-H loops. Fe-Co-P-B glass strain gauge can simultaneously detect as small tensile strains as 1.9 × 10⁻⁵ and less than 0.13 deg/cm of torsional distortions.
... The GFA in cast state and the resistance to amorphous-to-crystallization conversion in 3D printing condition as a function of the maximum crystal growth rate under heating. (a) In cast BMGs, the crystal growth rate during crystallization process does not exhibit any correlation with various GFA; (b) In 3D-printed BMGs, alloy systems with higher crystal growth rate tend to achieve higher amorphous content in its 3D-printed part [37][38][39][40][41][42][43][44][45][46][47][48][49][50][51][52][53][54][55][56] . ...
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In 3D printing of bulk metallic glasses (BMGs) by selective laser melting (SLM), partial crystallization normally occurs in heat-affected zones (HAZs), which significantly deteriorates the properties of 3D-printed BMGs. To understand which factor dominates amorphous-to-crystalline conversion of 3D-printed BMGs, two representative BMG alloys with different glass forming ability (GFA), i.e., Zr 55 Cu 30 Ni 5 Al 10 (named as Zr55 with high GFA) and Zr 60.14 Cu 22.31 Fe 4.85 Al 9.7 Ag 3 (named as ZrAg with low GFA), were selected for SLM 3D printing, and their crystallization behaviors were comparatively studied. It is revealed that the 3D-printed ZrAg BMG with low GFA always possessed a higher amorphous phase content than the Zr55 BMG with a high GFA under different laser energy inputs. Thermal analysis and TEM observations revealed that crystal growth rate is the crucial factor for the resistance against amorphous-to-crystalline conversion in 3D-printed BMGs, as the ZrAg system exhibited much lower crystal growth rate although it has a lower GFA. The different crystal growth behavior of the two BMGs is associated with their different crystal-lization mechanisms: ZrAg BMG follows the mode of primary-type crystallization with multiple phases formation, leading to a low crystal growth rate, while Zr55 BMG follows the mode of polymorphous-type crystallization, which is characterized with formation of a simple crystalline phase, thus leading to a high crystal growth rate. The present work sheds light on the understanding of crystallization mechanism in 3D-printed BMGs and provides a guide for selection or design of BMG compositions for 3D printing.
... The details of fabrication of Fe-Co-P-B series of rapidly quenched ribbons with the cross section of 1×0.03 mm 2 have been published elsewhere [6,7]. Our amorphous Fe 40 Ni 40 P 14 B 6 ribbon and commercial Ni wire with the diameter of 0.3 mm were served as reference samples. ...
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We present and compare results of measurement of saturation magnetostriction constants of amorphous ribbons Fe 80- x Co x P 14 B 6 ( x = 23, 25, 28, 32, 40 at.%) and the reference Fe 40 Ni 40 P 14 B 6 specimen employing Narita and Becker-Kersten methods. We also modified a strain gauge-based method to enable measurements of complete magnetic field dependence of magnetostriction coefficients.
... The amorphous structure composition allows improving some the physical property, when a variation of stoichiometry determines limits to applicability of metallic glasses. Today a industry apply metal glass on based F e − N i − P − B, but replacement N i to Co [1][2][3] lead to increased thermostability. ...
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... Magnetic properties of rapid quenched Fe 80-x Co x P 14 B 6 metallic glasses surpass characteristics of Fe 40 Ni 40 P 14 B 6 magnetosoft material (Metglas 2826) widespread in the commercial market. Really, the maximum relative differential permeability of as quenched Fe 80-x Co x P 14 B 6 ribbons is about 110000, the saturation induction B s = 1.45 T, quasistatic coercive field as low as 4 A/m, Curie temperature above 700 K, significantly higher thermal stability due to increased by 60 K crystallization temperatures, low hysteresis loss of about 0.26 W/kg in the saturation mode at frequency of 100 Hz [1][2][3]. ...
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... Although a lot of new filmy and bulk metallic glasses were discovered recently, magnetosoft Fe-, Ni, and Co-based amorphous alloys remain to be the reference materials to engineer preassigned nanocrystalline structure and to explore its relation to magnetic properties. Early it was shown that the replacement of Ni by Co in the wellknown Fe 40 Ni 40 P 14 B 6 composition raises significantly a thermal stability of metglas [1,2]. In this paper we investigate how Fe-to-Co concentration ratio defines properties of as-quenched and crystallized Fe 80-ξ Co ξ P 14 B 6 alloys. ...
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The crystallization of spin quenched metallic glasses (FeNiCo)0.75P0.16B0.06 Al0.03 has been investigated in the region near the glass transition temperature using differential scanning calorimetry. The effect of the semimetallic component on crystallization was also studied in the Fe and Co based glasses. Some glasses in the CoNi system showed two crystallization peaks and were unstable (Tx ⩽ Tg). The FeCo based glasses were least stable for Fe and Co rich compositions; the most stable glasses in this system were near x = 0.5.Apparent activation energies of crystallization ΔE, were observed to show a close correlation to the relative stability of these glasses. ΔE ranged <70 kcal/mole for more CoNi glasses. The less stable glasses showed a lower ΔE. This behavior is discussed in terms of structure relaxation.
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Differential scanning calorimetry is used to determine the crystallisation rate, , on annealing Fe80B20 glass. Crystalline spherulites nucleate randomly in position and orientation, and grow shaped as prolate ellipsoids. It is shown that the Avrami expression relating actual and extended transformed volumes is not strictly valid in this case, but taking it to be a good approximation, and using the experimental Avrami exponent of 3, a simple model for the crystallisation is developed. This assumes an isokinetic reaction with a constant number of nuclei (quenched-in), active instantly, and a time-independent growth rate at any temperature. The model successfully predicts vs T (temperature) on continuous heating, including the effects of pre-annealing. From the fit of experimental and calculated vs T curves the number of nuclei per unit volume, N, is determined. The values (∼ 1018 m−3) are in excellent agreement with direct observation. N is proportional to the inverse square of the quench rate, implying that transient nucleation is important and that the nuclei were produced homogeneously during the quench. The tenth of the ribbon next to the wheel on quenching has no quenched-in nuclei, perhaps due to the nature of the fluid flow during production.
Article
X-ray-absorption fine-structure data of the metal-absorption edges in the amorphous Fe40Ni40P14B6 and Co70(Si,B)23Mn5(Fe,Mo)2 alloys suggest segregation into microphases with different stoichiometric compositions; in the first case the material contains microphases consisting mainly of Ni and P and others of mainly Fe and B. The second material contains microphases with mainly Co-Si stoichiometry and a Mn-Fe-Mo-B mixture in the remaining part of the sample.
Article
The theory of the kinetics of phase change is developed with the experimentally supported assumptions that the new phase is nucleated by germ nuclei which already exist in the old phase, and whose number can be altered by previous treatment. The density of germ nuclei diminishes through activation of some of them to become growth nuclei for grains of the new phase, and ingestion of others by these growing grains. The quantitative relations between the density of germ nuclei, growth nuclei, and transformed volume are derived and expressed in terms of a characteristic time scale for any given substance and process. The geometry and kinetics of a crystal aggregate are studied from this point of view, and it is shown that there is strong evidence of the existence, for any given substance, of an isokinetic range of temperatures and concentrations in which the characteristic kinetics of phase change remains the same. The determination of phase reaction kinetics is shown to depend upon the solution of a functional equation of a certain type. Some of the general properties of temperature‐time and transformation‐time curves, respectively, are described and explained.
Article
Following upon the general theory in Part I, a considerable simplification is here introduced in the treatment of the case where the grain centers of the new phase are randomly distributed. Also, the kinetics of the main types of crystalline growth, such as result in polyhedral, plate‐like and lineal grains, are studied. A relation between the actual transformed volume V and a related extended volume V1 ex is derived upon statistical considerations. A rough approximation to this relation is shown to lead, under the proper conditions, to the empirical formula of Austin and Rickett. The exact relation is used to reduce the entire problem to the determination of V1 ex, in terms of which all other quantities are expressed. The approximate treatment of the beginning of transformation in the isokinetic range is shown to lead to the empirical formula of Krainer and to account quantitatively for certain relations observed in recrystallization phenomena. It is shown that the predicted shapes for isothermal transformation‐time curves correspond well with the experimental data.
Article
The theory of the preceding papers is generalized and the notation simplified. A cluster of molecules in a stable phase surrounded by an unstable phase is itself unstable until a critical size is reached, though for statistical reasons a distribution of such clusters may exist. Beyond the critical size, the cluster tends to grow steadily. The designation ``nuclei'' or ``grains'' is used according as the clusters are below or above the critical size. It is shown that a comprehensive description of the phenomena of phase change may be summarized in Phase Change, Grain Number and Microstructure Formulas or Diagrams, giving, respectively, the transformed volume, grain, and microstructure densities as a function of time, temperature, and other variables. To facilitate the deduction of formulas for these densities the related densities of the ``extended'' grain population are introduced. The extended population is that system of interpenetrating volumes that would obtain if the grains granulated and grew through each other without mutual interference. The extended densities are much more readily derivable from an analysis of the fundamental processes of granulation and growth. It is shown that, under very general circumstances, the densities of the actual grain population may be expressed simply in terms of the extended population.
Article
The dependence of the crystallization temperature on the heating rate was measured for five conventional melt spun metallic glasses. The results obtained, together with similar data taken from the literature, were analyzed using the Kissinger method. It is shown that application of this method to glass transition and crystallization of metallic glasses leads to unreasonably high apparent attempt frequencies, by many orders of magnitude above the Debye frequency. It is concluded, in accordance with some remarks available in the literature, that this method gives obscure values of the activation parameters of glass transition and crystallization of metallic glasses. A simple equation for approximate estimate of the crystallization onset activation energy of metallic glasses is proposed. © 2000 American Institute of Physics.
Article
Diffusion of several impurity atoms (Cu, Al, Au, and Sb) has been studied in Zr61Ni39 and Fe82B18 amorphous alloys. A definite correlation between the diffusion coefficient (D) and the atomic size of the diffusant is seen for the metal-metal (M–M) alloy, while it is not clear for the metal-metalloid (M–Me) alloy. Based on the present data, as well as other published data in binary amorphous alloys, empirical correlations have been found between (i) the activation energy (Q) and the energy required to form a hole of the size of the diffusing atom in the host alloy, and (ii) the pre-exponential factor (D0) and Q. While the former correlation is seen only for binary M–M type of amorphous alloys, the latter correlation is more general and holds for all types of amorphous alloys. Based on the correlation between D0 and Q, it is proposed that there are two distinct mechanisms of diffusion in amorphous alloys.
Article
This review seeks to summarize the recent developments in the synthesis, structural characterization, properties, and applications in the fields of amorphous, bulk amorphous, and nanocrystalline soft magnetic materials. Conventional physical metallurgical approaches to improving soft ferromagnetic properties have relied on the optimization of chemical and microstructural features. Within the last decade, the development and rapid increase in research of nanocrystalline materials has shown that through proper modifications, revolutionary contributions can be made to better materials’ properties. A wide range of materials’ properties are examined in this review, including: kinetics and thermodynamics, structure, microstructure, and intrinsic and extrinsic magnetic properties.
Article
A model for the glass crystallization at constant rate heating is presented. Based on the model a technique for determination of the constants involved in the classical equations for the rates of homogeneous nucleation and linear crystal growth is derived. The effect of the heating rate (in the wide range from 2×10-2 to 16 K s-1) on the temperature of crystallization as well as on the average grain size in fully crystallized specimens of Fe40Ni40P14B6 and Fe80B20 metallic glasses has been studied. The values of the interface diffusion coefficient, the rates of nucleation and growth and the volume density of quenched-in nuclei deduced in the present study are in good agreement with those derived from direct observations. It has been confirmed that crystallization of Fe80B20 occurs mainly by the three-dimensional growth of the pre-existing crystallites while the Avrami exponent for the Fe40Ni40P14B6 glass exceeds 4 implying non-steady-state nucleation. It has been demonstrated that the proposed model allows one to generalize the isothermal and non-isothermal kinetic crystallization curves.
Article
The saturation magnetization σ s and Curie temperature T c for amorphous (Fe 1-x Co x ) 62.5 Si 12.5 B 25 alloys are found to decrease monotonically with increasing Co concentration. The variation of crystallization temperature T cr with x shows a linear increase. These results are different from those of amorphous Fe‐Co‐based alloys with composition near 20 at. % (Si+B). The crystalline samples with x≤0.3 produce a single phase with Cr 5 B 3 ‐type structure. When the Co concentration x is richer than 0.6, the unidentified phase appears, and its Curie temperature drops with x from 910 K for x=0.6 to 426 K for x=1.0.  
Article
Annealing of amorphous precursor alloys, with compositions ( Fe,Co) 88 M 7 B 4 Cu 1 (M=Zr, Nb, Hf), above their primary crystallization temperature results in the nanocrystallization of the ferromagnetic α-FeCo phase. This work describes results of the characterization of these alloys, including morphological and chemical stability of the α-FeCo phase, examination of alloy compositions, and development of a pseudo-Slater–Pauling curve for the amorphous precursor alloys. Samples with the composition Fe 44 Co 44 Zr 7 B 4 Cu 1 were annealed at 600 °C for 10, 31, 100, 308, 1000, and 3072 h in Ar and examined by x-ray diffraction (XRD) and transmission electron microscopy (TEM). Scherrer analysis of x-ray peak breadths was used to infer only a slight increase in the grain size of the sample annealed for 3072 h (∼60 nm) compared to the samples annealed for short times (∼40 nm). TEM studies revealed a distribution of grain sizes in the material with an average grain size of 42 nm for the 3072 h annealed sample. Samples annealed at higher temperatures exhibited the additional minority phases ( Fe,Co) 3 Zr and ZrO. XRD analysis of the samples annealed for extended times at 600 °C do not indicate any formation of these phases, even in the sample annealed for 3072 h. TEM indicates the formation of minority phases, probably resulting from the devitrification of the amorphous grain-boundary phase and/or oxidation upon extended annealing. Differential - scanning calorimetry results on alloys of composition ( Fe 0.5 Co 0.5 ) 89 Zr 7 B 4 and ( Fe 0.65 Co 0.35 ) 88 Zr 7 B 4 Cu 1 show primary crystallization temperatures of 495 and 480 °C, respectively. © 2000 American Institute of Physics.
Article
Approximations of the Gibbs free energy change for crystallization of an undercooled liquid. ΔG, are discussed and compared. When liquid heat capacity data are available, ΔG can be approximated to various degrees of accuracy depending on the completeness of the data. In the absence of these data, it is necessary to make further approximations. It is shown that Turnbull's [4] simple linear approximation for ΔG is generally applicable to pure metals. A new expression is proposed for use with easy glass forming alloys such as Au81.4Si18.6. An approximation due to Hoffman [1] is not appropriate for use with metals and alloys but is adequate for use with organic substances, such as ortho-terphenyl.
Article
An ageing study or the amorphous alloy, Metglas 2826, has been carried out to examine its high temperature response, in particular to establish whether any change in crystallisation mode occurs at higher temperatures and to attempt a better understanding of the factors controlling the transformation kinetics. At all temperatures, crystallisation takes place by the nucleation and growth of the same eutectic-like crystals. Analysis of the transformation kinetics and microstructures allowed a determination of nucleation and crystal growth rates. The growth rate increases with temperature and can be regarded as diffusionally dependent: values for diffusion parameters may be deduced. The nucleation rate has a maximum at an intermediate temperature range and has been examined on the basis of homogeneous nucleation theory: activation energies for nucleation are shown to vary with temperature in a consistent manner and in reasonable agreement with established material parameters.
Article
Application of amorphous soft magnets in electric-utility and industrial transformers are increasingly being adopted, helping to solve global warming and energy-saving problems. In addition, amorphous metal-based magnetic components are used in power electronics, telecommunication equipment, sensing devices, electronic article surveillance systems, etc. Some magnetic inductors find applications in pulse power devices, automotive ignition coils, and electric power conditioning systems. All of these applications are possible because of faster flux reversal, lower magnetic loss and more versatile property modification achievable in amorphous alloys. Improvements in materials processing and device fabrication technology will continue to take place, which will further increase the universe of application of amorphous soft magnets. Some fundamental problems associated with the applications are mentioned.
Article
Thermal analysis methods are widely used to study crystallization kinetics in amorphous solids. The experimental data is frequently interpreted in terms of the Johnson–Mehl–Avrami (JMA) nucleation-growth model. This paper discusses the limits of such an approach. A simple and convenient method is proposed to verify the applicability of the JMA model as well as the basic assumptions of kinetic analysis. It is shown that the two parameter autocatalytic model includes the JMA model and that is a plausible description of the crystallization kinetics. The main advantage of this model is its flexibility in describing quantitatively the kinetics of complex crystallization processes. The experimental data for crystallization of a chalcogenide glass and zirconia gel analyzed in this paper clearly demonstrate the rather complex nature of these processes. As a consequence, it is very difficult to explore the real mechanism of the crystallization unless some complementary studies are made.
Article
Compositional dependence of saturation magnetization, magnetostriction and creep-induced magnetic anisotropy is investigated in amorphous (Fe1-xCox)85B15 alloys. A close correlation of the three quantities was found. An anomaly centred at x=0.25 may indicate chemical short-range order of the Fe3Co type in this concentration range. An explanation of the creep-induced anisotropy behaviour based on the bond-orientational anisotropy model is presented. It takes into account both the short-range ordering in the shear centres and medium-range deformations of their surroundings