Structural Changes of Co 70 Fe 5 Si 10 B 15 Amorphous Alloy Induced During Heating Professor Dragica M. Minić Faculty of Physical Chemistry, University.

Slides:



Advertisements
Similar presentations
Phase Transformation of Co 70 Fe 5 Si 10 B 15 Amorphous Alloy Induced by Heating D.M. Minić 1, A.M. Maričić 2, R.Z. Dimitrijević 3, 1Faculty of Physic.
Advertisements

Chapter 16 Section 1.
OFFLINE COMPOSITION MEASURING SENSORS
11 MODIFICATION OF AMORPHOUS Co-BASED METAL ALLOY BY SHOCK-WAVE LOADING A.Z.Bogunov, R.S.Iskhakov, V.I.Kirko, A.A.Kuzovnikov JSC « Pulse technologies »
Experimental Investigation and Mathematical Modeling of Cold-Cap Behavior in HLW Melter D. Pierce, J. Chun, P. Hrma, J. Rice, R. Pokorny, M. Schweiger.
Preparation & Characterization of heterogeneous catalyst
Physical Chemistry I (TKK-2246) 13/14 Semester 2 Instructor: Rama Oktavian Office Hr.: M.13-15, Tu , W , Th.
Matter: Properties & Change
Temperature, Heat, and the First Law of Thermodynamics
Chemical and Physical Changes
Chapter 10 Phase Transformations in Metals (1)
Crystal Structural Behavior of CoCu₂O₃ at High Temperatures April Jeffries*, Ravhi Kumar, and Andrew Cornelius *Department of Physics, State University.
Thermodynamic relations for dielectrics in an electric field Section 10.
Chapter 6 Interpretation of Phase Diagrams Phase diagrams summarize in graphical form the ranges of temperature (or pressure) and composition over which.
LIQUIDS AND SOLIDS. LIQUIDS: Why are they the least common state of matter? 1. Liquids and K.M.T.  Are particles in constant motion? Spacing? Kinetic.
Interfacial transport So far, we have considered size and motion of particles In above, did not consider formation of particles or transport of matter.
Solidification and Grain Size Strengthening
Submitted By:- Nardev Kumar Bajaj Roll NO Group-C
HEAT 1. Heat cont… Heat Consist of the following (i) Thermometry (Thermometers) (ii) Heat Transfer -Thermal Conduction -Thermal Convection -Thermal Radiation.
Chapter 10 Liquids & Solids
Compare solids, liquids, and gases.
Chapter 7 X-Ray diffraction. Contents Basic concepts and definitions Basic concepts and definitions Waves and X-rays Waves and X-rays Crystal structure.
Chapter 18 Temperature, Heat, and the First Law of Thermodynamics.
Chapter 13 States Of Matter.
The kinetic theory is an explanation of how _______ in matter behave. Kinetic Theory 16.1.
Chapter 13: States of Matter
STATES OF MATTER Chemistry CP.
Chapter 12 Liquids, Solids, and Intermolecular Forces.
Dispersion Strengthening by Heat Treatment Chapter 11a – 4 th Edition Chapter 12a- 5 th Edition.
The Nature of Matter Mr. Gilbertson Chemistry Chapter 3 Solids, Liquids, and Gases.
The Kinetic-Molecular Theory of Gases
Microstructure and Phase Transformations in Multicomponent Systems
A study of Fe – substituted (La 0.8 Sr 0.2 ) 0.95 MnO 3-y as cathode material for solid oxide fuel cells B. N. Wani, Mrinal Pai, S.J. Patwe, S. Varma,
Chapter 13: States of Matter
X-Ray Diffraction Dr. T. Ramlochan March 2010.
Table of Contents Chapter Preview 3.1 States of Matter
STATES OF AGGREGATION AND CRYSTAL STRUCTURES.  Any material may be in either of the following state. Gas state Gas state Liquid state Liquid state Solid.
GPS S8P1. Students will examine the scientific view of the nature of matter. b. Describe the difference between pure substances (elements and compounds)
Chapter 13 States of Matter Read pgs Kinetic Molecular Theory The kinetic molecular theory describes the behavior of gases in terms of particles.
Chapter 11. Liquids, Solids & Forces of Attraction
Meta-stable Sites in Amorphous Carbon Generated by Rapid Quenching of Liquid Diamond Seung-Hyeob Lee, Seung-Cheol Lee, Kwang-Ryeol Lee, Kyu-Hwan Lee, and.
Metals I: Free Electron Model
Welding Inspection and Metallurgy
Metallurgy of steel When carbon in small quantities is added to iron, ‘Steel’ is obtained. The influence of carbon on mechanical properties of iron is.
Second law of thermodynamics. It is known from everyday life that nature does the most probable thing when nothing prevents that For example it rains.
Pressure – Volume – Temperature Relationship of Pure Fluids.
Condensed States of Matter: Liquids and Solids Chapter 14
Chapter 13.  The skunk releases its spray! Within seconds you smell that all-too-familiar foul odor. You will discover some general characteristics of.
The kinetic theory is an explanation of how particles in matter behave. Kinetic Theory 16.1.
EBB 512 – Phase Diagram and Equilibria Lecture 1.
Chapter #12 States of Matter Inter-particle Forces.
The 3 States of Matter. Kinetic Theory : Concepts for “States” of Matter All atoms and molecules are always in Motion Molecules in solids, liquids and.
Kinetic analysis of Temperature Programmed Reduction R. Jude vimal Michael National Centre for Catalysis Research 31 January 2009.
Physical Behavior of Matter Review. Matter is classified as a substance or a mixture of substances.
Chapter 3 Solids, Liquids & Gases
THERMAL ANALYSIS FOR PREFORMULATION TRIALS
Chapter 7 in the textbook Introduction and Survey Current density:
CHAPTER 14: LIQUIDS AND SOLIDS.  Condensed State- substances in these states have much higher densities than they do in the gaseous state CONDENSED.
Phase Transformation by Dr.Srimala.
DO NOW IN M.C. PACKET MATTER QUESTIONS AIM: REGENTS REVIEW TOPIC 4 – MATTER.
Liquids and Solids. Intermolecular Forces  Intermolecular Forces are the attraction between molecules  They vary in strength, but are generally weaker.
CHARACTERIZATION OF THE STRUCTURE OF SOLIDS
Physical Behavior of Matter Review
UNIT - 4 HEAT TRANSFER.
Temperature, Heat, and the First Law of Thermodynamics
Lecture 49 More on Phase Transition, binary system
Electrochemical synthesis and properties of Fe-W powder
Gases, Liquids and Solids
Temperature, Heat, and the First Law of Thermodynamics
Created by C. Ippolito June 2007
Presentation transcript:

Structural Changes of Co 70 Fe 5 Si 10 B 15 Amorphous Alloy Induced During Heating Professor Dragica M. Minić Faculty of Physical Chemistry, University Belgrade or Telephon: or or

Introduction Introduction The amorphous metallic alloys represent a class of materials characterized by structure with absence of the long range order. For multi-component alloys this is more universal feature. The amorphous metallic alloys represent a class of materials characterized by structure with absence of the long range order. For multi-component alloys this is more universal feature. As the first approach, amorphous alloys can be considered as two or multi-components solid solutions, like a liquid solutions. However, they posses the typical properties of solids. As the first approach, amorphous alloys can be considered as two or multi-components solid solutions, like a liquid solutions. However, they posses the typical properties of solids. According to intensive experimental investigations, the amorphous alloys can be obtained practically in any multi-component system, by rapid cooling of liquid metals, alloys or their vapors condensing on a cold support, but the other methods used for achieving strong non- equilibrium conditions can be use too. According to intensive experimental investigations, the amorphous alloys can be obtained practically in any multi-component system, by rapid cooling of liquid metals, alloys or their vapors condensing on a cold support, but the other methods used for achieving strong non- equilibrium conditions can be use too. Synthesized alloys in forms of ribbon or wire represent a new materials with an interesting combination of physical properties that make them very attractive from the technical point of view. Synthesized alloys in forms of ribbon or wire represent a new materials with an interesting combination of physical properties that make them very attractive from the technical point of view.

The amorphous state of matter is, however, structurally and thermodynamically unstable and very susceptible to partial or complete crystallization during thermal treatment or nonisothermal compacting. The latter imposes the knowledge of alloys stability in a broad temperature range due to different crystallization processes which appears during heating. The amorphous state of matter is, however, structurally and thermodynamically unstable and very susceptible to partial or complete crystallization during thermal treatment or nonisothermal compacting. The latter imposes the knowledge of alloys stability in a broad temperature range due to different crystallization processes which appears during heating. By annealing below the crystallization temperature this material undergoes structural relaxation processes including two competitive processes: free volume decrease, which lowers the rate of diffusion mass transport, and arranging process which brings the alloy closer to the crystalline state by increasing its readiness for crystallization. By annealing below the crystallization temperature this material undergoes structural relaxation processes including two competitive processes: free volume decrease, which lowers the rate of diffusion mass transport, and arranging process which brings the alloy closer to the crystalline state by increasing its readiness for crystallization. Physical features of amorphous metal alloys are irreversibly changed in the process of structural relaxation occurring slightly below the crystallization temperature. Physical features of amorphous metal alloys are irreversibly changed in the process of structural relaxation occurring slightly below the crystallization temperature. Kinetic properties of amorphous alloys show a correlation between the physical nature of anomalous behavior of electronic states density at the Fermi level, thermal conductivity, heat capacitance and electrical resistivity and structural inhomogeneities in these materials. Kinetic properties of amorphous alloys show a correlation between the physical nature of anomalous behavior of electronic states density at the Fermi level, thermal conductivity, heat capacitance and electrical resistivity and structural inhomogeneities in these materials.

Recently, a giant magnetoimpedance (GMI) effect, discovered in the amorphous alloys, has generated growing interest among researchers and manufacturers because of their practical use for magnetic sensing and recording applications. Among these alloys, those from the quaternary Co-Fe-Si-B system have attracted considerable attention in recent years. However, the physical properties of this amorphous alloy systems are strongly dependent on composition, the cooling rate, oblique of alloy, subsequent thermal treatment etc. Recently, a giant magnetoimpedance (GMI) effect, discovered in the amorphous alloys, has generated growing interest among researchers and manufacturers because of their practical use for magnetic sensing and recording applications. Among these alloys, those from the quaternary Co-Fe-Si-B system have attracted considerable attention in recent years. However, the physical properties of this amorphous alloy systems are strongly dependent on composition, the cooling rate, oblique of alloy, subsequent thermal treatment etc.

Our recent published results on Co 84 Fe 5 Si 8.5 B 2.5 amorphous alloy shows that crystallization occurs via three steps. Our recent published results on Co 84 Fe 5 Si 8.5 B 2.5 amorphous alloy shows that crystallization occurs via three steps. The first two steps, nucleation and formation of microcrystallites between 530 and 540 C are insufficient to give measurable XRD changes. The first two steps, nucleation and formation of microcrystallites between 530 and 540 C are insufficient to give measurable XRD changes. The real crystallization process takes place during the last step at temperatures above 800 C. The real crystallization process takes place during the last step at temperatures above 800 C. Our results obtained on Co 70 Fe 5 Si 10 B 15 amorphous alloy by measuring the thermo-electromotive force during isothermal annealing at temperatures under crystallization point shows influence of the change free electron state density at the Fermi level on electrical an magnetic properties of investigated alloy. Our results obtained on Co 70 Fe 5 Si 10 B 15 amorphous alloy by measuring the thermo-electromotive force during isothermal annealing at temperatures under crystallization point shows influence of the change free electron state density at the Fermi level on electrical an magnetic properties of investigated alloy. To explain the mentioned influences, in this study, we investigated the thermal stability and structural transformations of Co 70 Fe 5 Si 10 B 15 amorphous alloy in broad interval from ambient temperature to 1000 C. To explain the mentioned influences, in this study, we investigated the thermal stability and structural transformations of Co 70 Fe 5 Si 10 B 15 amorphous alloy in broad interval from ambient temperature to 1000 C.

Experimental procedure Experimental procedure A thirty-micrometer-thick ribbon of the Co 70 Fe 5 Si 10 B 15 amorphous alloy, prepared in the Baykov Institute of Metallurgy in Moscow by the melt spinning method, was used as a sample in our research. A thirty-micrometer-thick ribbon of the Co 70 Fe 5 Si 10 B 15 amorphous alloy, prepared in the Baykov Institute of Metallurgy in Moscow by the melt spinning method, was used as a sample in our research. The thermal stability was investigated by non-isothermal analysis (DSC) using a Du Pont Thermal Analyzer (model 1090). In this case, samples of about several milligrams were heated in the DSC cell from room temperature to 700 °C, at heating rates of 5, 10, 15, 20 and 40 C/min, in a stream of nitrogen at ambient pressure. The thermal stability was investigated by non-isothermal analysis (DSC) using a Du Pont Thermal Analyzer (model 1090). In this case, samples of about several milligrams were heated in the DSC cell from room temperature to 700 °C, at heating rates of 5, 10, 15, 20 and 40 C/min, in a stream of nitrogen at ambient pressure.

The X-ray powder diffraction patterns were recorded on a Philips PW-1710 automated diffractometer using a Cu tube operated at 40 kV and 30 mA. The X-ray powder diffraction patterns were recorded on a Philips PW-1710 automated diffractometer using a Cu tube operated at 40 kV and 30 mA. The instrument was equipped with a diffracted beam curved graphite monochromator and Xe-filled proportional counter. The instrument was equipped with a diffracted beam curved graphite monochromator and Xe-filled proportional counter. For routine characterization diffraction data were collected in the range of Bragg angles, counting for 1 second. For routine characterization diffraction data were collected in the range of Bragg angles, counting for 1 second. Diffraction data for a crystallite size measurements between 40 to 50 Bragg angles were collected using a 4 seconds scan at 0,02 steps. A fixed 1 divergence and 0.1 mm receiving slits were used. Silicon powder was used as an external standard for calibration of diffractometer. Diffraction data for a crystallite size measurements between 40 to 50 Bragg angles were collected using a 4 seconds scan at 0,02 steps. A fixed 1 divergence and 0.1 mm receiving slits were used. Silicon powder was used as an external standard for calibration of diffractometer. All XRD measurements were recorded on a solid samples in a form of ribbon at ambient temperature. Prior to XRD experiment the samples were heated to the elevated temperatures for 20 minutes in the nitrogen atmosphere. All XRD measurements were recorded on a solid samples in a form of ribbon at ambient temperature. Prior to XRD experiment the samples were heated to the elevated temperatures for 20 minutes in the nitrogen atmosphere.

The unit cell dimensions of alloys formed at 1000 C were calculated from powder data by least square refinement procedure using program Lsucripc. The unit cell dimensions of alloys formed at 1000 C were calculated from powder data by least square refinement procedure using program Lsucripc. The face centered cubic unit cell dimensions and Fm3m space group for Co found in JCPDF data base (file card ), were applied as a starting parameters for least square procedure. The face centered cubic unit cell dimensions and Fm3m space group for Co found in JCPDF data base (file card ), were applied as a starting parameters for least square procedure. Crystallite size dimensions i.e. the length of coherent ordered structure ( DHKL Å), were determined by using an interactive Windows program for profile fitting and size analysis Winfit. Crystallite size dimensions i.e. the length of coherent ordered structure ( DHKL Å), were determined by using an interactive Windows program for profile fitting and size analysis Winfit. Full-width at half-maximum (FWHM) values of the (111) peaks at Bragg angle 2 =44.9, were fitted assuming a Pearson VII function for a profile. Full-width at half-maximum (FWHM) values of the (111) peaks at Bragg angle 2 =44.9, were fitted assuming a Pearson VII function for a profile.

Results and discussion Results and discussion Thermal investigations Thermal investigations To estimate the ability of alloys to form amorphous phases and to define their thermal stability the kinetics of crystallization during heating is usually investigated. To estimate the ability of alloys to form amorphous phases and to define their thermal stability the kinetics of crystallization during heating is usually investigated. For this purpose thermal analysis is the most frequently used methods. Using different heating rates and measuring one property, proportionally connected with the degree of conversion, the dependence of conversion rate on temperature and time can be determined. For this purpose thermal analysis is the most frequently used methods. Using different heating rates and measuring one property, proportionally connected with the degree of conversion, the dependence of conversion rate on temperature and time can be determined. The general equation enabling the analysis of conversion kinetics for nucleation and growth of particles of new phase was proposed by Avrami The general equation enabling the analysis of conversion kinetics for nucleation and growth of particles of new phase was proposed by Avrami Where ( ), n and are degree of transformed, Avrami constant volume, frequency factor and activation energy, respectively. Where ( ), n and are degree of transformed, Avrami constant volume, frequency factor and activation energy, respectively.

From this equation by using various approaches for the transition to constant rates of heating and by checking the characteristic temperatures corresponding to the definite part of conversion ( ), we can obtain expressions for calculation of activation energy of processes known as Ozawas equation: From this equation by using various approaches for the transition to constant rates of heating and by checking the characteristic temperatures corresponding to the definite part of conversion ( ), we can obtain expressions for calculation of activation energy of processes known as Ozawas equation: and Kissingers equation : and Kissingers equation : where C1 and C2 are constants. where C1 and C2 are constants. The linearity criterion of the experimental data plotted in the corresponding coordinates is usually taken as a proof of reliability of one or another equation. The linearity criterion of the experimental data plotted in the corresponding coordinates is usually taken as a proof of reliability of one or another equation.

According to DSC measurements, the alloy crystallizes step by step with two well formed exothermal maxima at temperatures at about T1=460 C and T2=540 C, respectively. According to DSC measurements, the alloy crystallizes step by step with two well formed exothermal maxima at temperatures at about T1=460 C and T2=540 C, respectively. DSC curve of initial amorphous Co 70 Fe 5 Si 10 B 15 alloy; heating rate10 C/min. DSC curve of initial amorphous Co 70 Fe 5 Si 10 B 15 alloy; heating rate10 C/min.

The thermal and kinetic values of the crystallization process were determined by analyzing the shifts of exothermal maxima in DSC thermograms depending on the heating rate. The thermal and kinetic values of the crystallization process were determined by analyzing the shifts of exothermal maxima in DSC thermograms depending on the heating rate. The Activation energy plots, for both steps of crystallization according Ozawa

The Activation energy plots, for both steps of crystallization according Kissinger:

The thermal and kinetic parameters process of crystallization The thermal and kinetic parameters process of crystallization It is interesting to note the high values of the calculated activation energies of amorphous alloy crystallization processes. It is interesting to note the high values of the calculated activation energies of amorphous alloy crystallization processes. StepEa[kJ/mol]OzawaEa[kJ/mol]Kissingerk[1/s] t 1/2 [1/s]

The activation energy of solid state reactions proceeding through formation of nuclei and their growth, according to opinion of some researches, has no physical meaning but only empirical character and practically establishes only the dependence of the rate of conversion on temperature. The activation energy of solid state reactions proceeding through formation of nuclei and their growth, according to opinion of some researches, has no physical meaning but only empirical character and practically establishes only the dependence of the rate of conversion on temperature. This energy can be spent, not only for overcoming the activation barrier but, mainly for its downturn due to cooperative displacement of atoms. This energy can be spent, not only for overcoming the activation barrier but, mainly for its downturn due to cooperative displacement of atoms. Thus in experiments, the total value of energy spent both, for down-turning the potential activation barrier and for its overcoming is determined. The opinion that the elementary act of solid state conversion is accompanied by simultaneous correlated displacement of groups of atoms is especially relevant to the process of crystallization of amorphous alloys, which is well described by the kinetics of viscous flow characterized by the simultaneous movement of atom collectives. Thus in experiments, the total value of energy spent both, for down-turning the potential activation barrier and for its overcoming is determined. The opinion that the elementary act of solid state conversion is accompanied by simultaneous correlated displacement of groups of atoms is especially relevant to the process of crystallization of amorphous alloys, which is well described by the kinetics of viscous flow characterized by the simultaneous movement of atom collectives. Finely, the crystallization of amorphous alloys is a very complicated process accompanied by nucleation and growth of various crystal phases under continuously varied conditions of chemicals surroundings in a zone of conversion. Obviously, such a process occurs not only with the single value of activation energy and not by formation of a single configuration of activated complex. In practice, with the multitude of probable ways of conversions, only those mechanisms and activated complexes of the crystallization process will be realized that are the most probable at a given temperature. Any change of crystallization conditions, such as heating rate, can result in a change of the mechanism and main activation complex of the crystallization process. Thus high values of activation energy of crystallization of amorphous alloys, first of all, indicates that a lot of atoms participate in an elementary act of structure reorganization, as well as high complexity of these processes. Finely, the crystallization of amorphous alloys is a very complicated process accompanied by nucleation and growth of various crystal phases under continuously varied conditions of chemicals surroundings in a zone of conversion. Obviously, such a process occurs not only with the single value of activation energy and not by formation of a single configuration of activated complex. In practice, with the multitude of probable ways of conversions, only those mechanisms and activated complexes of the crystallization process will be realized that are the most probable at a given temperature. Any change of crystallization conditions, such as heating rate, can result in a change of the mechanism and main activation complex of the crystallization process. Thus high values of activation energy of crystallization of amorphous alloys, first of all, indicates that a lot of atoms participate in an elementary act of structure reorganization, as well as high complexity of these processes.

X-ray powder diffraction investigations X-ray powder diffraction investigations

It is obvious that initial sample, a, pass through successive phase transformations during heating treatment. Between ambient temperature and 300 C, initial alloy retains amorphous properties what is consistent with SEM investigations. It is obvious that initial sample, a, pass through successive phase transformations during heating treatment. Between ambient temperature and 300 C, initial alloy retains amorphous properties what is consistent with SEM investigations. Prolonged heating between 400 and 500 C induces amorphous alloy crystallization to, at least, two unidentified intermediary crystalline phases, (curves b and c). One of these two phases with characteristic peak at 2 =44.20, is more abundant and represent the (111) inter-planar distance of Co-rich FCC cubic crystal lattice. The phase is always present at 400 C, b, which means that its crystallization from amorphous matrix started earlier between 300 and 400. In other words, thermally induced elemental segregation in amorphous ribbon always starts in aforementioned temperature region. The alloy segregation/crystallization processes induced by heating are monitored also by appearance of dendritic forms in SEM micrographs taken between 400 and 500 C. Prolonged heating between 400 and 500 C induces amorphous alloy crystallization to, at least, two unidentified intermediary crystalline phases, (curves b and c). One of these two phases with characteristic peak at 2 =44.20, is more abundant and represent the (111) inter-planar distance of Co-rich FCC cubic crystal lattice. The phase is always present at 400 C, b, which means that its crystallization from amorphous matrix started earlier between 300 and 400. In other words, thermally induced elemental segregation in amorphous ribbon always starts in aforementioned temperature region. The alloy segregation/crystallization processes induced by heating are monitored also by appearance of dendritic forms in SEM micrographs taken between 400 and 500 C.