Chapter 10 Magnetic Properties Introduction 10

Slides:



Advertisements
Similar presentations
CHAPTER 9 Beyond Hydrogen Atom
Advertisements

c18cof01 Magnetic Properties Iron single crystal photomicrographs
Ferromagnetism.
DIFFERENT TYPES OF MAGNETIC MATERIAS (a) Diamagnetic materials and their properties  The diamagnetism is the phenomenon by which the induced magnetic.
P461 - Semiconductors1 Superconductivity Resistance goes to 0 below a critical temperature T c element T c resistivity (T=300) Ag mOhms/m Cu
Magnetic Materials.
1 Contents 7.5 Magnetic properties of materials 7.6 Soft ferromagnetic materials 7.7 Hard ferromagnetic materials 7.8 Paramagnetism and diamagnetism Lecture.
MSE-630 Magnetism MSE 630 Fall, 2008.
Week 14: Magnetic Fields Announcements MatE 153, Dr. Gleixner 1.
P461 - magnetism1 Magnetic Properties of Materials H = magnetic field strength from macroscopic currents M = field due to charge movement and spin in atoms.
1 8.1Atomic Structure and the Periodic Table 8.2Total Angular Momentum 8.3Anomalous Zeeman Effect Atomic Physics CHAPTER 8 Atomic Physics What distinguished.
Content Origins of Magnetism Kinds of Magnetism Susceptibility and magnetization of substances.
LECTURE 22 More Atom Building PHYSICS 420 SPRING 2006 Dennis Papadopoulos.
1 8.1Atomic Structure and the Periodic Table 8.2Total Angular Momentum 8.3Anomalous Zeeman Effect Atomic Physics CHAPTER 8 Atomic Physics What distinguished.
Electronic Configuration Pauli exclusion principle – no two electrons in an atom can have the same four quantum numbers.
Maxwell’s Equations; Magnetism of Matter
Magnetism III: Magnetic Ordering
MAGNETIC MATERIALS  Origin of Magnetism  Types of Magnetism  Hard and Soft Magnets Magnetic Materials – Fundamentals and Device Applications Nicola.
Magnetic Properties of Materials
LECTURE 1 CONTENTS BASIC DEFINITION CLASSIFICATION OF CONDUCTORS
Atomic Structure and the periodic table. 8.1Atomic Structure and the Periodic Table 8.2Total Angular Momentum 8.3Anomalous Zeeman Effect For me too,
CHAPTER 6 ELECTRONIC STRUCTURE OF THE ATOM. COULOMB’S LAW (POTENTIAL ENERGY FORM)
Prof. Harvinder Kaur P G Govt College for Girls, Sector 11, Chandigarh.
Diamagnetism and Paramagnetism Physics 355. Free atoms… The property of magnetism can have three origins: 1.Intrinsic angular momentum (Spin) 2.Orbital.
Lecture 37: FRI 21 NOV CH32: Maxwell’s Equations III James Clerk Maxwell ( ) Physics 2113 Jonathan Dowling.
Lecture 19 Magnetism and Matter Learning Objective: to examine some aspects of magnetic properties of materials Transformers Motors Generators (for examples)
1 Magnetism GLY 4200 Fall, Early Observations of Magnetism Ancient Greeks, especially those near the city of Magnesia, and Chinese, observed natural.
Chapter 7 Atomic Energies and Periodicity Department of Chemistry and Biochemistry Seton Hall University.
AP Notes Chapter 7 Electron Configuration Magnetism Periodic Trends.
Lecture X Magnetism and Matter Learning Objective: to examine some aspects of magnetic properties of materials.
c18cof01 Magnetic Properties Iron single crystal photomicrographs
Chapt. 4 Magnetic properties of materials Prof. Kee-Joe Lim School of Electrical and Computer Engineering.
Para, Dia and Ferromagnetism. Magnetization The presence (or absence) of a significant magnetic moment for atoms will govern how they respond to magnetic.
Lecture 18 Chapter 32 Outline Gauss Law for Mag Field Maxwell extension of Ampere’s Law Displacement Current Spin/ Orbital Mag Dipole Moment Magnetic Properties.
Theory of EMF Presentation By: Abdul Latif Abro (K12EL05)
Cytomechanics of Osteoblasts and Osteoblast-like cells Dept. of Experimental Orthopaedics and Biomechanics Prof. Dr.David B.Jones.
SILVER OAK COLLEGE OF ENGG. & TECHNOLOGY SUBJECT :- Magnetic Material Prepared by :- JAY DESAI Branch :- Computer Roll no. :- CE – A 26 Enrollment no.
Lecture 8 1 Ampere’s Law in Magnetic Media Ampere’s law in differential form in free space: Ampere’s law in differential form in free space: Ampere’s law.
The Science & Engineering of Materials Magnetic Materials [ 자성 재료 ] Chapter 19. Magnetic Materials 1. 오디오와 비디오카세트는 어떤 재료로 만들어지는가 ? 2. 무엇이 자석의 힘에 영향을 주는가.
Magnetic Properties from Molecules to Solids
General Chemistry: An Integrated Approach Hill, Petrucci, 4th Edition
Chapter 41 Atomic Structure
Today’s objectives - Magnetic Properties I
The Periodic Table Chapter 8
Magnetic properties of Materials
Atomic Structure and the Periodic Table
Chapter 21: Magnetism Section 21.1 Magnets and Magnetic Fields
© 2011 Cengage Learning Engineering. All Rights Reserved.
MAGNETIC MATERIALS. MAGNETIC MATERIALS – Introduction MAGNETIC MATERIALS.
Properties of Groups Chapter 7 part II.
Classical Statistical Mechanics:
The Molecular Nature of Matter and Change
Superconductivity Res. T
Chapter 41 Atomic Structure
Electron Arrangement in Atoms
Ferromagnetism.
Nuclear Magnetic Resonance (NMR) Spectroscopy
Chapter 8: Periodic properties of the elements
Structure & Properties of Matter
Chapter6 Atomic Structure,the Pauli Principle, the Periodic Table
Chapter – 1 Atomic Spectroscopy
Quantum Mechanical Considerations
Magnetism.
Magnetic Properties of Coordination Compounds
Magnetic Properties of Complexes
Classical Statistical Mechanics:
CHEM 251 INORGANIC CHEMISTRY Chapter 4.
Chapter 8: Periodic properties of the elements
Wiess field model of Paramagnetism. Wiess field model of paramagnetism In the ferromagnetic materials the magnetic moments (spins) are magnetized spontaneously.
Introduction Presentation
Presentation transcript:

Chapter 10 Magnetic Properties 10. 1 Introduction 10 Chapter 10 Magnetic Properties 10.1 Introduction 10.2 Physical Basis of Magnetism 10.3 Classification of Magnetic Materials 10.4 Diamagnetism and Para-magnetism 10.5 Ferromagnetism 10.6 Anti-ferromagnetism and Ferrimagnetism 10.7 Devices and Applications 10.7.1 Permanent magnets 10.7.2 Transformer cores 10.7.3 Magnetic Storage Devices

10.3 Classification of Magnetic Materials Based on the extent and nature of the interaction between electrons in the solid and an external magnetic field it is possible to group materials into five classes. Three of the classes of magnetic materials-paramagnetic, diamagnetic, and anti-ferromagnetic solids---show almost no response to external magnetic fields . In contrast ferromagnetic and ferromagnetic materials interact strongly with external magnetic fields and are used in a variety of magnetic applications, including electrical transformers, information storage devices (magnetic tapes and computer disks), motors and generators and loudspeakers.

10.4 Diamagnetism and Para-magnetism Diamagnetism and Para-magnetism are both weak forms of interaction between solids and external magnetic fields. In diamagnetic solids the internal magnetic field is anti-parallel to the external field, while in paramagnetic solids the internal and external fields point in the same direction. The orbital motion of an electron around its nucleus always results in a contribution to the diamagnetic response of a material. The electron’s spin, however, may lead to a paramagnetic contribution.

What factors determine whether a material will be dia-or paramagnetic What factors determine whether a material will be dia-or paramagnetic? Diamagnetism is usually observed in solids composed of atoms with completely filled electron shells. The reason is that in a filled shell there are equal numbers of electrons with positive and negative spins, so that the total magnetic moment (from spin) is zero. Examples of diamagnetic materials include most ionic and covalent crystals, almost all organic compounds including polymers, and some metals, notably Cu, Ag, and Au. The interaction between a diamagnetic solid and an external field is very weak. In fact, the magnitude of χ for most diamagnetic solids is on the order of 10-4 to 10-5. as such, diamagnetic materials find few magnetic applications.

Para-magnetism is related to the magnetic moment resulting from unpaired electrons in unfilled inner electron shells (unpaired electrons in the valence shell do not contribute to paramagnetic behavior). Thus, most transition metals are paramagnetic. Figure 10-3 shows the distribution of electron spins in the 3d shells of some transition metals. The number of unpaired spins per atom can be found using Hund’s rule, which states that in an unfilled shell the number of unpaired spins will be as large as possible within the constraints of the Pauli exclusion principle. As with diamagnetic solids, the strength of the interaction between a paramagnetic material and an external magnetic field is limited (χ is on the order of 10-2 to 10-3). As a result paramagnetic materials find few magnetic applications.

10.5 Ferromagnetism Ferromagnetic solids display magnetic susceptibility values much greater than 1 .The primary difference between Para-ferromagnetic and ferromagnetic materials is in the strength of the interaction between adjacent atomic magnetic dipoles. While the dipoles are essentially independent in paramagnetic materials, they interact strongly in ferromagnetic materials.

At low temperatures the exchange interaction between adjacent atomic magnetic dipoles in ferromagnetic solids is strong energy to overcome the thermal fluctuations attempting to randomize the orientation of the magnetic dipoles. The result is that even without an external field, neighboring dipoles align with each other. Detailed calculations show that the requirements for ferromagnetism are: ① The inner electron shell is unfilled ②the unfilled shell must gave a small radius③ The electron energy band associated with the unfilled shell must be narrow.

10.6 Anti-ferromagnetism and Ferrimagnetism In the previous section we showed that adjacent atomic dipoles can interact to form an ordered array of magnetic dipoles in some materials. If, as shown schematically in Figure 10-4a, all the dipoles point in the same direction, the material is said to be ferromagnetic. However, other orientational relationships between neighboring dipoles are possible. For example, the neighboring dipoles can align themselves in an antiparallel configuration. If a material is characterized by a dipoles arrangement, as shown Figure 10-4b, in which the alternating dipoles have equal strength, it is antiferromagnetic. If the alternating dipoles have different strengths, as shown in part 10-4c of the figure, the material is ferrimagnetic.

Most common antiferromagnetic materials are compounds with the chemical formula MXn, where M is a transition metal atom, X is an electronegative atom (O, S, Te, or F), and n is either 1 or 2. The magnetic dipoles occur within the unfilled inner shell of the metal atoms. Since only the metal atoms contribute magnetic dipoles, all the dipoles have equal strength.

Ferrimagnetism occurs when more than one type of metal atom is in the structure. If the two metal atoms have unequal dipole strengths, then even if their dipoles are aligned so as to oppose one another, there will be a nonzero net magnetic dipole. Thus, ferrimagnetic materials have magnetic susceptibilities between those of the anti-ferromagnetic and the ferromagnetic materials. Their properties and applications, however, are similar to those of the ferromagnetic materials.

The three most common types of ferrimagnetic materials, all of which are ceramic oxides, are summarized in table 10-5. The spinels, or cubic ferrites, are used in applications requiring soft magnets, including transformer cores, inductors, and memory devices. The garnets, or rare earth ferrites, are favored in high-frequency applications such as in microwave devices. The magnetoplumbites, or hexagonal ferrites, are preferred in hared magnet applications (i.e, they are used as permanent magnets).

thank you!