This slide set corresponds to the MaterialsConcepts YouTube video "Muddiest Point- Phase Diagrams II: Eutectic Microstructures". Here is the link:
http://www.youtube.com/watch?v=AbXIiN8iAeU
To study the vocab used in this video, visit this site:
http://quizlet.com/20699445/52-eutectic-pb-sn-phase-diagram-and-microstructures-flash-cards/
This work was supported by NSF Grants #0836041 and #1226325.
MSEASUSlides: Muddiest Point: Phase Diagrams I Eutectic Calculations and…mseasuslides
This slide set corresponds to the MaterialsConcepts YouTube video "Muddiest Point- Phase Diagrams I: Eutectic Calculations and Lever Rule ". Here is the link:
http://www.youtube.com/watch?v=h5dwpTqacqc
To study the vocab used in this video, visit this site:
http://quizlet.com/20699402/51-phase-diagram-concepts-and-terms-flash-cards/
This work was supported by NSF Grants #0836041 and #1226325.
The document discusses Rutherford's experiment in 1909 where he investigated alpha particles passing through thin metal foils. The experiment found that a small percentage of alpha particles were deflected at very high angles, contrary to expectations based on Thomson's atom model. This led Rutherford to propose the nuclear model of the atom with a small, dense nucleus at the center containing positive charge and mass. It also discusses nuclear energy levels, radioactive decay processes including beta decay and neutrinos, and the use of mass spectrometers to determine atomic mass.
This document discusses crystal structure and properties of solids. It begins by defining long-range order and crystalline structure, noting that most metals, semiconductors, and some other materials have crystalline structure with atoms arranged in a repetitive grid pattern. It then discusses basic terms like unit cell and space lattice, and describes the seven crystal systems and 14 Bravais lattices. Common metallic crystal structures of body-centered cubic, face-centered cubic, and hexagonal close-packed are discussed. Finally, it touches on X-ray diffraction techniques used to analyze crystal structure.
Contents
The Atom
Materials Used in Electronics
Current in Semiconductors
N-Type and P-Type Semiconductors
The PN Junctions
Diode Operation, Voltage-Current (V-I) Characteristics
Bipolar Junction Transistor (BJT) Structure, Operation, and Characteristics and Parameters
Junction Field Effect Transistors (JFETs) Structure, Characteristics and Parameters and Biasing
Metal Oxide Semiconductor FET (MOSFET) Structure, Characteristics and Parameters and Biasing
The ATOM: Learning Objectives
Describe the structure of an atom
Discuss the Bohr model of an atom
Define electron, proton, neutron, and nucleus
Define atomic number
Discuss electron shells and orbits
Explain energy levels
Define valence electron
Discuss ionization
Define free electron and ion
Discuss the basic concept of the quantum model of the atom
Discuss insulators, conductors, and semiconductors and how they differ
Define the core of an atom
Describe the carbon atom
Name two types each of semiconductors, conductors, and insulators
Explain the band gap
Define valence band and conduction band
Compare a semiconductor atom to a conductor atom
Discuss silicon and germanium atoms
Explain covalent bonds
Define crystal
Describe how current is produced in a semiconductor
Discuss conduction electrons and holes
Explain an electron-hole pair
Discuss recombination
Explain electron and hole current
Describe the properties of n-type and p-type semiconductors
Define doping
Explain how n-type semiconductors are formed
Describe a majority carrier and minority carrier in n-type material
Explain how p-type semiconductors are formed
Describe a majority carrier and minority carrier in p-type material
Describe how a pn junction is formed
Discuss diffusion across a pn junction
Explain the formation of the depletion region
Define barrier potential and discuss its significance
State the values of barrier potential in silicon and germanium
Discuss energy diagrams
Define energy hill
This theory, developed by Bardeen, Cooper and Schrieffer, states that electrons experience an attractive interaction through the lattice that overcomes their normal repulsive interaction, forming Cooper pairs. At low temperatures, these pairs move without resistance through the lattice, causing the material to become a superconductor. The electron-lattice-electron interaction must be stronger than the direct electron-electron interaction for superconductivity to occur.
The document discusses the construction of Brillouin zones. It begins by defining a crystal structure as a periodic array of atoms consisting of a lattice and basis. A Brillouin zone is then defined as the Wigner-Seitz primitive cell in the reciprocal lattice. The document goes on to explain that Brillouin zones are constructed from planes that are perpendicular bisectors of all reciprocal lattice vectors. The first Brillouin zone is the smallest volume around the origin enclosed by these planes, and higher order zones are volumes between the first zone and subsequent planes. The document provides examples of determining k-values that satisfy Bragg's equation for the first and second Brillouin zones of a simple rectangular lattice.
This presentation discusses line defects called dislocations, including edge and screw dislocations. Edge dislocations occur when an extra half plane of atoms is introduced above or below a slip plane, distorting the crystal structure near the dislocation line. Screw dislocations involve a shear displacement of one plane of atoms relative to the next. Burgers circuits and Burgers vectors are also introduced to characterize dislocations. Crystallographic directions refer to vectors between points, while planes refer to layers of atoms.
Rotational spectroscopy measures the energies of rotational states of molecules. It can observe the rotation of polar molecules using microwave or infrared spectroscopy, and of non-polar molecules using Raman spectroscopy. Molecules can be modeled as rigid or non-rigid rotors. Diatomic and linear molecules can be modeled as rigid rotors, while distortions are accounted for in non-rigid rotor models. Vibrational states are modeled as harmonic oscillators, though anharmonicity is considered. Rotational and vibrational states are quantized, and selection rules apply to rotational-vibrational transitions.
MSEASUSlides: Muddiest Point: Phase Diagrams I Eutectic Calculations and…mseasuslides
This slide set corresponds to the MaterialsConcepts YouTube video "Muddiest Point- Phase Diagrams I: Eutectic Calculations and Lever Rule ". Here is the link:
http://www.youtube.com/watch?v=h5dwpTqacqc
To study the vocab used in this video, visit this site:
http://quizlet.com/20699402/51-phase-diagram-concepts-and-terms-flash-cards/
This work was supported by NSF Grants #0836041 and #1226325.
The document discusses Rutherford's experiment in 1909 where he investigated alpha particles passing through thin metal foils. The experiment found that a small percentage of alpha particles were deflected at very high angles, contrary to expectations based on Thomson's atom model. This led Rutherford to propose the nuclear model of the atom with a small, dense nucleus at the center containing positive charge and mass. It also discusses nuclear energy levels, radioactive decay processes including beta decay and neutrinos, and the use of mass spectrometers to determine atomic mass.
This document discusses crystal structure and properties of solids. It begins by defining long-range order and crystalline structure, noting that most metals, semiconductors, and some other materials have crystalline structure with atoms arranged in a repetitive grid pattern. It then discusses basic terms like unit cell and space lattice, and describes the seven crystal systems and 14 Bravais lattices. Common metallic crystal structures of body-centered cubic, face-centered cubic, and hexagonal close-packed are discussed. Finally, it touches on X-ray diffraction techniques used to analyze crystal structure.
Contents
The Atom
Materials Used in Electronics
Current in Semiconductors
N-Type and P-Type Semiconductors
The PN Junctions
Diode Operation, Voltage-Current (V-I) Characteristics
Bipolar Junction Transistor (BJT) Structure, Operation, and Characteristics and Parameters
Junction Field Effect Transistors (JFETs) Structure, Characteristics and Parameters and Biasing
Metal Oxide Semiconductor FET (MOSFET) Structure, Characteristics and Parameters and Biasing
The ATOM: Learning Objectives
Describe the structure of an atom
Discuss the Bohr model of an atom
Define electron, proton, neutron, and nucleus
Define atomic number
Discuss electron shells and orbits
Explain energy levels
Define valence electron
Discuss ionization
Define free electron and ion
Discuss the basic concept of the quantum model of the atom
Discuss insulators, conductors, and semiconductors and how they differ
Define the core of an atom
Describe the carbon atom
Name two types each of semiconductors, conductors, and insulators
Explain the band gap
Define valence band and conduction band
Compare a semiconductor atom to a conductor atom
Discuss silicon and germanium atoms
Explain covalent bonds
Define crystal
Describe how current is produced in a semiconductor
Discuss conduction electrons and holes
Explain an electron-hole pair
Discuss recombination
Explain electron and hole current
Describe the properties of n-type and p-type semiconductors
Define doping
Explain how n-type semiconductors are formed
Describe a majority carrier and minority carrier in n-type material
Explain how p-type semiconductors are formed
Describe a majority carrier and minority carrier in p-type material
Describe how a pn junction is formed
Discuss diffusion across a pn junction
Explain the formation of the depletion region
Define barrier potential and discuss its significance
State the values of barrier potential in silicon and germanium
Discuss energy diagrams
Define energy hill
This theory, developed by Bardeen, Cooper and Schrieffer, states that electrons experience an attractive interaction through the lattice that overcomes their normal repulsive interaction, forming Cooper pairs. At low temperatures, these pairs move without resistance through the lattice, causing the material to become a superconductor. The electron-lattice-electron interaction must be stronger than the direct electron-electron interaction for superconductivity to occur.
The document discusses the construction of Brillouin zones. It begins by defining a crystal structure as a periodic array of atoms consisting of a lattice and basis. A Brillouin zone is then defined as the Wigner-Seitz primitive cell in the reciprocal lattice. The document goes on to explain that Brillouin zones are constructed from planes that are perpendicular bisectors of all reciprocal lattice vectors. The first Brillouin zone is the smallest volume around the origin enclosed by these planes, and higher order zones are volumes between the first zone and subsequent planes. The document provides examples of determining k-values that satisfy Bragg's equation for the first and second Brillouin zones of a simple rectangular lattice.
This presentation discusses line defects called dislocations, including edge and screw dislocations. Edge dislocations occur when an extra half plane of atoms is introduced above or below a slip plane, distorting the crystal structure near the dislocation line. Screw dislocations involve a shear displacement of one plane of atoms relative to the next. Burgers circuits and Burgers vectors are also introduced to characterize dislocations. Crystallographic directions refer to vectors between points, while planes refer to layers of atoms.
Rotational spectroscopy measures the energies of rotational states of molecules. It can observe the rotation of polar molecules using microwave or infrared spectroscopy, and of non-polar molecules using Raman spectroscopy. Molecules can be modeled as rigid or non-rigid rotors. Diatomic and linear molecules can be modeled as rigid rotors, while distortions are accounted for in non-rigid rotor models. Vibrational states are modeled as harmonic oscillators, though anharmonicity is considered. Rotational and vibrational states are quantized, and selection rules apply to rotational-vibrational transitions.
B.Tech sem I Engineering Physics U-III Chapter 2-SuperconductivityAbhi Hirpara
1. Superconductivity occurs when the electrical resistance of a material drops to zero below a certain critical temperature. In certain metals such as lead, the electrical resistance becomes zero at temperatures below 7.2K.
2. There are two types of superconductors - Type I superconductors exhibit an abrupt loss of magnetization above a critical field strength, while Type II superconductors show a more gradual loss of magnetization above two critical field strengths.
3. The BCS theory developed by Bardeen, Cooper, and Schrieffer in 1957 explains superconductivity as arising from electrons forming pairs (Cooper pairs) that condense into the same quantum state. This pairing is mediated by lattice vibrations
This document discusses diffusion in solids, which is the phenomenon of material transport through atomic motion even in crystalline solids. Diffusion plays an important role in materials processing and phase transformations. It occurs through mechanisms like vacancy diffusion or interstitial diffusion. Fick's laws of diffusion can be used to model and predict diffusion rates based on factors like concentration gradients, diffusion coefficients, and temperature. Applications of diffusion include alloying, case hardening, doping of semiconductors, corrosion protection, and diffusion bonding.
This document provides an overview of dislocations in face-centered cubic (FCC) metals. It discusses several types of dislocations that can occur in FCC metals including perfect dislocations with 1/2<110> Burgers vectors, Shockley partial dislocations formed by splitting a perfect dislocation, and Frank partial dislocations formed by inserting or removing a close-packed plane. The document also describes how Shockley partial dislocations can cross-slip between planes, the formation of Lomer-Cottrell locks at intersections of partial dislocations, and the nucleation of stacking fault tetrahedra in low stacking fault energy metals.
The document discusses the theory of superconductivity. It begins by reviewing key experiments that established the phenomena of superconductivity, superfluidity, and Bose-Einstein condensation. These include the discovery that the resistivity of mercury abruptly drops to zero at 4.1K, demonstrating superconductivity. It also describes the Meissner effect, where superconductors expel magnetic fields from their interior. The document then discusses conventional superconductors and their properties, such as an abrupt resistivity transition and phase diagrams showing normal and superconducting regions.
This document provides an introduction to statistical mechanics and different types of statistics. It discusses classical statistics, which includes Maxwell-Boltzmann statistics, and quantum statistics, which includes Bose-Einstein (B-E) and Fermi-Dirac (F-D) statistics. Maxwell-Boltzmann statistics treats particles as distinguishable and applies to ideal gases, while B-E and F-D statistics treat particles as indistinguishable and apply to photons/bosons and electrons/fermions, respectively. The key differences between the statistics are whether particles can occupy the same state (B-E allows multiple occupancy, F-D allows only single occupancy) and the formulas that describe the most probable distribution of particles
Planck constant using photoelectric effectSumayyahAta
This document describes an experiment to measure Planck's constant using the photoelectric effect. The experiment involves measuring the stopping voltage of electrons emitted from a photocell when different wavelength photons strike the photocell. A graph of frequency versus stopping voltage is plotted and the slope is used to calculate Planck's constant. The calculated value of 5.85x10-34 Joule– sec is close to the accepted value of 6.62x10-34 Joules-sec, demonstrating the experiment's success in measuring Planck's constant.
Ceramic material Yttrium Barium Copper OxideIshant Sahu
Includes the first material ever discovered to become superconducting above the boiling point of liquid nitrogen (77 K) at about 90 K.Ceramic superconducting material Yttrium Barium Copper Oxide.
This document discusses various magnetic properties of materials. It defines magnetic induction, magnetic field intensity, and magnetic permeability. It describes diamagnetic, paramagnetic, ferromagnetic, antiferromagnetic, and ferrimagnetic materials. Diamagnetic materials have no unpaired electrons and are repelled by magnetic fields. Paramagnetic materials have some unpaired electrons and are weakly attracted to magnetic fields in a temperature-dependent manner. Ferromagnetic materials have strongly interacting unpaired electrons that align to produce spontaneous magnetization and strong attraction to magnetic fields.
Edge dislocations occur in crystals when an extra half plane of atoms is present, causing a mismatch. There are two types: positive edge dislocations where the extra half plane is above the slip plane, and negative where it is below. The Burgers vector defines a dislocation by its magnitude and direction, representing the lattice distortion. It can be determined using a Burgers circuit around the dislocation line. Edge dislocations allow slip and ductility in metals, while also influencing their mechanical, electronic, and optical properties.
This document discusses semiconductors and their properties. It begins by defining semiconductors as materials with resistivity between insulators and conductors. It then discusses several key points:
- Semiconductor resistivity is sensitive to temperature, illumination, magnetic fields, and impurities.
- Common semiconductor materials include silicon, germanium, and various compound semiconductors.
- Semiconductors have a small bandgap that allows slight conductivity through thermal excitation of electrons.
- The bandgap can be measured through optical absorption and determines many material properties.
- Carrier concentrations in intrinsic and extrinsic semiconductors are described through concepts like the density of states, Fer
[1] Crystal defects are irregularities in the structure of a crystal that arise from imperfect packing of atoms. There are several types of crystal defects including point defects, line defects, surface defects, and volume defects.
[2] Point defects are zero-dimensional and include vacancies, interstitial defects, Schottky defects, and Frenkel defects. Line defects are one-dimensional and include edge and screw dislocations. Surface defects are two-dimensional and include grain boundaries, twin boundaries, and stacking faults. Volume defects are three-dimensional voids or non-crystalline regions within the crystal structure.
The experimental set up is enclosed in a highly evacuated glass vessel to avoid the deflection of silver atoms by gas. Each silver atom behaves like a magnet due to its magnetic moment resulting from spin angular momentum of its 5s1 electron. A beam of Silver atoms is passed in an inhomogeneous magnetic field. The silver atoms gets deflected in the inhomogeneous magnetic field due to the unequal forces experienced by poles of each 5s1 electron of an atom and is traced in a photographic plate. The presence of two curves on photographic film confirms that electron have spins either in clockwise or anticlockwise direction. The magnitude of the spacing between the curves on photographic film agrees well with experimental result. Thus, this experiment proves that space and spin of an electron is quantised and validates vector atom model.
The document discusses different types of crystal structures including simple cubic (SC), body centered cubic (BCC), and face centered cubic (FCC). It defines key terms like unit cell, lattice points, coordination number, and atomic packing factor. SC has a coordination number of 6 and atomic packing factor of 52%. BCC has a coordination number of 8 and packing factor of 68%. FCC has a coordination number of 12 and packing factor of 74%.
The document discusses various types of surface defects that can occur in crystals, including external surfaces, grain boundaries, tilt boundaries, twist boundaries, twin boundaries, and stacking faults. External surfaces have unsatisfied atomic bonds and higher surface energy than bulk atoms. Grain boundaries are regions between two adjacent grains that are slightly disordered with low density and high mobility. Tilt boundaries appear as arrays of edge dislocations when grains are misaligned with a parallel rotation axis. Twist boundaries have a perpendicular rotation axis and form as arrays of screw dislocations for low angle grain boundaries. Twin boundaries are mirror images of atomic arrangements across the boundary formed by shear deformation. Stacking faults are imperfections in the stacking sequence of atomic planes in crystals.
Electrical transport and magnetic interactions in 3d and 5d transition metal ...ABDERRAHMANE REGGAD
The document discusses electrical transport and magnetic interactions in 3d and 5d transition metal oxides. It summarizes that for decades, transition metal oxides have been explored where exotic states like high-Tc superconductivity and colossal magnetoresistance emerge due to cooperative interactions between spin, charge, and orbital degrees of freedom. The document then examines various phenomena in transition metal oxides including Mott insulators, double exchange mechanism, and the Kitaev-Heisenberg model observed in iridate compounds like Na2IrO3 which may realize a spin liquid ground state.
1. The document provides information on available commercial rental spaces in downtown Toronto, including the address, available space in square feet, asking rental rate per square foot, estimated additional rent, gross rental rate, and annual rent.
2. Spaces range in size from 1,254 to 1,788 square feet and are located in buildings across downtown Toronto. Asking rental rates range from $14 to $23 per square foot.
3. Estimated additional costs such as utilities and taxes would increase the gross rental rate by $5 to $20 per square foot above the asking rental rate. Factoring in these costs, the gross annual rent for the spaces ranges from around $40,000 to over $60
This document summarizes an experiment on the impacts of ocean acidification on larval development of the Pacific oyster, Crassostrea gigas. The experiment exposed oyster larvae to current CO2 levels (control), mid-range CO2 levels, and high CO2 levels projected for the future. Results showed larvae exposed to high CO2 levels had delayed development, smaller size, and inhibited calcification compared to the control. While mid-range CO2 exposure did not significantly impact the larvae, high CO2 levels disrupted the larvae's ability to maintain growth and calcification over time, with potential ecological consequences.
B.Tech sem I Engineering Physics U-III Chapter 2-SuperconductivityAbhi Hirpara
1. Superconductivity occurs when the electrical resistance of a material drops to zero below a certain critical temperature. In certain metals such as lead, the electrical resistance becomes zero at temperatures below 7.2K.
2. There are two types of superconductors - Type I superconductors exhibit an abrupt loss of magnetization above a critical field strength, while Type II superconductors show a more gradual loss of magnetization above two critical field strengths.
3. The BCS theory developed by Bardeen, Cooper, and Schrieffer in 1957 explains superconductivity as arising from electrons forming pairs (Cooper pairs) that condense into the same quantum state. This pairing is mediated by lattice vibrations
This document discusses diffusion in solids, which is the phenomenon of material transport through atomic motion even in crystalline solids. Diffusion plays an important role in materials processing and phase transformations. It occurs through mechanisms like vacancy diffusion or interstitial diffusion. Fick's laws of diffusion can be used to model and predict diffusion rates based on factors like concentration gradients, diffusion coefficients, and temperature. Applications of diffusion include alloying, case hardening, doping of semiconductors, corrosion protection, and diffusion bonding.
This document provides an overview of dislocations in face-centered cubic (FCC) metals. It discusses several types of dislocations that can occur in FCC metals including perfect dislocations with 1/2<110> Burgers vectors, Shockley partial dislocations formed by splitting a perfect dislocation, and Frank partial dislocations formed by inserting or removing a close-packed plane. The document also describes how Shockley partial dislocations can cross-slip between planes, the formation of Lomer-Cottrell locks at intersections of partial dislocations, and the nucleation of stacking fault tetrahedra in low stacking fault energy metals.
The document discusses the theory of superconductivity. It begins by reviewing key experiments that established the phenomena of superconductivity, superfluidity, and Bose-Einstein condensation. These include the discovery that the resistivity of mercury abruptly drops to zero at 4.1K, demonstrating superconductivity. It also describes the Meissner effect, where superconductors expel magnetic fields from their interior. The document then discusses conventional superconductors and their properties, such as an abrupt resistivity transition and phase diagrams showing normal and superconducting regions.
This document provides an introduction to statistical mechanics and different types of statistics. It discusses classical statistics, which includes Maxwell-Boltzmann statistics, and quantum statistics, which includes Bose-Einstein (B-E) and Fermi-Dirac (F-D) statistics. Maxwell-Boltzmann statistics treats particles as distinguishable and applies to ideal gases, while B-E and F-D statistics treat particles as indistinguishable and apply to photons/bosons and electrons/fermions, respectively. The key differences between the statistics are whether particles can occupy the same state (B-E allows multiple occupancy, F-D allows only single occupancy) and the formulas that describe the most probable distribution of particles
Planck constant using photoelectric effectSumayyahAta
This document describes an experiment to measure Planck's constant using the photoelectric effect. The experiment involves measuring the stopping voltage of electrons emitted from a photocell when different wavelength photons strike the photocell. A graph of frequency versus stopping voltage is plotted and the slope is used to calculate Planck's constant. The calculated value of 5.85x10-34 Joule– sec is close to the accepted value of 6.62x10-34 Joules-sec, demonstrating the experiment's success in measuring Planck's constant.
Ceramic material Yttrium Barium Copper OxideIshant Sahu
Includes the first material ever discovered to become superconducting above the boiling point of liquid nitrogen (77 K) at about 90 K.Ceramic superconducting material Yttrium Barium Copper Oxide.
This document discusses various magnetic properties of materials. It defines magnetic induction, magnetic field intensity, and magnetic permeability. It describes diamagnetic, paramagnetic, ferromagnetic, antiferromagnetic, and ferrimagnetic materials. Diamagnetic materials have no unpaired electrons and are repelled by magnetic fields. Paramagnetic materials have some unpaired electrons and are weakly attracted to magnetic fields in a temperature-dependent manner. Ferromagnetic materials have strongly interacting unpaired electrons that align to produce spontaneous magnetization and strong attraction to magnetic fields.
Edge dislocations occur in crystals when an extra half plane of atoms is present, causing a mismatch. There are two types: positive edge dislocations where the extra half plane is above the slip plane, and negative where it is below. The Burgers vector defines a dislocation by its magnitude and direction, representing the lattice distortion. It can be determined using a Burgers circuit around the dislocation line. Edge dislocations allow slip and ductility in metals, while also influencing their mechanical, electronic, and optical properties.
This document discusses semiconductors and their properties. It begins by defining semiconductors as materials with resistivity between insulators and conductors. It then discusses several key points:
- Semiconductor resistivity is sensitive to temperature, illumination, magnetic fields, and impurities.
- Common semiconductor materials include silicon, germanium, and various compound semiconductors.
- Semiconductors have a small bandgap that allows slight conductivity through thermal excitation of electrons.
- The bandgap can be measured through optical absorption and determines many material properties.
- Carrier concentrations in intrinsic and extrinsic semiconductors are described through concepts like the density of states, Fer
[1] Crystal defects are irregularities in the structure of a crystal that arise from imperfect packing of atoms. There are several types of crystal defects including point defects, line defects, surface defects, and volume defects.
[2] Point defects are zero-dimensional and include vacancies, interstitial defects, Schottky defects, and Frenkel defects. Line defects are one-dimensional and include edge and screw dislocations. Surface defects are two-dimensional and include grain boundaries, twin boundaries, and stacking faults. Volume defects are three-dimensional voids or non-crystalline regions within the crystal structure.
The experimental set up is enclosed in a highly evacuated glass vessel to avoid the deflection of silver atoms by gas. Each silver atom behaves like a magnet due to its magnetic moment resulting from spin angular momentum of its 5s1 electron. A beam of Silver atoms is passed in an inhomogeneous magnetic field. The silver atoms gets deflected in the inhomogeneous magnetic field due to the unequal forces experienced by poles of each 5s1 electron of an atom and is traced in a photographic plate. The presence of two curves on photographic film confirms that electron have spins either in clockwise or anticlockwise direction. The magnitude of the spacing between the curves on photographic film agrees well with experimental result. Thus, this experiment proves that space and spin of an electron is quantised and validates vector atom model.
The document discusses different types of crystal structures including simple cubic (SC), body centered cubic (BCC), and face centered cubic (FCC). It defines key terms like unit cell, lattice points, coordination number, and atomic packing factor. SC has a coordination number of 6 and atomic packing factor of 52%. BCC has a coordination number of 8 and packing factor of 68%. FCC has a coordination number of 12 and packing factor of 74%.
The document discusses various types of surface defects that can occur in crystals, including external surfaces, grain boundaries, tilt boundaries, twist boundaries, twin boundaries, and stacking faults. External surfaces have unsatisfied atomic bonds and higher surface energy than bulk atoms. Grain boundaries are regions between two adjacent grains that are slightly disordered with low density and high mobility. Tilt boundaries appear as arrays of edge dislocations when grains are misaligned with a parallel rotation axis. Twist boundaries have a perpendicular rotation axis and form as arrays of screw dislocations for low angle grain boundaries. Twin boundaries are mirror images of atomic arrangements across the boundary formed by shear deformation. Stacking faults are imperfections in the stacking sequence of atomic planes in crystals.
Electrical transport and magnetic interactions in 3d and 5d transition metal ...ABDERRAHMANE REGGAD
The document discusses electrical transport and magnetic interactions in 3d and 5d transition metal oxides. It summarizes that for decades, transition metal oxides have been explored where exotic states like high-Tc superconductivity and colossal magnetoresistance emerge due to cooperative interactions between spin, charge, and orbital degrees of freedom. The document then examines various phenomena in transition metal oxides including Mott insulators, double exchange mechanism, and the Kitaev-Heisenberg model observed in iridate compounds like Na2IrO3 which may realize a spin liquid ground state.
1. The document provides information on available commercial rental spaces in downtown Toronto, including the address, available space in square feet, asking rental rate per square foot, estimated additional rent, gross rental rate, and annual rent.
2. Spaces range in size from 1,254 to 1,788 square feet and are located in buildings across downtown Toronto. Asking rental rates range from $14 to $23 per square foot.
3. Estimated additional costs such as utilities and taxes would increase the gross rental rate by $5 to $20 per square foot above the asking rental rate. Factoring in these costs, the gross annual rent for the spaces ranges from around $40,000 to over $60
This document summarizes an experiment on the impacts of ocean acidification on larval development of the Pacific oyster, Crassostrea gigas. The experiment exposed oyster larvae to current CO2 levels (control), mid-range CO2 levels, and high CO2 levels projected for the future. Results showed larvae exposed to high CO2 levels had delayed development, smaller size, and inhibited calcification compared to the control. While mid-range CO2 exposure did not significantly impact the larvae, high CO2 levels disrupted the larvae's ability to maintain growth and calcification over time, with potential ecological consequences.
MSEASUSlides: Muddiest Point: Phase Diagrams V Fe-Fe3C Microstructures S…mseasuslides
This slide set corresponds to the MaterialsConcepts YouTube video "Muddiest Point: Phase Diagrams V Fe-Fe3C Microstructures". Here's the link:
http://www.youtube.com/watch?v=wZgpTHZSuNY
To study the vocab used in this video, visit this site:
http://quizlet.com/20699514/54-steel-heat-treatment-and-microstructures-flash-cards/
This work was supported by NSF Grants #0836041 and #1226325.
Adsorption and Electron Injection for CdSe on TiO2kamatlab
This presentation is based on the recent publication from our group entitled, "Tracking the Adsorption and Electron Injection Rates of CdSe Quantum Dots on TiO2: Linked versus Direct Attachment," published in 2011 in the Journal of Physical Chemistry C. Presented by Doug Pernik, an undergraduate in the Kamat lab.
Figures in this presentation are reprinted with permission from J. Phys. Chem. C, 2011, 115, 13511-13519. Copyright 2011 American Chemical Society.
Visit our website, KamatLab.com, for the latest news, publications, and research from our group.
1) The document discusses kinetic and potential energy as well as the work-energy theorem. It provides an example of calculating the kinetic and potential energy of an object moving up an incline.
2) A table is shown containing the time, height, kinetic energy, and potential energy values for an object moving up a ramp.
3) A graph plots the kinetic and potential energy values from the table over time, demonstrating the conversion between the two types of energy as the object moves.
1. The document discusses the history and impact of the National Climate Assessment (NCA) report published in 2000 and subsequent reports issued in 2009, 2014, and 2018.
2. It outlines how the reports have documented the impacts of climate change across different regions of the United States, including rising temperatures, increased heavy downpours, more severe wildfires and hurricanes.
3. The assessments have provided evidence that climate change poses a significant risk to Americans' physical, social, and economic well-being but some policymakers remain unconvinced of the urgency for action.
Peformance Comparison For Large Dsp(For Distribution)cahyadi prasetya
The document compares the performance characteristics of 160kW class screw compressors from Hitachi and Competitor A. Hitachi compressors have higher discharge pressure and capacity, lower shaft input power, and higher specific power compared to Competitor A compressors. At unloading conditions, Hitachi compressors also have lower power consumption.
The control experiment showed an increase in length of the water bath for pET over time, from 10 seconds to 30 seconds. For pDSRed, the length of the water bath also increased over time, from 10 seconds to 25 seconds. In the extra PE wash experiment for pET, the length of the water bath remained at 10 seconds.
1) The document discusses a project to build a new community center that would provide services and activities for local residents.
2) Issues that were considered included costs, parking availability, and ensuring the center was accessible to people of all backgrounds.
3) After reviewing options, community leaders decided to renovate an existing building rather than constructing new in order to save costs and be up and running more quickly.
1. This document is a price list for fabric items in Euros per piece.
2. It provides the recommended sale prices for various qualities and widths of fabric, as well as additional fees for hemming lengths from 40 to 290 cm.
3. The prices range from 10 to 150 Euros depending on the fabric quality, width, and hemming length.
This document investigates the effect of cementite particles on microstructure refinement and formation of high angle boundaries in low carbon steel. Warm deformation tests were conducted on a 0.16C steel and an ultra-low carbon steel up to a strain of 5 at 685°C and 0.1 s-1 strain rate. Electron backscatter diffraction analysis showed that cementite precipitation and ferrite recrystallization led to the formation of high angle boundaries and grain refinement during subcritical deformation. Flow stress was higher for the 0.16C steel due to cementite particles anchoring grain boundaries.
This document provides a standard format for preparing a thesis synopsis, including guidelines for formatting, content, and structure. The synopsis should be no more than 16 pages and include sections on introduction, motivation, objectives and scope, description of research work, conclusions, publications, and references. Figures and tables are to be embedded in the text near where they are first referenced. Formatting guidelines specify font size, spacing, margins, and other layout details. The synopsis template is intended to help students write concise yet informative summaries of their thesis research.
The document discusses land use planning and regulations in 3 paragraphs:
1) It introduces zoning as a tool used by municipalities to regulate land use types in designated areas and describes common zoning designations like residential, commercial, and industrial districts.
2) It explains that comprehensive land use plans guide long-term development and ensure orderly growth through zoning that balances different uses.
3) Regulations aim to protect property values and community character, resolving conflicts between competing land uses through separation into compatible districts.
The Principles of Secure Development - Epicenter DublinSecurity Ninja
The document discusses the history and current state of the <4<# Y ."@? @ ,%<"< < " (R< "! @ + organization. It was founded in 1989 to promote research and education. Currently, it has over 1,000 members across many countries. The organization holds annual conferences to share new findings and advances in the field.
We Rewind motor by re-designing its winding data that will meet its supply voltage using EASA AC Motor Redesign Software and Computerize Motor Rewinding machine.
ESS-Bilbao Initiative Workshop. Overview of Multi-MW Accelerator ProjectsESS BILBAO
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2) Superconducting radio frequency (SRF) technology is noted as being adopted for most major linac designs due to its higher gradient capabilities and lower operational costs compared to normal conducting technology.
3) Details are provided on the proposed LINAC4 accelerator at CERN including its layout, components, specifications and upgrade path to a superconducting linac.
Until recently, most low carbon retrofits have been carried out by experts and enthusiasts on their own houses. However, retrofit needs to move rapidly into the mass market if we are to meet our carbon reduction targets. What if occupants are not experts? Is "usability" dependent on context, user goals, and the user's ability to achieve these with "effectiveness, efficiency and satisfaction" a useful framework for assessing the success of low carbon retrofit? Do the goals of users match those of designers? What evidence is there of good and poor usability in low carbon retrofit?
Residents’ primary motivations for involvement were reduced fuel bills and improved comfort, rather than green issues. Initial monitoring has revealed the importance of usability and personal control in achieving these aims for the residents. In this they are likely to be closer to the typical mass-market customer than the early pioneers.
Marianne Heasleip from URBED presented initial findings from a set of linked case studies of completed low carbon whole house retrofits in the social housing sector the UK. Her findings point to the importance of matters such as the specification of controls, the quality of handover information, the importance of communication whilst the works are in progress and the need for ongoing customer care. This is likely to have management and cost implications in any mass market retrofit scheme. She suggests that usability should indeed be a significant concern for designers, of both whole houses and individual products, at strategic and tactical levels.
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This document summarizes the electricity market in a particular country over several years:
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4) Capital expenditures focused on customer service/system expansion, maintenance, information technology, and loss recovery. Self-financed investments also increased over the period shown.
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إضغ بين إيديكم من أقوى الملازم التي صممتها
ملزمة تشريح الجهاز الهيكلي (نظري 3)
💀💀💀💀💀💀💀💀💀💀
تتميز هذهِ الملزمة بعِدة مُميزات :
1- مُترجمة ترجمة تُناسب جميع المستويات
2- تحتوي على 78 رسم توضيحي لكل كلمة موجودة بالملزمة (لكل كلمة !!!!)
#فهم_ماكو_درخ
3- دقة الكتابة والصور عالية جداً جداً جداً
4- هُنالك بعض المعلومات تم توضيحها بشكل تفصيلي جداً (تُعتبر لدى الطالب أو الطالبة بإنها معلومات مُبهمة ومع ذلك تم توضيح هذهِ المعلومات المُبهمة بشكل تفصيلي جداً
5- الملزمة تشرح نفسها ب نفسها بس تكلك تعال اقراني
6- تحتوي الملزمة في اول سلايد على خارطة تتضمن جميع تفرُعات معلومات الجهاز الهيكلي المذكورة في هذهِ الملزمة
واخيراً هذهِ الملزمة حلالٌ عليكم وإتمنى منكم إن تدعولي بالخير والصحة والعافية فقط
كل التوفيق زملائي وزميلاتي ، زميلكم محمد الذهبي 💊💊
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1. Muddiest
Points
Phase
Diagrams
II:
Eutec6c
Microstructures
Muddiest
Points:
•
How
do
I
determine
what
microstructure
looks
like?
• How
does
size
of
area
in
the
microstructure
diagram
relate
to
its
phase
frac6on?
•
“When
is
the
microstructure
alterna6ng
platelets
of
alpha
and
beta
vs.
blobs
of
alpha
or
beta?
• “Why
is
maximum
strength
at
the
eutec6c
composi6on?
2. Pb-Sn Phase Diagram: Effect of Composition on Strength
40
Strength
(Mpa)
30
20
10
327 o
300
232 o
200
183o
o 61.9 97.5
T, C 19.2
100
0
0%Sn 20%Sn 40%Sn 60%Sn 80%Sn 100%Sn
100%Pb 0%Pb
Composition, wt%
3. Single-‐Phase
Region
Microstructures
Eutectic Phase Diagram Terminology
1.
T=
325°,
Co
=
10%
Sn
3.
T=
325°,
Co
=
99%
Sn
X
X
L !" L
α
!+!" .$'/010)2/301",)
Phases:
! # #"!"" Phases:
X
X
#
Chem.
5.$) Chem.
Comp:
Comp:
Phase
wt.
Phase
wt.
Fract.:
! + #"
Fract.:
!"#$%&#&'()#&*&') !"#$%&#&'()#&*&')
"+)!,)&,)!" "+)-%)&,)#"
2.
T=
182°,
Co
=
10%
Sn
) ) 4.
T=182°,
Co
=
99%
Sn
Co
Co
4.$)
56-+7827909"*+,-3" 56-7:7827909"*+,-3"
α
$%&'" *+,-+./0+)"$123"4"()'""" $()'" β
β
Phases:
Phases:
Chem.
Chem.
Comp:
Comp:
Phase
wt.
Phase
wt.
Fract.:
Fract.:
4. Eutec6c
Microstructure
TerminologySn
Eutectic Phase Diagram 61.9
wt.
%
L
!"
!+!" .$'/010)2/301",)
! X
# #"!""
1.
T=
184
°C,
Co=61.9%
Sn
5.$) X
#
R
S Phases:
Chem.
!"#$%&#&'()#&*&') ! + #" !"#$%&#&'()#&*&')
Comp:
"+)!,)&,)!" "+)-%)&,)#" Phase
wt.
) )
Fract.:
4.$)
56-+7827909"*+,-3" 56-7:7827909"*+,-3"
$%&'" *+,-+./0+)"$123"4"()'""" $()'" α
β
α 2.
T=
182°C,
Co=
61.9%
Sn
β Phases:
α Chem.
L
β
Comp:
EutecAc
α+
β
Wα=
S
Phase
wt.
Wβ= 1- Wα
α
Fract.:
R+S
5. Hypoeutec6c
Microstructure:
40
wt.
%
Sn
Terminology
Eutectic Phase Diagram
1.
T=
300
°C,
Co=
40
%
Sn
Phases:
X
Chem.
L !"
Comp:
Phase
T
U
17
!+!" .$'/010)2/301",)
X
46
wt.
Fract.:
2.
T=
225°C,
Co=
40
%
Sn
! C
X
D
# #"!""
X
#
Phases:
5.$)
α
L α
E
F
Chem.
Comp:
α
Phase
wt.
!"#$%&#&'()#&*&') ! + #" !"#$%&#&'()#&*&')
Fract.:
Wα=
U
WL= 1- Wα
"+)!,)&,)!" "+)-%)&,)#"
T+U
) )
α
L
α
Co
4.$)
3.
T=
184°C,
Co=
40
%
56-+7827909"*+,-3" 56-7:7827909"*+,-3"
α
Phases:
$%&'" *+,-+./0+)"$123"4"()'""" $()'"
Chem.
Comp:
Phases:
Phase
wt.
Wα=
D
WL= 1- Wα
Chem.
C+D
α
Comp:
Fract.:
α
Phase
wt.
F
α
Fract.:
Wα=
Wβ= 1 - Wα
4.
T=
182°C,
Co=
40
%
E+F
6. Hypereutec6c
Microstructure:
85
wt.
%
Sn
Eutectic Phase Diagram Terminology
1.
T=
300
°C,
Co=
85
%
Sn
Phases:
L Chem.
Comp:
X
Phase
wt.
Fract.:
!"
G
H
.$'/010)2/301",) β
+
L
2.
T=
210°C,
Co=
85
%
Sn
!
!+!" 80
J
X 98
Phases:
X #"!"" K
# Chem.
5.$) X
X
Y
# β
β
Comp:
Phase
wt.
β
L
Fract.:
Wβ=
G
!"#$%&#&'()#&*&') ! + #" !"#$%&#&'()#&*&') G+H
"+)!,)&,)!" "+)-%)&,)#"
WL= 1- Wβ
) )
L
β
4.$) Co
3.
T=
184°C,
Co=
85
%
Sn
56-+7827909"*+,-3" 56-7:7827909"*+,-3"
β
$%&'" *+,-+./0+)"$123"4"()'""" $()'" β
Phases:
Chem.
Comp:
Phases:
4.
T=
182°C,
Co=
85
%
Sn
Phase
wt.
Chem.
Wβ=
J
Fract.:
Comp:
J+K
β
Phase
wt.
WL= 1- Wβ
X
β
Fract.:
Wβ=
X+Y
Wα= 1 - Wβ
β
β
β
7. Summary
Phase Diagram icrostructures
Eutectic of
Eutec6c
M Terminology
!"
!+!" .$'/010)2/301",)
! # #"!""
α
5.$)
X
X
X
X
X
# β
β
T=
182°C,
Co
=
10%
Sn
!"#$%&#&'()#&*&') ! + #" !"#$%&#&'()#&*&') T=
182°C,
Co
=
99%
Sn
"+)!,)&,)!" "+)-%)&,)#"
) )
4.$)
56-+7827909"*+,-3" 56-7:7827909"*+,-3"
$%&'" *+,-+./0+)"$123"4"()'""" $()'"
α
β
α
β
α
β
T=
182°C,
Co
=
40%
Sn
T=
182°C,
Ceu
=
61.9
%
Sn
T=
182°C,
Co
=
85%
Sn
8. Pb-Sn Phase Diagram: Effect of Composition on Strength
40
Strength
(Mpa)
30
20
10
327 o
300
232 o
200
183o
o 61.9 97.5
T, C 19.2
100
0
0%Sn 20%Sn 40%Sn 60%Sn 80%Sn 100%Sn
100%Pb 0%Pb
Composition, wt%
α
β
α
β
α
β
Co
=
40%
Sn
Ceu
=
61.9
%
Sn
Co
=
85%
Sn
9. Quiz the Wiz- Eutectic Microstructures sec 9.12, pp. 305 – 309
Homework 12. Problem 5. Focused reading: Ch. 9,
10. Muddiest
Points
Phase
Diagrams
II:
Eutec6c
Microstructures
Muddiest
Points:
•
How
do
I
determine
what
microstructure
looks
like?
• How
does
size
of
area
in
the
microstructure
diagram
relate
to
its
phase
frac6on?
•
“When
is
the
microstructure
alterna6ng
platelets
of
alpha
and
beta
vs.
blobs
of
alpha
or
beta?
• “Why
is
maximum
strength
at
the
eutec6c
composi6on?