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Phys 4710 lec 6,7
Phys 4710 lec 6,7Dr. Abeer Kamal
油
X-ray diffraction is used to analyze the crystal structure of materials. Several methods are described, including Laue, rotating crystal, and powder methods. The Laue method determines crystal orientation using a fixed crystal and white radiation. The rotating crystal method uses a single crystal rotated under a monochromatic beam to determine lattice parameters. The powder method bombards a powdered sample with a monochromatic beam to measure all crystal orientations simultaneously and determine lattice parameters. Bragg's law relates the diffraction pattern to the crystal structure.
Phy 4240 lec (9) and (10)
Phy 4240 lec (9) and (10)Dr. Abeer Kamal
油
1. The document discusses bipolar junction transistors (BJTs), including their construction, operation, and uses. BJTs are made of n-type and p-type semiconductors and have three terminals - emitter, base, and collector.
2. There are two types of BJTs - npn and pnp. BJTs operate in different regions including cutoff, saturation, linear/active, and breakdown. Key equations relate currents and voltages at the terminals.
3. BJTs are used for amplification, switching, and detecting light. They can be configured in common-emitter, common-base, or common-collector circuits and operated in classes A or B forPhys 4710 lec 3
Phys 4710 lec 3Dr. Abeer Kamal
油
This document provides an overview of crystallography and crystal structures. It discusses how crystals form periodic arrangements that can be described by unit cells defined by lattice parameters. The most common crystal structures for metals are face-centered cubic (FCC), body-centered cubic (BCC), and hexagonal close-packed (HCP) since metals form dense, ordered packings with low energies. These crystal structures differ in their unit cell contents and atomic packing factors (FCC has the highest at 0.74). Directions in crystals are described by Miller indices written as [uvw].
Phy 4240 lec (7)
Phy 4240 lec (7)Dr. Abeer Kamal
油
This document provides an introduction to semiconductor materials. It discusses three types of electronic materials: conductors, insulators, and semiconductors. Semiconductors are able to allow or suppress electrical current depending on conditions. The document explains intrinsic and extrinsic semiconductors, how doping with impurities transforms a semiconductor into an n-type or p-type material. It also covers crystal lattice structures, band structures, carrier concentrations and conductivity in semiconductors. Optical and photoconductive properties of semiconductors are briefly discussed.Miller indecies
Miller indeciesDr. Abeer Kamal
油
- Crystallographic points, directions and planes are specified using indexing schemes like Miller indices.
- Materials can be single crystals or polycrystalline aggregates of randomly oriented grains, leading to anisotropic or isotropic properties respectively.
- A crystal's diffraction pattern in reciprocal space is determined by its real space lattice and atomic structure. The reciprocal lattice is constructed geometrically from the real lattice and maps planes in real space to points in reciprocal space.
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悋悒惘愆悋惆 悋愕 惷忰悋悋 悋惺 悋悖愕惘 Windows 7buraikyx
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A presentation with video footage on counseling abuse victims and related issues in Saudi Arabia.
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Phys 4710 lec 6,7
Phys 4710 lec 6,7Dr. Abeer Kamal
油
X-ray diffraction is used to analyze the crystal structure of materials. Several methods are described, including Laue, rotating crystal, and powder methods. The Laue method determines crystal orientation using a fixed crystal and white radiation. The rotating crystal method uses a single crystal rotated under a monochromatic beam to determine lattice parameters. The powder method bombards a powdered sample with a monochromatic beam to measure all crystal orientations simultaneously and determine lattice parameters. Bragg's law relates the diffraction pattern to the crystal structure.Phy 4240 lec (9) and (10)
Phy 4240 lec (9) and (10)Dr. Abeer Kamal
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1. The document discusses bipolar junction transistors (BJTs), including their construction, operation, and uses. BJTs are made of n-type and p-type semiconductors and have three terminals - emitter, base, and collector.
2. There are two types of BJTs - npn and pnp. BJTs operate in different regions including cutoff, saturation, linear/active, and breakdown. Key equations relate currents and voltages at the terminals.
3. BJTs are used for amplification, switching, and detecting light. They can be configured in common-emitter, common-base, or common-collector circuits and operated in classes A or B forPhys 4710 lec 3
Phys 4710 lec 3Dr. Abeer Kamal
油
This document provides an overview of crystallography and crystal structures. It discusses how crystals form periodic arrangements that can be described by unit cells defined by lattice parameters. The most common crystal structures for metals are face-centered cubic (FCC), body-centered cubic (BCC), and hexagonal close-packed (HCP) since metals form dense, ordered packings with low energies. These crystal structures differ in their unit cell contents and atomic packing factors (FCC has the highest at 0.74). Directions in crystals are described by Miller indices written as [uvw].Phy 4240 lec (7)
Phy 4240 lec (7)Dr. Abeer Kamal
油
This document provides an introduction to semiconductor materials. It discusses three types of electronic materials: conductors, insulators, and semiconductors. Semiconductors are able to allow or suppress electrical current depending on conditions. The document explains intrinsic and extrinsic semiconductors, how doping with impurities transforms a semiconductor into an n-type or p-type material. It also covers crystal lattice structures, band structures, carrier concentrations and conductivity in semiconductors. Optical and photoconductive properties of semiconductors are briefly discussed.Miller indecies
Miller indeciesDr. Abeer Kamal
油
- Crystallographic points, directions and planes are specified using indexing schemes like Miller indices.
- Materials can be single crystals or polycrystalline aggregates of randomly oriented grains, leading to anisotropic or isotropic properties respectively.
- A crystal's diffraction pattern in reciprocal space is determined by its real space lattice and atomic structure. The reciprocal lattice is constructed geometrically from the real lattice and maps planes in real space to points in reciprocal space.Similar to Drug dependancy (17)
Drugs addiction-treatment
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悋悒惘愆悋惆 悋愕 惷忰悋悋 悋惺 悋悖愕惘 Windows 7buraikyx
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A presentation with video footage on counseling abuse victims and related issues in Saudi Arabia. Los Angeles County Department of Mental Health Introduction Arabic
Los Angeles County Department of Mental Health Introduction ArabicAdam Motiwala
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This is an introduction to Mental Health in Arabic
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Phys 4190 lec (7)
Phys 4190 lec (7)Dr. Abeer Kamal
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This document provides information on the properties and applications of various nanocarbon materials, including graphite, diamond, buckyballs, carbon nanotubes, and their uses. It discusses how graphite has layered structures held together by van der Waals bonds, making it soft, slippery, and electrically conductive. Diamond has a 3D covalent structure making it very hard but also brittle and an electrical insulator. Buckyballs are spherical carbon molecules that can form weak van der Waals crystals. Carbon nanotubes can be either metallic or semiconducting depending on their structure, and have excellent mechanical, thermal and electrical properties leading to uses like conductive composites and transistors.Phy 4240 lec (7)
Phy 4240 lec (7)Dr. Abeer Kamal
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This document provides an introduction to semiconductor materials. It discusses the key characteristics of conductors, insulators, and semiconductors. Semiconductors are materials that can be conditioned to act as good conductors, insulators, or anything in between depending on doping. Common semiconductors include silicon, carbon, and germanium. The document explains how semiconductor atoms can link together to form a crystal lattice structure. It also describes how intrinsic semiconductors have equal numbers of electrons and holes, while extrinsic semiconductors are doped with impurities to create an excess or deficiency of one carrier type, making them either n-type or p-type semiconductors. Key concepts covered2180 phys lect 3
2180 phys lect 3Dr. Abeer Kamal
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1. The document discusses electric flux and Gauss's law. Electric flux is defined as the product of the electric field and the perpendicular surface area. Gauss's law states that the total electric flux through a closed surface is proportional to the enclosed charge.
2. Examples are presented for applying Gauss's law to calculate electric fields produced by spherically symmetric charge distributions like a point charge or thin spherical shell, as well as a cylindrically symmetric charged rod. The calculations involve setting up Gaussian surfaces and relating the flux to the enclosed charge.
3. Key results are that the electric field of a point charge follows an inverse square law, a thin spherical shell produces no field inside but an inverse square field outside, and thePhys 4190 lec (3)
Phys 4190 lec (3)Dr. Abeer Kamal
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The document discusses the particle-wave duality in physics. It covers several key topics:
1) Early debates on the nature of light as either particles or waves, including experiments by Newton, Huygens, and Young.
2) Planck's work introducing the constant h and quantizing energy, laying foundations for quantum physics.
3) Einstein's explanation of the photoelectric effect supporting light behaving as particles called "light quanta".
4) De Broglie's hypothesis that all fundamental objects have both particle and wave properties, represented by his famous equation relating momentum and wavelength.Phys 4710 lec 2
Phys 4710 lec 2Dr. Abeer Kamal
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The document discusses the different types of forces that hold atoms together in solids. It describes ionic bonding in ionic compounds like NaCl, where ions with opposite charges are attracted. Covalent bonding is formed by the sharing of electrons between nonmetal atoms. Metallic bonding occurs between positively charged metal ions and delocalized electrons. Weaker van der Waals forces result from fluctuations in electron densities between neutral molecules. Hydrogen bonding is an electrostatic attraction between a hydrogen atom covalently bonded to a electronegative atom, like oxygen, and another electronegative atom. The types of bonding determine the properties of different solids.Solid state physics lec 1
Solid state physics lec 1Dr. Abeer Kamal
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This document discusses solid state physics and crystal structures. It begins by defining solid state physics as explaining the properties of solid materials by analyzing the interactions between atomic nuclei and electrons. It then discusses different types of solids including single crystals, polycrystalline materials, and amorphous solids. Single crystals have long-range periodic atomic order, while polycrystalline materials are made of many small crystals joined together and amorphous solids lack long-range order. The document goes on to describe crystal structures including crystal lattices, unit cells, and common crystal systems such as cubic, hexagonal, and orthorhombic. It provides examples of crystal structures including sodium chloride and its cubic lattice structure.Phys 4710 lec 2
Phys 4710 lec 2Dr. Abeer Kamal
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The document discusses the different types of forces that hold atoms together in solids. There are ionic bonds formed between ions of opposite charge, covalent bonds formed when atoms share electrons, and metallic bonds between positively charged metal ions and delocalized electrons. Weaker van der Waals forces occur between neutral molecules due to fluctuations in electron density, while hydrogen bonds form between hydrogen and highly electronegative atoms like oxygen or fluorine. Together, these bonding forces determine the structure and properties of different solid materials.Solid state physics lec 1
Solid state physics lec 1Dr. Abeer Kamal
油
This document discusses solid state physics and crystal structures. It begins by defining solid state physics as explaining the properties of solid materials by analyzing the interactions between atomic nuclei and electrons. It then discusses different types of solids including single crystals, polycrystalline materials, and amorphous solids. Single crystals have long-range periodic atomic order, while polycrystalline materials are made of many small crystals joined together and amorphous solids lack long-range order. The document goes on to describe crystal structures including crystal lattices, unit cells, and common crystal systems such as cubic, hexagonal, and orthorhombic. It provides examples of crystal structures including sodium chloride and its cubic lattice structure.Analogue electronics lec (2)
Analogue electronics lec (2)Dr. Abeer Kamal
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This document provides an overview of basic circuit laws including Ohm's law, Kirchhoff's laws, and analysis of series and parallel circuits. Ohm's law states that voltage across a resistor is proportional to current through the resistor. Kirchhoff's laws include the junction rule that the total current entering a node equals the total leaving, and the loop rule that the sum of all potential differences around a closed loop is zero. Series and parallel circuits are analyzed using concepts like equivalent resistance, voltage division, and current division. Examples are provided to demonstrate applying these circuit analysis techniques.Analogue electronics lec (1)
Analogue electronics lec (1)Dr. Abeer Kamal
油
An electric circuit is a connection of electronic components like voltage/current sources, resistors, inductors and capacitors. Power is supplied by a source and dissipated by another component. The purpose of electronic components is to control current flow to achieve a specified output. Resistors restrict current flow while capacitors can store energy and diodes allow current to flow in one direction. Transistors are commonly used for amplification and switching. Integrated circuits combine multiple components on a single chip to perform complex functions.Nanophysics lec (1)
Nanophysics lec (1)Dr. Abeer Kamal
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The document discusses the history and development of nanoscience and nanotechnology. It begins by explaining that nanoscience involves studying and manipulating materials at the atomic scale and can be applied across various fields like chemistry, biology, physics, materials science, and engineering. It then discusses how Richard Feynman in 1959 and Professor Norio Taniguchi in the 1970s coined the terms "nanotechnology" and helped establish the field. The development of the scanning tunneling microscope in 1981 by Gerd Binnig and Heinrich Rohrer allowed scientists to directly image atoms and view surfaces at the atomic level, significantly advancing nanotechnology research.General Physics (2) lect 1
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This document summarizes a physics lecture on electrical charges and Coulomb's law. It discusses the structure of atoms and how they can become charged by gaining or losing electrons. Coulomb's law is then introduced, stating that the electrostatic force between two point charges is directly proportional to the product of the charges and inversely proportional to the square of the distance between them. Several example problems are worked through applying Coulomb's law to calculate the electrostatic force between charged objects at varying distances.悋惺惘惷 悋悖悽惘
悋惺惘惷 悋悖悽惘Dr. Abeer Kamal
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The document investigates the efficiency of a solar cooker box with four reflectors. It describes how solar cookers work by converting sunlight to thermal energy. The advantages are listed as reduced travel for firewood, lower costs than other fuels, and reduced emissions. Limitations include long cooking times, reliance on sunny weather, and inconsistent results. Dimensions and materials used to construct the solar oven are provided. Testing showed efficiency increased with smaller differences between collector and ambient temperatures. Recommendations include adding wheels and improving the window seal to boost performance.
Drug dependancy
- 3. 悖惺惠悋惆 悴愕悋 愕 惡忰惓 惠惴惘 惺 悋惘惷 悸 悖惺惠悋惆 悖愕惠悽惆悋 惘 惠惘惘 惺悋惘 愀惡惺 悖 惶悋惺 悗惓惘 惺 悋悴悋慍 悋惺惶惡 ) 惠愆愀 惠惆悧悸 惠愕 惠悽惆惘 惠愃惡 惠( 悒悵悋 惺 悗惆 悒 悖惺惘惷 悖愕忰悋惡悸 愕悸 悴愕悸 惓) 悋惠惠惘 悋 悋悒惠悧悋惡 悋 悋惺惆悋悸 悋悖惘 惆悋 悋愆悸(
- 14. 愕悄 悋惠惘惡悸 悋惠 悋悖愕惘 惷惺 悋悋慍惺 悋惆 惺惆 悋悴悄 悒 悋 惠惺悋 悋愆惆悋悧惆 悋忰 悖惶惆悋悄 悋愕悄 悋悵 慍 悒愕悋 惡悋悧忰 悋悖惺悋 悋惘悋愃 悋悋惠 忰悋悸 愆愃 惡悖 愕悸 悋悋惠 悋惷悋悧悸 悋惠惡惓 惡惘悋悴 悖悋 惠惆惺 悒 悋悋忰愆 悋惘悵悸 惡愆惠 悖悋惺悋 悋 悒惆悋 悋悽惆惘悋惠 悋悴悄 悒 惡惺惷 悋悖惆悸 悋惆悸 惆 悋愕惠愆悋惘悸 悖 悋悋悽惠惶悋惶 惺 悋悒愕悋 悋悒惆悋 惆 悖 愆惺惘 悋惘愃惡悸 慍悋惆悸 悋惆惘悸 惺 悋惺 悋愕惘 悋悵悋惘悸 悴惆 惺惶悋惡悋惠 惠悽惶惶悸 悋惠惘悴 悽惆惘悋惠 惠愕 惶悋 悒 悖 悋.
- 15. - 惓惡愀悋惠 ) 惡愀悋惠 ( : 惠愆 悋悽惆惘悋惠 惓 悋惘 悋惘 悋悖 悴惺悸 悋惡悋惘惡惠惘悋惠 惡惺惷 悋惘惡悋惠 悋惶悋惺悸 惓 悋惓悋 惠惷 悵 悋悴惺悸 悵 悋忰. - 愆愀悋惠 ) 惡悋惠 ( : 惓 悋悋 悋惠 悋悋 悋悖惠悋悋惠 惓 悋惡慍 悋惡悋惠愕 悋悖愕惠 悋惠惘. - 愕悋惠 ) 悗惓惘悋惠 惺悸 ( 悖 悋惓惘悸 悖悽悋 )悋愃惡悋惠( : 悖惠 惺 惘悖愕悋 悋惡 悋惆 悋悵 愕惠悽惘悴 悋忰愆愆 悋悋惘愃悋悋
- 16. 悖悋惺 悋悽惆惘悋惠 悋 惶惆惘 悋悋惆悸 悋惠 忰惷惘惠 悋 悖 愀惘悸 悋悒惠悋悴 悽惆惘悋惠 愀惡惺悸 ) 悖惶 惡悋惠 悖 忰悋 ( : 惓 悋忰愆愆 悋悋惠 悋悖 惡悋惠 悋惡 悽惆惘悋惠 惶 愆惆悸 ) 惶惺悸 ( 惠 悋悋惆悸 悋悖愕悋愕悸 悵悋 悋惺 愕惠悽惘悴悸 悋悽惆惘 悋愀惡惺: 惓 悋惘 悋惘 悋悋 - 悽惆惘悋惠 愆惆悸 ) 惘惡悸 ( 悋惠悴悸 惺 惠悋惺悋惠 悋悧悸 惺惆悸 悋 惆悽
- 20. 悖惠愆悋惘悋惠愕 悖 悋惆惺悋惘悸 悖悋愕惘悸 悋悒惠忰悋惘 悋惠 惺惆悋 愀惺 惆悽 惘惡 悋悖愕惘悸 惆 惆惺 悋悖惡悋悄 悋惘惠悋惡 悋悴惘悋悧 惠惘 悋悋 悋悋慍 愆惘悋悄 悋悽惆惘悋惠
- 22. 悋愕悸 悋忰愕悸 悋愕惺悸 悋惡惶惘悸 惘悗悸 悋悖愆惡悋忰 悋悸 悋悋惷愀惘悋惡悋惠 悋惺悸 悋悴 悖 悋惺惠 悋悽惠悋 悖忰悴悋 悖愆悋 悋惘悧悋惠 悋愕悋悋惠 悋 悋愕 慍悋惆悸 悋悋惺悋 悋悽 悋悋惷愀惘悋惡 悋愕 悋忰愀悋愀 悋愆悽惶悸 悋愆惺惘 悋慍悋悧 惡悋悋惷愀悋惆 悋惷愀惘悋惡 惠惆惘 悋悋 悋慍悋 悋忰 悋悽悋愀悧 惺 悋悖愆悋悄 悋悖忰愕悋愕 惡悋悛惡悸 慍悋惆悸 悋惠惡惆 悋惺慍悸 悋惠惠惘 悋惺惶惡 悋愕 悋慍悋悧惆 惷惺 悋惠惘慍 悋悵悋惘悸 悋悵 悗惆 惘愕惡 悋愆 悋惆惘悋愕悸
- 24. 1. 悒慍悋悸 愕悸 悋悽惆惘悋惠 悴愕惆 悋惠惺悋愀 2. 惺悋悴悸 悋悖惺惘悋惷 悋悋愕忰悋惡悸 悋悴愕惆悸 悋愕悸 悋惠 惠惠悴 惺 悵 3. 悋惺悋悴 悋愕 悋悖悴惠悋惺 4. 悋惠悖 悋悖悴惠悋惺: 悒惺悋惆悸 惠悖 悋 悋悴惠悋惺悋 忰惠 惺惆悋 悴惠惺 悖惘悋惆悋 惶悋忰 悋惆惘 惺 悋惺愀悋悄. 5. 悋悋悸 悋愕悋惠
- 27. 悋悋悸 惆惺悋 悋 悖 忰悋 忰 悖惡悋悧悋 愕惠惡悋 悋忰惷悋惘 悖悽愀悋惘 悋悽惆惘悋惠