'Unit cell' presentation slideshows

INTRODUCTION TO CRYSTAL PHYSICS

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MATERIALS SCIENCE & ENGINEERING

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Basic Structure of Condensed Materials

Basic Structure of Condensed Materials. Lecture 1. Outline. Motivation Atomic structure and interatomic bonding Crystalline materials Composite materials Soft materials (Polymers and Biomolecules) Magnetic materials Liquids and non-crystalline materials

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Crystal Structure Lecture 4

Crystal Structure Lecture 4. The Space Lattice and Unit Cells. Atoms, arranged in repetitive 3-Dimensional pattern, in long range order (LRO) give rise to crystal structure . Properties of solids depends upon crystal structure and bonding force.

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Chemistry-140 Lecture 33

Chemistry-140 Lecture 33. Chapter 13: Intermolecular Forces: Liquids & Solids. Chapter Highlights phases of matter & kinetic molecular theory intermolecular forces metallic & ionic solids molecular & network solids

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KINETIC THEORY

KINETIC THEORY. Unit 7 Chemistry Langley. *Corresponds to Chapter 13 (pgs. 384-409) in Prentice Hall Chemistry textbook. KINETIC THEORY. Kinetic Theory states that the tiny particles in all forms of matter are in constant motion. Kinetic refers to motion

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Ruby Laser

Ruby Laser. Crystal structure of sapphire: ?-Al 2 O 3 (aluminum oxide). The shaded atoms make up a unit cell of the structure. The aluminum atom inside the dashed hexagonal prism experiences an almost cubic field symmetry from the oxygen atoms on the prism.

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Modelling of Macraes POX Circuit

Modelling of Macraes POX Circuit. May 2006 . Acknowledgements. OceanaGold GRD Minproc Brent Hill Tony Frater David King Quenton Johnston Nevin Scagliotta Adrian Marin. Presentation Outline. Background Macraes POX circuit Integration of Reefton concentrates Modelling

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Introduction to X-ray Pole Figures

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Introduction to X-ray Pole Figures

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Modelling of Macraes POX Circuit

Modelling of Macraes POX Circuit. May 2006 . Acknowledgements. OceanaGold GRD Minproc Brent Hill Tony Frater David King Quenton Johnston Nevin Scagliotta Adrian Marin. Presentation Outline. Background Macraes POX circuit Integration of Reefton concentrates Modelling

511 views • 30 slides

Baden, 28.11.2005

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The Wigner-Seitz Method to Construct a Primitive Cell

A simple, geometric method to construct a Primitive Cell is called the Wigner-Seitz Method . The procedure is:. The Wigner-Seitz Method to Construct a Primitive Cell. 1. Choose a starting lattice point . 2. Draw lines to connect that point to its nearest neighbors.

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Chapter 9 Liquids and Solids

Chapter 9 Liquids and Solids. 16.1 Intermolecular Forces 16.2 The Liquid State 16.3 An Introduction to Structures and Types of Solids 16.4 Structure and Bonding in Metals 16.5 Carbon and Silicon: Network Atomic Solids 16.6 Molecular Solids 16.7 Ionic Solids

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Chapter 9 Liquids and Solids

Chapter 9 Liquids and Solids. 16.1 Intermolecular Forces 16.2 The Liquid State 16.3 An Introduction to Structures and Types of Solids 16.4 Structure and Bonding in Metals 16.5 Carbon and Silicon: Network Atomic Solids 16.6 Molecular Solids 16.7 Ionic Solids

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Data Mining Tools Sorted Displays Histograms SIeve

Data Mining Tools Sorted Displays Histograms SIeve . Data Mining What?. From Webopedia: A class of database applications that look for hidden patterns in a group of data that can be used to predict future behavior. The term is

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Practice of analysis and interpretation of X-ray diffraction data

Practice of analysis and interpretation of X-ray diffraction data. Power Point presentation from lecture # 2 is available at: http://dl.dropbox.com/u/23622306/UIUC/Lecture%202.ppt. Power Point presentation from lecture # 4 is available at: http://dl.dropbox.com/u/23622306/UIUC/lecture%204.ppt.

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The new iron-based superconductor

The new iron-based superconductor. Hao Hu The University of Tennessee Department of Physics and Astronomy, Knoxville Course: Advanced Solid State Physics II (Spring 2009) Instructor: Elbio Dagotto (Dated: March 22, 2009). Outline. Introduction

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Solids & Liquids

Solids & Liquids. CA Standards. Students know the atoms and molecules in liquids move in a random pattern relative to one another because the intermolecular forces are too weak to hold the atoms or molecules in a solid form . Intermolecular Forces.

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