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Atomos: Not to Be Cut

Atomos: Not to Be Cut

Atomos: Not to Be Cut. The History of Atomic Theory. Atomic Models. This model of the atom may look familiar to you. This is the Bohr model. In this model, the nucleus is orbited by electrons, which are in different energy levels.

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474 views • 36 slides
5. Phonons Thermal Properties

5. Phonons Thermal Properties

5. Phonons Thermal Properties. Phonon Heat Capacity Anharmonic Crystal Interactions Thermal Conductivity. Phonon Heat Capacity. Planck Distribution Normal Mode Enumeration Density of States in One Dimension Density of States in Three Dimensions Debye Model for Density of States

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2.59k views • 29 slides
Thermal Properties of Solids and The Size Effect

Thermal Properties of Solids and The Size Effect

Thermal Properties of Solids and The Size Effect. Shin Dongwoo 2010-20690. Contents. 5.1 Specific Heat of Solids 5.1.1 Lattice Vibration in Solids : The Phonon gas 5.1.2 The Debye Specific Heat Model 5.1.3 Free Electron Gas in Metals. 5.1.1 Lattice Vibration in Solids : The Phonon gas.

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1.24k views • 20 slides
Statistical Physics 3

Statistical Physics 3

Statistical Physics 3. Topics. Recap The Molar Heat Capacity The Einstein Model of a Solid Summary. Recap. Particles come in two classes: bosons and fermions Fermions obey the Pauli exclusion principle . Bosons do not

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281 views • 18 slides
Solid state Phys.

Solid state Phys.

Solid state Phys. Chapter 2. Thermal and electrical properties. Chapter Four Thermal and electrical properties. Aim : To provide an overwiev of the description of thermal properties of solids, particularly insulators, using the dynamics of lattice vibrations .

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805 views • 17 slides
Lecture 27. Debye Model of Solids, Phonon Gas

Lecture 27. Debye Model of Solids, Phonon Gas

? ?. 1. 3. 2. 3 N. In 1907, Einstein developed the first quantum-mechanical model of solids that was able to qualitatively describe the low- T heat capacity of the crystal lattice. Although this was a crucial step in the right direction, the model was too crude.

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1.17k views • 15 slides
Lecture 12a Einstein Model of Solid

Lecture 12a Einstein Model of Solid

Lecture 12a Einstein Model of Solid. Model of crystal The partition function Low and high temperature limits Thermodynamic functions Problems. Real crystal - atoms connected by springs. Total potential energy of a crystal of N atoms at T = 0. c - coordination number

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401 views • 8 slides

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