| 1 |
½Òµ{²¤¶»P·§z (PDF)
Course Overview and Introduction (PDF) |
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²Ä¤@³¡ - ¬ÛÃö¨ç¼Æ Part I - Correlation Functions |
| 2 |
ÂX´² : §¡¤è¸m´« (PDF)
Diffusion: mean square displacement (PDF) |
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| 3 |
ÂX´² ¡G ³t«×®É§Ç¦Û¬ÛÃö ¡V Green Kudo Ãö«Y¦¡ (PDF)
Diffusion: velocity autocorrelation - Green Kubo
relations (PDF) |
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| 4 |
ÂX´² : Van Hove ªÅ¶¡¦Û¬ÛÃö¨ç¼ÆGs(r,t) (PDF)
Diffusion: Van Hove self correlation function
Gs(r,t) (PDF) |
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| 5 |
±K«×¦Û¬ÛÃö¨ç¼ÆG(r,t) (PDF)
The density correlation function G(r,t) (PDF) |
§@·~ 1 ¤½§G (PDF)
Problem Set 1 Issued (PDF) |
| 6 |
®É§Ç¬ÛÃö¨ç¼Æªº¯S©Ê (PDF)
Properties of time correlation functions (PDF) |
§@·~ 1 ú¥æ (PDF)
Problem Set 1 Due (PDF)
§@·~ 2 ¤½§G (PDF)
Problem Set 2 Issued (PDF) |
| 7 |
®|¦V¤À§G¨ç¼Æ g(r) The radial distribution function g(r) |
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| 8 |
°ÊºAµ²ºc¦]¤l»P«D¼u©Ê¤¤¤l/¥ú¤l´²®g
Dynamic structure factor and inelastic neutron
and light scattering |
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| 9 |
G(r,t) ¤èµ{²Õ»P¬ÛªÅ¶¡¬ÛÃö©Ê Equations for G(r,t) and phase-space correlation
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| 10 |
¬yÅé¤O¾Ç¤èµ{²Õ Equations of hydrodynamics |
§@·~ 2 ú¥æ (PDF)
Problem Set 2 Due (PDF) |
| 11 |
°ÊºAµ²ºc¦]¤lªº¬yÅé¤O¾Ç²z½× Hydrodynamic theory of dynamic structure factor
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§@·~ 3 ¤½§G (PDF)
Problem Set 3 Issued (PDF) |
²Ä¤G³¡ -- °Ê¤O¾Ç²z½× Part II - Kinetic Theory |
| 12 |
ªi¯÷°Ò¤èµ{¦¡ : ²n±À¾É Boltzmann equation: brief derivation |
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| 13 |
ªi¯÷°Ò¤èµ{¦¡ : ¸I¼²¤£Åܶq»P¬yÅé¤O¾Ç¨î Boltzmann equation: collisional invariants and
hydrodynamic limit |
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| 14 |
©µÄò²Ä13Á¿ Continuation of Lecture 13 |
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| 15 |
ªi¯÷°Ò¤èµ{¦¡ : H-©w²z»P¥¿Åª¬ºAªº¸Ñ Boltzmann equation: H-theorem and equilibrium
solution |
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| 16 |
½u©Ê¤Æªi¯÷°Ò¤èµ{¦¡ : ÃP¦¢®É¶¡¼Ò¦¡ Linearized Boltzmann equation: relaxation time
models |
§@·~ 3 ú¥æ (PDF)
Problem Set 3 Due (PDF) |
| 17 |
Gs(r,t)ªº°Ê¤O¾Ç²z½× -- Nelkin-Ghatak ¼Ò¦¡
Kinetic theory of Gs(r,t) - Nelkin-Ghatak
model |
§@·~ 4 ¤½§G (PDF)
Problem Set 4 Issued (PDF) |
| 18 |
©µÄò²Ä17Á¿ Continuation of Lecture 17 |
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| 19 |
G(r,t)ªº°Ê¤O¾Ç²z½× ¡V BGK ¼Ò¦¡ Kinetic theory of G(r,t): BGK model |
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| 20 |
°ÊºA¼Ò¦¡¡Bªi¯÷°Ò¤èµ{¦¡¤Î¤¤¤l¶Ç¿é¤èµ{¦¡ Kinetic models, Boltzmann equation and neutron
transport equation |
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| 21 |
½u©Ê¤ÏÀ³²z½× Linear response theory - complex susceptibility,
fluctuation-dissipation theorem |
§@·~ 4 ú¥æ (PDF)
Problem Set 4 Due (PDF) |
| 22 |
©µÄò²Ä21Á¿ Continuation of Lecture 21 |
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²Ä¤T³¡ -- ì¤lµ¥¯Å¼ÒÀÀ¿é°e¬ÛÃö²{¶H Part III - Atomistic Simulation of
Transport and Related Phenomena |
| 23 |
¿é°e²{¶Hªº¥§¡¦Û¥Ñ®|±´°Q(ÂHº¢©Ê¡B¶Ç¾É«×¤ÎÂX´²) Mean Free Path Treatment of Transport (viscosity,
conductivity, diffusion) |
§@·~ 5 ¤½§G (PDF)
Problem Set 5 Issued (PDF) |
| 24 |
©µÄò²Ä22Á¿ Continuation of Lecture 22 |
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| 25 |
ì¤lµ¥¯Å¼ÒÀÀ¦b¿é°e²{¶H±´°Q¤¤ªº«n©Ê (PDF)
Role of atomistic simulations in transport (PDF) |
§@·~ 5 ú¥æ (PDF)
Problem Set 5 Due (PDF) |
| 26 |
¤À¤l°Ê¤O½×°ò¦: ®É§Ç¾ã¦X¡B¦ì¯à¡B¿é¥X¿é¤Jï°O¡B¬yµ{¤Î¿W¯S¯S©Ê¡C
Basic Molecular Dynamics: time integration, potential,
book keeping, flow chart, unique properties |
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| 27 |
©µÄò²Ä26Á¿ Continuation of Lecture 26 |
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| 28 |
²GºAªºì¤lµ¥¯Å¼ÒÀÀ ¡V µ²ºc¤Î°Ê¤O²{¶H Atomistic simulation of liquids - structure and
dynamics |
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| 29 |
ªi¯÷°Ò¤èµ{¥¼¦Ò¶qªº³¡¥÷ -- ¾B¸n®ÄÀ³¡B²oµ·²{¶H¡BÁn¤l¥Í©R´Á
Transport phenomena beyond Boltzmann - cage effects,
molasses tail, phonon lifetimes |
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| 30 |
ì¤lµ¥¯Å¼ÒÀÀªº¦UºØÀ³¥Î¡]Æ[©À¤¶²Ð) Diversity of atomistic simulation applications
(concepts) |
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| 31 |
©TºA¼ö¶Ç¾É(ºÒ¤Æª¿) Thermal conductivity of a solid (SiC) |
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| 32 |
¤À¤l°Ê¤O¾Ç±´°Q¹³ÅÜ¤Æ -- º²¸Ñ¡B¬Á¼þ¤Æ¤Î«D´¹¤Æ¹Lµ{ MD studies of phase transitions - melting, vitrification
and amorphization |
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| 33 |
©µÄò²Ä32Á¿ Continuation of Lecture 32 |
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| 34 |
¦h«¤Ø«×§÷®Æ¼Ò¦¡ -- µo®i¤è¦V¤ÎµøÄ±¤Æ Multiscale materials modeling - perspective and
visualization |
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| 35 |
¿é°e²z½×³Ì«á¤@Ó¥DÃD:°O¾Ð¨ç¼Æ»P¼Ò¦¡±µ¦X Final topic on transport theory: memory function,
mode coupling |
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