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19 March 2007
- 20:3820:38, 19 March 2007 diff hist −1 m Building up a face centered cubic lattice No edit summary
- 20:3520:35, 19 March 2007 diff hist +47 m Building up a simple cubic lattice →Atomic position(s) on a cubic cell
- 20:3420:34, 19 March 2007 diff hist +157 m Building up a simple cubic lattice No edit summary
- 19:4419:44, 19 March 2007 diff hist +42 m Lattice Structures →3-dimensional systems
- 19:3119:31, 19 March 2007 diff hist +13 m Building up a face centered cubic lattice No edit summary
- 19:1819:18, 19 March 2007 diff hist −1 m Building up a face centered cubic lattice No edit summary
- 19:1719:17, 19 March 2007 diff hist +793 Nm Building up a face centered cubic lattice New page: * Consider: # a Cubic Simulation box of length <math>\left. L \right. </math> # a number of lattice positions, <math> \left. M \right. </math> given by: : <math> \left. M = 4 m^3 \ri...
- 19:0719:07, 19 March 2007 diff hist +42 m Lattice Structures No edit summary
- 18:5818:58, 19 March 2007 diff hist +637 Nm Building up a body centered cubic lattice New page: * Consider: # a Cubic Simulation box of length <math>\left. L \right. </math> # a number of lattice positions, <math> \left. M \right. </math> given by: : <math> \left. M = 2 m^3 \ri...
- 18:4818:48, 19 March 2007 diff hist +482 m Building up a simple cubic lattice No edit summary
- 18:3618:36, 19 March 2007 diff hist +90 Nm Building up a simple cubic lattice New page: * Using a Cubic Simulation box of length <math>\left. L \right. </math> [EN CONSTRUCCION]
- 18:3418:34, 19 March 2007 diff hist +177 m Lattice Structures No edit summary
- 18:2918:29, 19 March 2007 diff hist +276 Nm Lattice Structures New page: We will describe some ordered structures that are used as starting configurations in computer simulation of condensed matter. * 2-dimensional systems Square lattice * 3-dimensional...
- 18:2418:24, 19 March 2007 diff hist +187 m Metropolis Monte Carlo →Boundary Conditions
- 18:2118:21, 19 March 2007 diff hist −27 m Metropolis Monte Carlo →Initial configuration
- 18:2018:20, 19 March 2007 diff hist +29 m Metropolis Monte Carlo →Importance sampling
- 18:1518:15, 19 March 2007 diff hist 0 m Ramp model No edit summary
6 March 2007
- 13:0813:08, 6 March 2007 diff hist +118 m Semi-grand ensembles →Fixed pressure and temperature: Semi-grand ensemble: Partition function
5 March 2007
- 17:1317:13, 5 March 2007 diff hist +2 m Semi-grand ensembles →Semi-grand ensemble at fixed volume and temperature
- 17:0517:05, 5 March 2007 diff hist +77 m Semi-grand ensembles →Fixed pressure and temperature: Semigrand ensemble
2 March 2007
- 18:0718:07, 2 March 2007 diff hist +163 m Gibbs-Duhem integration →Example: phase equilibria of one-component system
- 17:1717:17, 2 March 2007 diff hist +62 m Gibbs-Duhem integration →Example: phase equilibria of one-component system
- 17:1617:16, 2 March 2007 diff hist +134 m Gibbs-Duhem integration →Example: phase equilibria of one-component system
- 17:1217:12, 2 March 2007 diff hist +1 m Gibbs-Duhem integration →Peculiarities of the method (Warnings)
- 17:1117:11, 2 March 2007 diff hist +1 m Gibbs-Duhem integration →Peculiarities of the method (Warnings)
- 17:1017:10, 2 March 2007 diff hist +11 m Gibbs-Duhem integration →Peculiarities of the method
- 17:1017:10, 2 March 2007 diff hist +255 m Gibbs-Duhem integration →Peculiarities of the method
- 17:0617:06, 2 March 2007 diff hist +35 m Gibbs-Duhem integration →Example: phase equilibria of one-component system
- 16:4816:48, 2 March 2007 diff hist +392 m Gibbs-Duhem integration →Example: phase equilibria of one-component system
- 16:4216:42, 2 March 2007 diff hist +265 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 16:1816:18, 2 March 2007 diff hist +172 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 16:1516:15, 2 March 2007 diff hist +885 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 13:2413:24, 2 March 2007 diff hist +281 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 13:1813:18, 2 March 2007 diff hist +77 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 13:1613:16, 2 March 2007 diff hist −17 m Gibbs-Duhem integration →Basic Features
- 13:1413:14, 2 March 2007 diff hist +275 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 12:5912:59, 2 March 2007 diff hist −1 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 12:5912:59, 2 March 2007 diff hist +431 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 12:4212:42, 2 March 2007 diff hist +144 m Gibbs-Duhem integration →Example: phase equilibria of one-compoment system
- 12:4012:40, 2 March 2007 diff hist +171 m Gibbs-Duhem integration →Basic Features
- 12:3412:34, 2 March 2007 diff hist +4 m Gibbs-Duhem integration →Basic Features
- 12:2812:28, 2 March 2007 diff hist +761 m Gibbs-Duhem integration No edit summary
- 12:1612:16, 2 March 2007 diff hist +486 m Gibbs-Duhem integration No edit summary
- 12:0012:00, 2 March 2007 diff hist +183 Nm Gibbs-Duhem integration New page: The so-called Gibbs-Duhem Integration referes to a number of methods that couple molecular simulation techniques with thermodynamic equations in order to draw phase coexistence lines.
- 11:5511:55, 2 March 2007 diff hist +92 m Monte Carlo in the microcanonical ensemble No edit summary
- 11:4411:44, 2 March 2007 diff hist −6 m Monte Carlo in the microcanonical ensemble No edit summary
- 11:4411:44, 2 March 2007 diff hist +194 m Monte Carlo in the microcanonical ensemble No edit summary
28 February 2007
- 18:1918:19, 28 February 2007 diff hist +3 m Monte Carlo in the microcanonical ensemble →Integration of the kinetic degrees of freedom
- 17:5517:55, 28 February 2007 diff hist +94 m Monte Carlo in the microcanonical ensemble →Integration of the kinetic degrees of freedom
- 17:5317:53, 28 February 2007 diff hist +33 m Monte Carlo in the microcanonical ensemble →Integration of the kinetic degrees of freedom