Building up a simple cubic lattice: Difference between revisions
		
		
		
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| m (New page: * Using a Cubic Simulation box of length <math>\left. L  \right. </math> [EN CONSTRUCCION]) | mNo edit summary | ||
| Line 1: | Line 1: | ||
| *  | * Consider: | ||
| # a Cubic Simulation box of length <math>\left. L  \right. </math> | |||
| # a numer of lattice positions, <math> \left. M \right. </math> given by:  | |||
| : <math> \left. M = m^3    \right. </math> | |||
| : with <math> m </math> being a positive integer | |||
| * The <math> \left. M \right. </math> positions are those given by: | |||
| <math> | |||
| \left\{ \begin{array}{ll} | |||
| x = i \times (\delta l) &; i=0,1,\cdots, m-1 \\ | |||
| y = j \times (\delta l) &; j=0,1,\cdots, m-1 \\ | |||
| z = k \times (\delta l) &; k=0,1,\cdots, m-1  | |||
| \end{array} | |||
| \right. | |||
| </math> | |||
| with: | |||
| <math> | |||
| \left. | |||
| \delta l = L/m | |||
| \right. | |||
| </math> | |||
Revision as of 17:48, 19 March 2007
- Consider:
- a Cubic Simulation box of length
- a numer of lattice positions, given by:
- with being a positive integer
- The positions are those given by:
with: