Building up a simple cubic lattice - Revision history

Carl McBride: Added a Jmol fo rthe lattice + category.

2009-07-22T11:01:01Z

Added a Jmol fo rthe lattice + category.

← Older revision		Revision as of 13:01, 22 July 2009
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			{{Jmol_general\|Simple_cubic_lattice.xyz\|A simple cubic lattice}}
	* Consider:		* Consider:
	# a cubic simulation box whose sides are of length <math>\left. L \right. </math>		# a cubic simulation box whose sides are of length <math>\left. L \right. </math>
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	*<math> \alpha = \beta = \gamma = 90^0 </math>		*<math> \alpha = \beta = \gamma = 90^0 </math>
	[[category: computer simulation techniques]]		[[category: computer simulation techniques]]
			[[category: Contains Jmol]]

2008-02-13T09:59:47Z

← Older revision		Revision as of 11:59, 13 February 2008
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	*<math> \alpha = \beta = \gamma = 90^0 </math>		*<math> \alpha = \beta = \gamma = 90^0 </math>
			[[category: computer simulation techniques]]

2007-03-20T11:19:07Z

← Older revision		Revision as of 13:19, 20 March 2007
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	* Consider:		* Consider:
	# a cubic simulation box whose sides are of length <math>\left. L \right. </math>		# a cubic simulation box whose sides are of length <math>\left. L \right. </math>
	# a number 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		# a number 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:		* The <math> \left. M \right. </math> positions are those given by:

2007-03-20T11:11:17Z

Atomic position(s) on a cubic cell

← Older revision		Revision as of 13:11, 20 March 2007
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	* Number of atoms per cell: 1		* Number of atoms per cell: 1
	* Coordinates:		* Coordinates:
	Atom 1: X=0, Y=0, Z=0.		Atom 1: <math> \left( x_1, y_1, z_1 \right) = \left( 0, 0, 0 \right) </math>

2007-03-19T18:35:56Z

Atomic position(s) on a cubic cell

← Older revision		Revision as of 20:35, 19 March 2007
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	== Atomic position(s) on a cubic cell ==		== Atomic position(s) on a cubic cell ==

			* Number of atoms per cell: 1
			* Coordinates:
	Atom 1: X=0, Y=0, Z=0.		Atom 1: X=0, Y=0, Z=0.

2007-03-19T18:34:41Z

@@ Line 10: / Line 10: @@
 z = k \times (\delta l) &; k=0,1,\cdots, m-1
 \end{array}
 \right.
 </math>
@@ Line 19: / Line 20: @@
 \right.
 </math>

2007-03-19T17:32:11Z

← Older revision		Revision as of 19:32, 19 March 2007
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	* Consider:		* Consider:
	# a ~~Cubic Simulation~~ box of length <math>\left. L \right. </math>		# a cubic simulation box whose sides are of length <math>\left. L \right. </math>
	# a ~~numer~~ of lattice positions, <math> \left. M \right. </math> given by:		# a number 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

	~~: <math> \left. M = m^3 \right. </math>~~		* The <math> \left. M \right. </math> positions are those given by:
			:<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}		\left\{ \begin{array}{ll}
	x = i \times (\delta l) &; i=0,1,\cdots, m-1 \\		x = i \times (\delta l) &; i=0,1,\cdots, m-1 \\
Line 18:		Line 13:
	</math>		</math>

	~~with:~~		where
	<math>		<math>
	\left.		\left.

2007-03-19T16:48:36Z

← Older revision		Revision as of 18:48, 19 March 2007
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	* ~~Using~~ a Cubic Simulation box of length <math>\left. L \right. </math>		* Consider:
	~~[EN CONSTRUCCION]~~		# 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>

2007-03-19T16:36:02Z

New page: * Using a Cubic Simulation box of length <math>\left. L \right. </math> [EN CONSTRUCCION]

New page

* Using a Cubic Simulation box of length <math>\left. L \right. </math>
[EN CONSTRUCCION]