Superlattice - Revision history

MassimoNespolo at 09:23, 17 February 2019

2019-02-17T09:23:20Z

BrianMcMahon: Added German translation (U. Mueller)

2017-11-20T09:04:13Z

Added German translation (U. Mueller)

BrianMcMahon: Style edits to align with printed edition

2017-05-17T11:35:14Z

Style edits to align with printed edition

MassimoNespolo at 08:49, 30 June 2008

2008-06-30T08:49:16Z

MassimoNespolo at 08:47, 30 June 2008

2008-06-30T08:47:52Z

New page

Superréseau (''Fr''); Superreticolo (''It''); 超格子 (''Ja'').

A [[Direct lattice|lattice]] '''L'''' obtained by another lattice '''L''' by adding one or set of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].

==See also==
*[[Sublattice]]

[[Category:Fundamental crystallography]]

← Older revision		Revision as of 09:23, 17 February 2019
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	A [[Direct lattice\|lattice]] '''L'''' obtained from another lattice '''L''' by adding one or more sets of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].		A [[Direct lattice\|lattice]] '''L'''' obtained from another lattice '''L''' by adding one or more sets of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].
		+
		+	In chemistry and material science literature the term superlattice is often incorrectly used to indicate a [[superstructure]].

	==See also==		==See also==

← Older revision		Revision as of 09:04, 20 November 2017
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−	<font color="blue">Superréseau</font> (''Fr''). <font color="black">Superreticolo</font> (''It''). <font color="purple">超格子</font> (''Ja'').	+	<font color="blue">Superréseau</font> (''Fr''). <font color="red">Übergitter</font> (''Ge''). <font color="black">Superreticolo</font> (''It''). <font color="purple">超格子</font> (''Ja'').
		+

	A [[Direct lattice\|lattice]] '''L'''' obtained from another lattice '''L''' by adding one or more sets of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].		A [[Direct lattice\|lattice]] '''L'''' obtained from another lattice '''L''' by adding one or more sets of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].

@@ Line 1: / Line 1: @@
-<font color="blue">Superréseau</font> (''Fr''); <font color="black">Superreticolo</font> (''It''); <font color="purple">超格子</font> (''Ja'').
+<font color="blue">Superréseau</font> (''Fr''). <font color="black">Superreticolo</font> (''It''). <font color="purple">超格子</font> (''Ja'').
-A [[Direct lattice|lattice]] '''L'''' obtained by another lattice '''L''' by adding one or more sets of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].
+A [[Direct lattice|lattice]] '''L'''' obtained from another lattice '''L''' by adding one or more sets of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].
 ==See also==

@@ Line 1: / Line 1: @@
 <font color="blue">Superréseau</font> (''Fr''); <font color="black">Superreticolo</font> (''It''); <font color="purple">超格子</font> (''Ja'').
-A [[Direct lattice|lattice]] '''L'''' obtained by another lattice '''L''' by adding one or set of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].
+A [[Direct lattice|lattice]] '''L'''' obtained by another lattice '''L''' by adding one or more sets of nodes is called a '''superlattice of L'''. The translation [[subgroup]] '''T'''' of '''L'''' is a [[supergroup]] of the translation subgroup '''T''' of '''L'''. The [[unit cell]] of '''L'''' is smaller than the unit cell of '''L''' and is therefore called a [[subcell]].
 ==See also==