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'''Combinations of Symmetry Operations'''<br><hr><br>
 
'''Combinations of Symmetry Operations'''<br><hr><br>
 
'''Crystal Symmetry Groups'''<br><hr><br>
 
'''Crystal Symmetry Groups'''<br><hr><br>
'''References and Links:'''<br><hr><br>
+
'''References and Links:'''<br><hr>
 
Gallian, J. (2013). Contemporary abstract algebra. (8th ed.). Boston, MA: Brooks/Cole, Cengage Learning.
 
Gallian, J. (2013). Contemporary abstract algebra. (8th ed.). Boston, MA: Brooks/Cole, Cengage Learning.
 
'''MA 453 Notes'''<hr>
 
'''MA 453 Notes'''<hr>

Revision as of 05:31, 17 November 2013


Crystals and symmetry

Names:

Jason Krupp (krupp@purdue.edu)
Erik Plesha (eplesha@purdue.edu)
Andrew Wightman (awightma@purdue.edu)
Thilagan Sekaran(trajasek@purdue.edu)

Project Outline:

A) Crystal Symmetries and their properties
--Miller Indices
--Slip Systems
--Group Properties
B) Crystal Movement and Symmetry
--Translational Movement
--Rotational Movement
--Mirror Movement
C)Combinations of Symmetry Operations
--32 Crystal Classes
D)Crystal Symmetry Groups
--Finite Symmetry Groups
--Non-Finite Symmetry Groups

Crystal Symmetries and their properties


Crystal Movement and Symmetry


Combinations of Symmetry Operations


Crystal Symmetry Groups


References and Links:

Gallian, J. (2013). Contemporary abstract algebra. (8th ed.). Boston, MA: Brooks/Cole, Cengage Learning.

MA 453 Notes

Alumni Liaison

Correspondence Chess Grandmaster and Purdue Alumni

Prof. Dan Fleetwood