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== Crystals and symmetry ==
 
== Crystals and symmetry ==
  
'''Names:''' <br><hr>
+
'''Names''' <br><hr>
 
Jason Krupp (krupp@purdue.edu) <br>
 
Jason Krupp (krupp@purdue.edu) <br>
 
Erik Plesha (eplesha@purdue.edu) <br>
 
Erik Plesha (eplesha@purdue.edu) <br>
Line 9: Line 9:
 
Thilagan Sekaran(trajasek@purdue.edu) <br>
 
Thilagan Sekaran(trajasek@purdue.edu) <br>
 
<br>
 
<br>
'''Project Outline:''' <br><hr>
+
'''Project Outline''' <br><hr>
 
A) Crystal Symmetries and their properties<br>
 
A) Crystal Symmetries and their properties<br>
 
--Miller Indices<br>
 
--Miller Indices<br>
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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>
+
'''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 05:32, 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

Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett