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choice_of_the_k-point_mesh [2014/02/09 12:35]
dani
choice_of_the_k-point_mesh [2014/02/09 13:16] (current)
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- In this section, we explain how to choice of the k-point mesh of Si bulk diamond structure. The diamond structure is characterized by two distinct atom per unit cell with relative coordinates (0 ,0 ,0) and (1/4, 1/4, 1/4). The lattice vector is defined in the relative coordinates alat*(1/4, 1/4, 1/4). Detail description of the diamond structure can be found elsewhere. There is an elegant way to rescale atomic coordinates,​ lattice vector and k-points by only one parameter rescal defined in the section &​OPTIONS. Our input atomic coordinates written in **''​Si.bas''​** look like:+In this section, we explain how to choice of the k-point mesh of Si bulk diamond structure. The diamond structure is characterized by two distinct atom per unit cell with relative coordinates (0 ,0 ,0) and (1/4, 1/4, 1/4). The lattice vector is defined in the relative coordinates alat*(1/4, 1/4, 1/4). Detail description of the diamond structure can be found elsewhere. There is an elegant way to rescale atomic coordinates,​ lattice vector and k-points by only one parameter rescal defined in the section &​OPTIONS. Our input atomic coordinates written in **''​Si.bas''​** look like:
  
    2    2
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    ​0.50000 ​  ​0.50000 ​  ​0.00000    ​0.50000 ​  ​0.50000 ​  ​0.00000
    
-to obtain the kpts points we used [[http://​sourceforge.net/​projects/​xeo/​:xeo]], that implements the Monkhorst-Pack method to generate a k-points+to obtain the kpts points we used [[http://​sourceforge.net/​projects/​xeo/​|xeo]], that implements the Monkhorst-Pack method to generate a k-points
  
 {{:​xeo-menu-kpts.png|}} {{:​xeo-menu-kpts.png|}}
  
-{{:xeo-kpts.png|}}+{{:si-bulk:kpts-xeo.png|}}
  
 +And we obtain :
  
 +{{:​si-bulk:​kpts.png|}}
  
  
  
  
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