| Interactive Tutorial about Diffraction Reciprocal space II: Square lattice | |
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    Reciprocal space 
    
    Interactive examples 
    Goto | These next three examples illustrate the correlation between real space
  lengths and angles and their counterparts in reciprocal space. This
  relationship can also be explored using the 
  interactive crystal builder. To begin with, lets simulate a simple square lattice. Two by two unit cells are simulated, each containing one atom at (0 0). In 3D this would be a cubic lattice. This miniature crystal is sufficient in size to illustrate the geometrical relationships. By increasing the size, we will just decrease the FWHM of the Bragg reflections. The pictures below show the atoms and the corresponding Fourier transform. Click on the pictures to get a full screen version. 
     The reciprocal space geometry corresponds to that of the real space. The reciprocal base vectors are of equal length and orthogonal to each other. | 
| © Th. Proffen and R.B. Neder, 2003 | |