STARANISO server release v3.316 12-Mar-2020.

The displays show the reciprocal lattice color-coded by the properties indicated (axes: a*, b*, c*).  Systematic absences are omitted; non-absent but unmeasured reflexions inside the spherical diffraction cut-off are colored grey if deemed 'unobservable', i.e. outside the surface defined by the anisotropic diffraction limit surface of significant data, or dark blue if 'observable', i.e. inside this surface (such as in a cusp).  Rejected measured reflexions with the local mean I/σ(I) below the cut-off threshold are red for I/σ(I) ≤ 3 or pink if > 3.  Accepted reflexions above the threshold are color-coded by increasing value of the mean I/σ(I) using colors in order: orange, yellow, green, cyan, magenta and white.

IMPORTANT NOTE: If you don't see red points completely covering the outer spherical surface in the left-hand plot (ignoring any pink or dark blue points), it means either that there was good data beyond the edges of the detector, or (more likely) that advice concerning the application of a diffraction cut-off to the data prior to running STARANISO was not heeded.

The cut-off surface uses a different color scheme:

  • Unmeasured points are blue (inside the fitted surface) or cyan (outside).
  • Unobserved points are red (in) or green (out).
  • Observed points are orange (in) or white (out).
  • The fitted surface is magenta.

Note that a subset of the functions provided by the following menu are replicated by keystrokes or mouse actions inside the black 3-D display window below (hit 'h' inside this window for on-screen help).  Scroll down at the top of this text and menu area to make the display window fully visible; then scroll up inside the title bar below to make the menu visible again (using the mouse wheel inside the display window moves the z-clipping planes).  Alternatively use the scrollbar on the right.

           
                   
     
Local mean profile correlation  
-logP(chi^2)  
Redundancy  
Local mean I/σ(I)  
Local weighted CC_1/2  
Local Z(weighted CC_1/2)  
Local mean K-L divergence  
Cut-off surface  
Debye-Waller factor  
All scenes  
Z-clipping planes near: 0 far: 100

Local mean profile correlation -logP(chi^2) Redundancy Local mean I/σ(I) Local weighted CC_1/2 Local Z(weighted CC_1/2) Local mean K-L divergence Cut-off surface D-W factor