Why
One of the biggest problems in crystallography is the phase problem. We measure amplitudes for structure factors, but cannot directly measure the phases. Unfortunately, these phases are necessary to generate the electron density of the molecules in the crystal. Experimental phasing solves the phase problem by using the differences in amplitudes from different diffraction experiments to determine the structure factor phases. In modern crystallography it is most common to use single or multiple anomalous diffraction experiments (SAD/MAD).
How
In Phenix the primary program for performing experimental phasing is phenix.autosol. This is a powerful tool that goes through the steps of anomalous substructure location, phasing, phase improvement, and initial model building. To run phenix.autosol you will need to provide diffraction data, typically one or more anomalous data sets, or a native data set plus one or more derivative data sets (if you are performing SIR/MIR phasing). You will also need to provide the sequence of your macromolecule, and information about the anomalous scatterers and/or heavy atoms. The results from phenix.autosol will include a PDB containing the anomalous scatterers, an MTZ file containing the experimentally determined phases, and the optimized phases from density modification, and, if the maps are of sufficient quality a PDB file with an atomic model.
How to use the phenix.autosol GUI: Click here
Common issues
Related programs
phenix.autosol to locate the anomalous substructure or heavy atoms. It is possible to run this program separately (for anomalous data only) if you want to only find the substructure. In general it is recommended to use phenix.autosol for this as it makes optimal use of phenix.hyss to locate sites.
directly to perform SAD phasing, given an initial anomalous substructure. Phases can be calculated for the given substructure hand or boths hands. Phaser will attempt to complete the substructure automatically. Note that Phaser can also combine information from a molecular replacement solution in the phase calculation process (in MR-SAD mode).
to compare different substructure solution, by superimposing sites taking into account crystallographic symmetry, possible origin shifts, and polar axes. This can be useful if comparing solutions from different programs.