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. 1997 Nov 11;94(23):12291–12296. doi: 10.1073/pnas.94.23.12291

Table 1.

Summary of crystallographic analysis

Diffraction data and phasing statistics
Data Set Crystals Resolution, Å Unique reflections Completeness, % Redundancy II Rmerge, % Sites Rderiv, % Rc, % Phasing power
Native 2 30-4.0 16,089 85 (50) 3.6 (1.3) 3.7 (0.9) 16.6 (73.2)
PIP39 2 24-4.2 13,760 84 (31) 5.9 (2.2) 3.8 (1.5) 17.0 (46.0) 7 37 62 1.32/0.96
PIP4 1 75-4.5 11,678 89 (61) 4.1 (1.8) 2.9 (1.9) 17.0 (34.7) 6 24 64 1.23/0.88
Averaging statistics

〈FOM〉 〈Δϕ〉 FO/FCR, % FO/FC CC, % Map CC, %
Before averaging 0.45 36.7 77.0 51.2
After averaging 0.75 58° 10.6 98.6 90.7
Refinement statistics
Resolution, Å Reflections Rcryst, % Rfree, % Atoms Bond length dev., rms Bond angle dev., rms Ramachandran outliers, residues
F > 2σF 27-4.0 15,543 38.2 (43.0) 42.8 (46.2) 3,294 0.010 Å 1.66° 31 of 402

Rmerge = Σ|I − 〈I〉|/ΣI, where I is the observed intensity and 〈I〉 is the average intensity of multiple observations of symmetry-related reflections. Numbers in parentheses refer to those data in the highest resolution shell (4.22–4.00 Å for the native data set). 

Rderiv = Σ||FPH| − |FP||/Σ|FP|, where |FP| and |FPH| are the observed native and heavy-atom derivative structure factor amplitudes. 

RC = Σ||FPH ± FP| − FH|/Σ|FPH ± FP|, where FH is the calculated heavy-atom structure factor amplitude; calculated for centric reflections only. 

 Phasing power = rms (|FH|/E), where E is the residual lack of closure error; listed for acentric/centric reflections. 

 FOM (mean figure of merit) = 〈ΣP(α)eiαP(α)〉, where α is the phase and P(α) is the phase probability distribution. 

 〈Δϕ〉 = rms phase change. 

 CC = [ΣFOFC − (ΣFOΣFC)/N]/{[ΣFO2 − (ΣFO)2/N][ΣFC2 − (ΣFC)2/N]}½, where |FO| and |FC| are the observed and calculated structure factor amplitudes, and N is the number of reflections. 

R = Σ||FO| − |FC||/Σ|FO|; Rfree is calculated for a randomly-selected 5% of the reflections; Rcryst is calculated for the remaining 95% of the reflections used in refinement.