Table 1.
Wavelength (λ) (Å) | Reflections
|
Complete (%) | (l/σ) | Rsym* (%) | ||||
---|---|---|---|---|---|---|---|---|
Total | Unique | |||||||
Data collection (20 to 2.0 Å) | ||||||||
0.9873 (remote 1) | 59,575 | 24,415 | 94.9 | 19.5 | 5.2 | |||
0.9793 (edge) | 59,962 | 24,662 | 95.6 | 18.6 | 5.2 | |||
0.9792 (peak) | 58,583 | 24,560 | 93.9 | 18.6 | 5.1 | |||
0.9641 (remote 2) | 60,800 | 25,014 | 96.7 | 17.0 | 5.3 | |||
Anomalous diffraction ratios† | ||||||||
20.0 < d <3.0 Å
|
3.0 < d <2.3 Å
|
|||||||
X1 | λ2 | X3 | λ4 | λ1 | λ2 | λ3 | λ4 | |
|
||||||||
X1 | .033 (.033) | .051 | .041 | .029 | .059 (.051) | .067 | .058 | .050 |
X2 | .063 (.033) | .026 | .057 | .090 (.057) | .048 | .074 | ||
X3 | .084 (.037) | .045 | .109 (.056) | .063 | ||||
X4 | .058 (.031) | .082 (.053) | ||||||
MAD phasing statistics‡ | ||||||||
R(°|Ft|) =0.051 | R(°|FA|) = 0.356 | <Δ(Δϕ)> = 36.5° | <σ(Δϕ)> = 17.2° |
Rsym = 100 × Σhkl Σi |li − <l>|/Σhkl Σili, where Ii is the ith measurement and <l> is the weighted mean of all measurements of l. Unique reflections distinguish Bijvöet mates.
Anomalous diffraction ratios = <Δ|F|2>1/2/<|F]2>1/2. where Δ/F| is the absolute value of the Bijvöet (diagonal elements) or dispersive difference (off-diagonal elements), respectively. Values in parentheses are for centric data.
R = Σhkl Σi ||Fi| − <F> |/Σ|F|.
FT is the structure factor due to normal scattering from all the atoms; °FA is the structure factor due to normal scattering from the anomalous scatterers only, and Δϕ is the phase difference between °FT and °FA. Δ(Δϕ) is the difference between two independent determinations of Δϕ.