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![[Figure 18]](ba5147fig18mag.jpg)
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Figure 18
Breakdown of Friedel's law when an anomalous scatterer is present. f(θ, λ) = f0(θ) + f′(λ) + if′′(λ). |Fhkl| ≠ |F−h−k−l| or |FPH(+)| ≠ |FPH(−)|. ΔF± = |FPH(+)| − |FPH(−)| is the Bijvoet difference. |
![[Figure 18]](ba5147fig18.jpg)
 | STRUCTURAL BIOLOGY |
ISSN: 2059-7983
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Figure 18
Breakdown of Friedel's law when an anomalous scatterer is present. f(θ, λ) = f0(θ) + f′(λ) + if′′(λ). |Fhkl| ≠ |F−h−k−l| or |FPH(+)| ≠ |FPH(−)|. ΔF± = |FPH(+)| − |FPH(−)| is the Bijvoet difference. |
| STRUCTURAL BIOLOGY |
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