2.2 On the first line, enter a suitable job title such as
2.3 Change the next line to:
2.4 Now enter the input file as:
2.5 In the section Data Harvesting, leave as:
2.6 In the section Required Parameters, we need to enter an estimate of the number of residues in the asymmetric unit. This is used in Wilson scaling, which allows one to put the data on an approximate absolute scale. Enter:
Number of residues in asymmetric unit 444
(there are 6 chains of 74 residues each in the asymmetric unit).
2.7 Do not change any of the remaining options, and click on Run -> Run Now.
2.8 When the job has finished, return to the main window, highlight the job in the Job List, and select View Files from Job -> View Log Graphs. This opens up the loggraph viewer. Graphs are selected by first clicking in the middle window to select a group of graphs, and then clicking in the bottom window to select a particular graph.
2.9 The graphs in Acentric Moments of ..., Centric Moments of ... and Cumulative intensity distribution are useful for deciding whether twinning is present. Have a look at these graphs. Use the cross-wires to estimate values. Compare the plotted values of the moments with the Expected values shown at the top of the window. These plots confirm there is no problem with twinning. The graph of the 2nd moment is the clearest.
(See the accompanying document for an example where twinning occurs.)
2.10 Next, look at the graphs in Anisotropy analysis (FALLOFF). The graph of Mn(F/sd) v. resolution suggests that the data is slightly poorer along direction 3, which is defined to be perpendicular to a* and b*, i.e. there is some anisotropy in the data.
2.11 Close the loggraph window using File -> Exit. Close all other windows except the main window.
2.21 On the first line, enter a suitable job title such as
2.22 On the second line, select MTZ from the pull-down menu:
2.23 On the 3rd line, select:
2.24 Now enter the input file as:
The output file will be automatically set to:
2.25 In the section MTZ Project & Dataset Names, the correct project and dataset names will have been inherited from the input file, so do not change these.
2.26 The remainder of the task window can be left unchanged, so go to the bottom of the task window and click on Run -> Run Now.
2.27 When the job has finished, view the output file by selecting
in the main window View Files from Job ->
gere_nat_unique1.mtz. First, notice that there is now
an extra column holding FreeR flags:
* Column Labels :
H K L F_nat SIGF_nat FreeR_flag
2.28 Click on List More Info at the
bottom of the display window. Accept the defaults
and click Apply&Exit. Now
look at the table of statistics at the bottom of the display window:
OVERALL FILE STATISTICS for resolution range 0.000 - 0.216
=======================
Col Sort Min Max Num % Mean Mean Resolution Type Column
num order Missing complete abs. Low High label
1 ASC -50 50 0 100.00 -1.9 19.0 70.71 2.15 H H
2 NONE 0 28 0 100.00 10.5 10.5 70.71 2.15 H K
3 NONE 0 33 0 100.00 12.5 12.5 70.71 2.15 H L
4 NONE 16.0 1682.1 298 98.84 189.72 189.72 14.95 2.15 F F_nat
5 NONE 2.3 91.7 298 98.84 11.33 11.33 14.95 2.15 Q SIGF_nat
6 NONE 0.0 19.0 0 100.00 9.47 9.47 70.71 2.15 I FreeR_flag
No. of reflections used in FILE STATISTICS 25769
The standardise procedure has added 298 reflections, for which the
structure factor amplitude is labelled as missing. The completeness
is thus calculated as (25769 - 298)/25769 = 98.84%
2.29 Close all windows except the main window.
2.41 On the first line, enter a suitable job title such as
2.42 Now enter the first input file as:
2.43 Click on Add input MTZ file. Enter the second input file as:
2.44 Enter the output file as:
2.45 The remainder of the task window can be left unchanged, so go to the bottom of the task window and click on Run -> Run Now.
2.46 When the job has finished, view the output file by selecting
in the main window View Files from Job ->
gere_MAD.mtz. The output file has 38 columns:
* Column Labels :
H K L F_nat SIGF_nat FreeR_flag FSEinfl SIGFSEinfl DSEinfl SIGDSEinfl F(+)SEinfl
SIGF(+)SEinfl F(-)SEinfl SIGF(-)SEinfl FSElrm SIGFSElrm DSElrm SIGDSElrm
F(+)SElrm SIGF(+)SElrm F(-)SElrm SIGF(-)SElrm FSEpeak SIGFSEpeak DSEpeak
SIGDSEpeak F(+)SEpeak SIGF(+)SEpeak F(-)SEpeak SIGF(-)SEpeak FSEhrm SIGFSEhrm
DSEhrm SIGDSEhrm F(+)SEhrm SIGF(+)SEhrm F(-)SEhrm SIGF(-)SEhrm
3 columns for the hkl indices, 3 data columns from the native data
file and 32 data columns from the MAD data file. For the MAD data,
there are 8 columns for each of 4 wavelengths. These 8 columns
are the average structure factor amplitude FSE, the anomalous
difference DSE, the Friedel pair F(+)SE and F(-)SE, and the
corresponding standard deviations.
2.47 Close all windows except the main window.