List of sections:
Structure
Input and Output Files
Running the Programs
References
Examples
The package consists of seven programs. Two of them (FFT, SFALL) come from the standard CCP4 package (see ref 1) and one (LAUENORM) from the LAUE suite. They are as follows:
Prepare .mtz files for multiples.
Calculate a Patterson map with reflection intensities of singles evaluated by the previous run of the LAUE suite.
Modify this map.
Calculate Fourier coefficients of the multiples with the modified map.
Evaluate Laue diffraction intensities of multiples.
Perform a wavelength normalisation using lambda-curve determined by singles.
Ccombine singles and multiples for output
Each program (except DECONV_COMB) requires a Data Control File (in free format). However, DECONV_PREP and DECONV_DCON use the same file.
The input files are:
This is a keyworded file (see CCP4 documentation for further details.
The items required are:
Up to 80 character title for map.
MTZ assignment for the input MTZ reflection data file.
Scale (scale) and temperature (b) factors to be applied on F.
Unit cell volume (v) and F000 value (f000).
Instruction to calculate the Patterson map.
Number of sampling divisions along whole cell edge.
Axis order fast, medium, slow. Y X Z for Trigonal and Hexagonal space groups; Z X Y for other space groups (treated as P1).
Range of cell to be calculted. zmax=nz/3-1 (Trigonal); zmax=nz/6-1 (Hexagonal); and zmax=nz-1 (all other space groups).
The items required are:
Up to 80 character title for map modification
RHOMIN, RHOMAX: lower and upper limits of the modified map (set to zero to get default values).
POWER: map to be modified by rho**{POWER).
This is a keyworded file (see CCP4 documentation for further details.
The items required are:
Up to 80 character title for structure factor calculation.
Mode indicating structure factor calculation.
Same as FFT.
Resolution limits in Angstrom.
No scale factor to be applied to output structure factors.
Space group number used to calculate structure factors (NOT required for Trigonal and Hexagonal).
MTZ assignment for the input MTZ reflection data file.
MTZ assignment for the output MTZ reflection data file.
End of control file.
The items required are:
Flag indicating how Victorian Coefficients (VC) to be input:
=0, single image plate (no VC required);
=1, AL150 type;
=2, AL200 type;
=3, input VC file.
Number of wavelength ranges.
(NRANGE of these cards are given).
WMIN, WMAX: minimum and maximum lambda values (in Angstroms) for this range;
IORD: order of the polynomial;
Q(0) ... Q(IORD): polynomial coefficients determined by single reflections.
Spots with intensities > IMAX to be rejected.
Spots with intensities < IMIN to be rejected.
Spots with I < SIGREJ*SIGMA(I) to be rejected.
Intensities from box integration (1) or profile fitting (2)
Number of spots to be written in .log file.
=2, 3 ..., doubles, triples ... to be deconvoluted;
=all, all mutiples to be deconvolted.
Output intensities to be mutiplied by SCALE.
See the LAUENORM documentation.
The output files are as follows:
Use the command 'laue deconv'
The deconv.com command file will be created after the first run. The iteration can be performed using 'laue deconv.com'. If any .mtz file is to be used as a starting point in the current run, the file name after 'fftbig hklin' in deconv.com should be replaced by this .mtz file.
fft.ctl
TITLE 4Zn Insulin (SPG R3) Patterson map LABIN F1=F SCALE F1 0.01156 0 VF000 0 76632 PATTERSON GRID 108 108 54 AXIS Y X Z XYZLIM 0 107 0 107 0 17deconv_mmod.ctl
MOD MAP 0. 2 1000sfall.ctl
TITLE Fc's for 4-Zn insulin MODE SFCALC MAPIN HKLIN GRID 108 108 54 RESO 100. 2.298 NOSCAL LABIN FP=F SIGFP=SIGF LABOUT FC=FC PHIC=PHIC ENDdeconv_dcon.ctl
3 2 .495 .905 4 170.87266 -856.44730 1634.9119 -1397.6714 449.50245 .92 1.6 4 38.897889 -121.49140 144.85515 -77.188736 15.478087 9000 100 5 2 0 all 100.lauenorm.ctl
ZN1.AFOUT and ZN2.AFOUT from DECONV 80.7 80.7 37.6 90 90 120 SCALE 2 INPUT INPUT 1 0.5014 0 -5.637 146 2 1 0 5 0 1 1 1 2000 0.0 0 0 0 0.0 .495 .905 6 4 0 4 170.87266 -856.44730 1634.9119 -1397.6714 449.50245 .93 1.6 6 4 1 4 38.897889 -121.49140 144.85515 -77.188736 15.478087 1