Full Year 2019


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 >> 11   July 2019     :  Correction of a bug in WinPLOTR-2006.
 ----------------------
    
    - In the fitting option of WinPLOTR-2006 the saved file *.pik was not correct for X-ray diffraction
      with kalpha-1,2 doublets. The second wavelength was not saved correctly. This has now been corrected.
    
    - In FullProf using Prf=7 for some values of the asymmetry correction the calculation of the profile around
      2theta=90 was not correct. This has now been corrected. Remember that one can put S_L /= 0 and D_L=0 and refine
      only a single parameters that eliminates the correlation of S_L and D_L when both are used. This is the
      recommended way of working (see J.R. Hester, J. Applied Crystallography 46, 1219-1220(2013)).
    
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 >> 11   June 2019     :  Corrections of bugs in the superspace part of the program. Removing JBT=15.
 ----------------------
 
    - During the Erice School on Magnetic Crystallography (Erice 31 May - 9 June 2019) few bugs have been corrected.
      In some circumstance some reflections were not generated. The toolbar was unable to charge properly mCIF files
      coming from the magnetic database of the Bilbao Crystallographic Server. The application of constraints was
      not properly working in some circumstances, etc. All these bugs have been corrected. 
      Still to implement: output for FullProf Studio, complete mCIF files in superspace, spherical coordinates for
      the modulation amplitudes, etc.
      
    - Examples of superspace options have been included in the distribution.
    
    - The option JBT=+/-15 has been removed. This option was implemented long time ago for handling incommensurate
      crystal structures without using superspace and making a rational approximation for the calculation of 
      structure factors. This option will be fully superseded by the superspace formulation JBT=+/-7. Presently
      the displacement modulation amplitudes are put to zero but will be available as soon as the calculation
      of the structure factor with integration in internal space is implemented.      
           
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 >> 30    May 2019     :  A new version of FullProf handling superspace formalism is now distributed
 ----------------------
    - The current version of the FullProf program has been updated to:

              **********************************************************
              ** PROGRAM FullProf.2k (Version 7.00 - May2019-ILL JRC) **
              **********************************************************

    - This version of FullProf is able to refine an incommensurate magnetic structure using the formalism
      of superspace. Only the magnetic modulations are currently taken into account. To access this
      option for a particular phase one has to use Jbt=7 and Isy=2 and a positive number giving the independent
      propagation (modulation) vectors (Nvk > 0). An example of PCR file section is given below for the case 
      of DyMn6Ge6. Before the line starting with "!Atom" a series of text lines should provide the necessary
      information for constructing the superspace group. The symbol of the superspace group is used only for
      informative purposes because, for the moment, it is not used by FullProf that constructs the
      magnetic superspace group for the list of generators. In the provided PCR all the symmetry operators
      are provided to facilitate copy and paste from CIF files, however the same result can be obtained
      with a single line like: 
                 generators x1-x2,x1,x3,x4+1/6,+1;  x1-x2,-x2,-x3,-x4+1/3,-1 
         or      generators x-y,x,z,t+1/6,+1;  x-y,-y,-z,-t+1/3,-1
         or two lines like:
                 genr x-y,x,z,t+1/6,+1
                 genr x-y,-y,-z,-t+1/3,-1
          
      The other fundamental information to be provided is the number of Q_coefficients (N_qc) and the coefficients
      themselves (Q_coeff). In the simple case below, (3+d) with d=1, only a propagation vector is given and only a single harmonic
      is considered. For a case with two propagation vectors in which mixed satellites occur and harmonic up to order 2 for the 
      first propagation vector, for instance, we have to write the following lines:
        N_qc  4
        Q_coeff
           1  0
           0  1
           2  0 
           1  1   
       This means that the modulation amplitudes Mcos-Msin-1 correspond to the first Q_coeff [1 0], the
       Mcos-Msin-2 to the second Q_coeff [0 1]  ... Mcos-Msin-4 to the forth Q_coeff [1 1].      
       For powder diffraction we can limit the generation of reflections by limiting individually the maximum
       sinTheta/Lambda (see the item "! Propagation vectors:").
       The keywords appearing in the name of the phase like "VARY xyz mxmymz McosMsin " (or in within a block
       COMMANDS - END_COMMANDS) make refine the atom positions of the average structure, homogeneous moment components 
       and amplitudes of the modulation functions. The program select automatically the refinement codes applying 
       the necessary symmetry constraints.
       
       The atoms items should be given as in the example below. Notice that that following the label of the
       atom and the symbol for selecting the form factors and scattering lengths the number Max_Qcoeff tells the
       program how many (Mcos, Msin) amplitudes will be used for this particular atom. After the coordinates,
       isotropic temperature factor and occupation factor there is number indicating the type of atom in the usual
       way, the last number is for indicating the chemical species in case of bond-valence calculations.
       It is assumed by default the presence of an homogeneous magnetic moment corresponding to the propagation 
       vector k=0. In case the superspace group forbids this k-vector, the program automatically nullifies its value.
       The amplitudes of the modulations are given as Mcos and Msin (vectors of three components in Bohr magnetons
       with respect to the unitary basis along the a,b,c axes) in the form:
           Mcos-Msin-j     Mcosx    Mcosy    Mcosz      Msinx     Msiny     Msinz 
                             ccx      ccy     ccz        csx       csy       csz
       As usual, below each component there are refinement codes attributed automatically by the program.       
       
. . . . . . . . . . . .      
!---------------------------------------------------------------------------------------------------------
!  Data for PHASE number:   1  ==> Current R_Bragg for Pattern#  1:     3.04  Magnetic R-Factor:     4.55
!---------------------------------------------------------------------------------------------------------
DyMn6Ge6 magnetic  VARY   mxmymz McosMsin xyz
!
!Nat Dis Ang Pr1 Pr2 Pr3 Jbt Irf Isy Str Furth       ATZ    Nvk Npr More
   5   0   0 0.0 0.0 1.0   7   0   2   0   0     133584.188   1   7   0
!
P62'2'(0,0,g)h00               <-- Magnetic  SuperSpace group symbol                                                                                                                                                                                            
genr x1,x2,x3,x4,+1                                                                                                                                                                                                                                             
genr x1-x2,x1,x3,x4+1/6,+1                                                                                                                                                                                                                                      
genr -x2,x1-x2,x3,x4+1/3,+1                                                                                                                                                                                                                                     
genr -x1,-x2,x3,x4+1/2,+1                                                                                                                                                                                                                                       
genr -x1+x2,-x1,x3,x4+2/3,+1                                                                                                                                                                                                                                    
genr x2,-x1+x2,x3,x4+5/6,+1                                                                                                                                                                                                                                     
genr x1-x2,-x2,-x3,-x4+1/3,-1                                                                                                                                                                                                                                   
genr x1,x1-x2,-x3,-x4+1/2,-1                                                                                                                                                                                                                                    
genr x2,x1,-x3,-x4+2/3,-1                                                                                                                                                                                                                                       
genr  -x1+x2,x2,-x3,-x4+5/6,-1                                                                                                                                                                                                                                  
genr  -x1,-x1+x2,-x3,-x4,-1                                                                                                                                                                                                                                     
genr  -x2,-x1,-x3,-x4+1/6,-1                                                                                                                                                                                                                                    
N_qc  1                                                                                                                                                                                                                                                         
Q_coeff                                                                                                                                                                                                                                                         
   1                                                                                                                                                                                                                                                            
!                                                                                                                                                                                                                                                               
!Atom   Typ  Max_Qcoeff         X          Y           Z         Biso         Occ   N_type Spc / Line below:Codes
!                     Mcosx       Mcosy       Mcosz       Msinx       Msiny       Msinz        / Line below:Codes
!                   beta11      beta22      beta33      beta12      beta13     beta23          / Line below:Codes
Dy     JDY3      1          0.00000     0.00000     0.00000     0.00000     1.00000    1    0  
                            0.00000     0.00000     0.00000     0.00000     0.00000
  MagM0-Moment:     0.00000     0.00000     3.86750   <- Homogeneous magnetic moment
                    0.00000     0.00000    41.00000
   Mcos-Msin-1:     7.10154     3.55077     0.00000     0.00000     6.15012     0.00000   <-Amplitudes of Modulated moments
                  112.00000   111.00000     0.00000     0.00000   111.73206     0.00000
Mn1    MMN2      1          0.00000     0.50000     0.25093     0.00000     6.00000    1    0  
                            0.00000     0.00000   101.00000     0.00000     0.00000
  MagM0-Moment:     0.00000     0.00000    -1.03164   <- Homogeneous magnetic moment
                    0.00000     0.00000    31.00000
   Mcos-Msin-1:    -2.29552    -1.19523     0.00000     0.37579    -1.19714     0.00000   <-Amplitudes of Modulated moments
                   91.00000    61.00000     0.00000    81.00000    71.00000     0.00000
Ge1    GE        0          0.66667     0.33333     0.50000     0.00000     2.00000    0    0  
                            0.00000     0.00000     0.00000     0.00000     0.00000
Ge2    GE        0          0.66667     0.33333     0.00000     0.00000     2.00000    0    0  
                            0.00000     0.00000     0.00000     0.00000     0.00000
Ge3    GE        0          0.00000     0.00000     0.34589     0.00000     2.00000    0    0  
                            0.00000     0.00000    51.00000     0.00000     0.00000
!-------> Profile Parameters for Pattern #  1           
. . . . . . . . . . . . . . . . . . 
! Propagation vectors: 
   0.0000000   0.0000000   0.1647532      1    1.0000  <-- Propagation Vector, nharm, sintl_lim  1
    0.000000    0.000000    0.000000
. . . . . . . . . .   

    - In the forthcoming months the full implementation of superspace for modulated crystal structures will be
      finished. A series of utilities for working with superspace, as well as a complete refurbishment of the
      program BasIreps, are planed.   

      ----------------------
 >> 27  March 2019     :  Correction of a bug in BasIreps. Change in the FullProf Suite distribution  
 ----------------------
    - During some time a version of BasIreps unable to read the PIR_data.txt database was in the web site. Now
      the current version has been corrected.

    - Some files containing databases for magnetic groups, superspace groups, physically irreducible representations
      and scattering data have been regrouped on the subdirectory of the FullProf_Suite called "Databases". This
      is transparent for the users, however if one wants to replace just an existing executable file by a newer
      one, the programs BasIreps, Mag_Info, Mag_SymmCalc, FAULTS will not work because the look for files in the
      directory FullProf_Suite/Databases.      

      ----------------------
 >> 25  March 2019     : Small Change in BondStr.  
 ----------------------
 
    - In BondStr the atomic radius is now taken always from the Atomic Properties table provided by S. Adams.
      in case a species is not defined the covalent radius stored in internal tables of CrysFML is used.
      This changes slightly the values of the energy of the previous version but agrees with the values
      published in the paper J.Appl.Cryst.(2019),52, 148-157 in which this prescription was used.
      
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 >> 7 February 2019    : New version of BondStr. Magnetic R-factors in Shubnikov options. Correction of bugs.
 ----------------------
    - The program BondStr and its interface have been updated. The program has been published in 
      Journal of Applied Crystallography this year and the supplementary information accompanying 
      the article contains a manual of BondStr. Please use the following reference for citing the
      use of the program:
      
      "An investigation of the structural properties of Li and Na fast ion conductors using high-throughput
      bond-valence calculations and machine learning", by Nebil A. Katcho, Jesus Carrete, Marine Reynaud, Gwenaelle Rousse,
      Montse Casas-Cabanas, Natalio Mingo, Juan Rodriguez-Carvajal and Javier Carrasco, 
      J.Appl.Cryst.(2019),52, 148-157
      
    - When using the Shubnikov formulation (and also symmetry modes) for refining magnetic and crystal 
      structures with neutron diffraction, a global R-Bragg factor was output. Now the Nuclear and Magnetic
      R-Factors are output, moreover a so called "Pure Magnetic R-Factor" is also calculated for reflections
      containing only magnetic contribution. Moreover one can use a d-spacing limit for calculating magnetic
      contributions distinct from the usual DLIM instruction. One has to provide the command: MDLIM n_pat d-spacing 
      within the COMMANDS section. Now the instruction "save_mag_strf" outpus the list of saved magnetic structure
      factors and magnetic interaction vectors for all patterns in files with extension *.mstf
      Example:
      ........
      !Name of my phase ...
      COMMANDS
       MDLIM 1 1.8  MDLIM 2 1.8  MDLIM 3 1.9  MDLIM 4 2.0  MDLIM 5 2.2
       save_mag_strf
      END_COMMANDS
      
    - In the program WinPLOTR-2006 a bug concerning the output of the different colours of reflections
      has been corrected.
      
    - Some bugs in the Linux version of EdPCR have been corrected. EdPCR was crashing when opening and clicking in
      the profile refinement dialog.    
    
    - Correcting a bug in FullProf, only with TOF, when Nor=1 was selected and fixed symmetry operations are provided
      by the user. If a symmetry operator representing a centre of symmetry (e.g. SYMM -x,-y,-z) was present explicitly 
      in the list of operations of a magnetic phase the preferred orientation was wrongly calculated (half the true value) 
      producing a change in the value of the magnetic moment that was higher by a factor of sqrt(2). This has now be corrected.