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Crystals ManualChapter 9: Analysis Of Results
9.1: Scope of this section of the user guideAnalysis of residuals ANALYSE Distance and angles calculations DISTANCES Least squares best planes MOLAX Torsion angles TORSION Thermal displacement parameter analysis ANISO Principal atomic displacement directions AXES Publication listing of the atomic parameters PARAMETERS Publication listing of the reflections REFLECTIONS Summary of data lists SUMMARY CIF files CIF Graphics CAMERON 9.2: Analysis of residuals - \ANALYSEThis analyses the residual, Fo-Fc, for systematic trends, which might
either indiacate an incomplete model, or an unsatisfactory weighting
scheme. It is described in the chapter Structure Factors and Least
Squares.
9.3: Distance angles calculations - \DISTANCES\DISTANCES INPUTLIST= OUTPUT MONITOR= LIST= PUNCH= SELECT ALLDISTANCES= COORDINATES= SORTED= TYPE= RANGE= LIMITS DMINIMUM= DMAXIMUM= AMINIMUM= AMAXIMUM= E.S.D.S COMPUTE= CELL= INCLUDE atoms EXCLUDE atoms ONLY atoms END \DIST E.S.D YES END The distance angles routine is completely general with respect to crystal and lattice symmetry. For distances, the user may either use elemental radii specified in LIST 29, or specify minimum and maximum limits, and the program then calculates all possible contacts within these limits. All symmetry operations and unit cell translations are automatically generated. For the angles, LIST 29 or a separate set of distance limits may be used. At a given atom, angles are then calculated between all the atoms which bond to the central atom within the given limits. The distance-angles routines can calculate the estimated standard deviations of the distances and angles that they produce. These e.s.d.'s are based upon the matrix stored in LIST 11, and as many variance and covariance terms as are present are used. (For a full matrix, therefore, the full variance-covariance matrix is used). For this reason, the calculation of e.s.d.'s takes at least ten times as long as a simple distance angles calculation. When a set of e.s.d.'s are calculated, the variance-covariance matrix
for the cell parameters (LIST 31) may also be used.
5 - Default value 10 The default is to use the normal atom coordinate list. OUTPUT MONITOR= LIST= PUNCH= MONITOR= This controls the monitoring information. OFF - no output DISTANCES - only monitors distances. (Default) ANGLES - only monitors angles. ALL - monitors distances and angles. LIST= This controls the format of the listing. OFF LOW - Default HIGH If LIST is LOW , the default, then the listing is in a compressed format, without symmetry information. If LIST is OFF, no output is sent to the listing file unless PUNCH is PUBLISH, when a copy of the publication listing appears in the listing file. PUNCH= This controls the output sent to the 'punch' file. PUBLISH - Produce a listing suitable for publication. RESTRAIN - Produce a proforma LIST 16. Use the RANGE, LIMIT, TYPE INCLUDE and EXCLUDE parameters to restrict the restraints produced. CIF - Produce a listing in CIF format. SELECT ALLDIST= COORD= SORTED= TYPE= RANGE= SYMMETRY= TRANS= ALLDISTANCES= NO - Default value YES If ALLDISTANCES is NO, the distances calculated about each atom will only be those to atoms that occur after the central atom in LIST 5. (i.e. each distance is only printed once). If ALLDISTANCES is YES , then the distances from each atom to all the other atoms are calculated for all the atoms. (In this case, each distance will appear twice in the list). COORDINATES= NO - Default value YES If COORDINATES is YES, the transformed coordinates of each atom in a distance calculation are printed. If COORDINATES is NO, the transformed coordinates are not printed. SORTED= NO - Default value YES If SORTED is NO, the distances from the central atom are in the order in which the other atoms occur in LIST 5. If SORTED is YES , the distances are printed in order of increasing magnitude. TYPE= This parameter indicates the type of distances which will be calculated. ALL - Default value INTRA INTER If TYPE is ALL, then all distances are printed; if TYPE is INTRA then only intramolecular distances are printed, and if TYPE is INTER then the intermolecular distances are printed (Note that the whole asymmetric unit is regarded as a 'molecule'. RANGE= This parameter defines how the range is to be selected. Except when RANGE = LIMITS (when the lowest acceptable distance is user-specified) contacts of zero angstrom are suppressed. COVALENT Use 'covalent' radii from LIST 29. VANDERWAALS. Use 'VanderWaals' radii from LIST 29, but angles are suppressed. IONIC. Use 'ionic' radii from LIST 29. LIMITS. Use the specified or default ranges set by the LIMIT card SYMMETRY= This parameter controls the use of symmetry information in the calculation of contacts, and can take three values. SPACEGROUP - Default value. The full spacegroup symmetry is used in all computations PATTERSON. A centre of symmetry in introduced, and the translational parts of the symmetry operators are dropped. NONE. Only the identity operator is used. TRANSLATION= This parameter controls the application of cell translations in the calculation of contacts, and can take the values YES or NO LIMITS DMINIMUM= DMAXIMUM= AMINIMUM= AMAXIMUM= This directive specifies the limits for the distance angles
calculations, and may only be given if RANGE = LIMITS has been specified
on a
preceeding SELECT directive.
This directive determines whether estimated standard deviations
of the distances and angles are calculated.
NO - Default value YES If this parameter is NO, standard deviations are not computed. Note that if e.s.d.'s are to be calculated, i.e. COMPUTE is set equal to YES , then a suitable least squares matrix (LIST 11) must be available. CELL= NO - Default value YES If this parameter is NO, the variance-covariance matrix for the cell parameters is not included when the e.s.d.'s are calculated. INCLUDE atoms This directive determines which atoms are included as pivot atoms
in the calculation.
The arguments may be either a type of atom , or an atom specification of
the 'type(serial)' or 'type(serial) UNTIL type(serial)' kind described
elsewhere in the manual. Only INCLUDEd atoms are used as pivots, but distances
and angles are computed to all other atoms in the current LIST 5 within
the ranges specified on the SELECT directive.
Similar to INCLUDE, except that specified atoms may be pivot or
bonded.
The arguments may be either a type of atom , or an atom specification of
the 'type(serial)' or 'type(serial) UNTIL type(serial)' kind described
elsewhere in the manual. Distances
and angles are computed only to specified atoms in the current LIST 5 within
the ranges specified on the SELECT directive.
This directive determines which atoms are excluded as pivots in the
calculation.
The arguments may be either a type of atom , or an atom specification of
the 'type(serial)' or 'type(serial) UNTIL type(serial)' kind described
elsewhere in the manual. If EXCLUDE directives alone are used, all
atoms except those EXCLUDEd either explicitly or by
type, are used as pivot atoms in the calculation.
However, if both INCLUDE and EXCLUDE are used, the only atoms used in
the calculation will be those INCLUDEd and not EXCLUDEd.
9.4: Distance-angles symmetry operationsAccompanying each atom in a distance or angle calculation with LIST equal to HIGH are the symmetry operators that are necessary to bring the atom into the correct position in the cell to make a contact with the central atom. These symmetry operations are divided into six parts, which are indicated by five flags. These are explained in the section on Atomic and Structural Parameters. \ \ distances from 0 to 2.5 \ angles from 0 to 2.0 \ the e.s.d.'s of the distances and angles are calculated \ distances from each atom to all other atoms are printed \ transformed coordinates are printed \ the distances are sorted in order of increasing magnitude \ \DISTANCES SELECT ALL=YES,COORD=YES,SORT=YES,RANGE=LIMITS LIMITS DMAX=2.5, AMAX=2.0 E.S.D. YES END \DIST EXCLUDE ALL ONLY C(1) C(3) C(4) END 9.5: Least squares best planes and lines - \MOLAX\MOLAX INPUTLIST= EXECUTE ATOMS W(1) SPECIFICATION(1) W(2) SPECIFICATION(2) . PLOT PLANE PUNCH LINE ANGLE NP(1) AND NP(2) EVALUATE ATOM SPECIFICATIONS . . . . REPLACE ATOM SPECIFICATIONS . . . SAVE QUIT END \MOLAX ATOM FIRST UNTIL LAST PLANE SAVE END MOLAX is used for computing the principal axes of inertia through groups of atoms using the routines described in Computing Methods in Crystallography, edited by J. S. Rollett, Pergamon Press, 1965, p67-68. It can be used to compute best lines and planes, and produce simple line printer plots of the atoms. The best plane for a series of N atoms whose positions have varying reliability, such that they can be assigned weights, w(1), w(2), . . . w(n), is defined as that for which the sum of the squares of the distances (in angstroms) of the atoms from the plane, multiplied by the weights, w(i), of the atomic positions, is a minimum. Note that the normal to the 'worst plane' is the 'best line', and if masses are used for weights, then the calculation gives the principal inertial axes. The atomic positions are taken from LIST 5, possibly modified by symmetry information, to compute inertial axes, deviations of atoms from the planes or lines, and the angles between normals to these planes or axes. Shape indices (Mingos M.P. and Rohl A.L. J Chem Soc Dalton Trans (1991) 3419) are computed. Each time a line or plane is computed, the direction cosines of the relevent axis are stored as AXIS number 'n'. The angles between these axes can be computed. Three geometry indices are also computed. The geometry is best described by the index closest to unity. (Mingos,D.P.M & Rohl,A.L., J.Chwm.Soc. Dalton Trans (1991) pp 3419 - 3425) Immediate execution of a directive can be forced by issuing an EXECUTE
directive.
5 - Default value 10 EXECUTE This forces the execution of preceeding directives.
This specifies atoms to be used in the calculation of the
best plane.
W(1) Is the weight assigned to the atoms
contained in the first atom specification, W(2) is the weight
assigned to the second group of atoms, and so on.
If W(1) is omitted, a default value of 1 is used,
but any other W(I) term applies to all the atoms following it,
until another W is found or the end of the card is
encountered.
At least one ATOM card must precede each PLANE or PLOT directive.
An ATOM card will over-rule an immediately preceeding ATOM card. If a
card is not long enough for the full atom list, use CONTINUE.
This instruction, (or PLANE or LINE)
must follow immediately after an ATOM card and
causes the calculation of inertial axes.
Details of the computation are suppressed on the Monitor,
but a line drawing projected onto the best plane is produced.
MOLAX Can thus be used as a means of displaying some or all
of the atoms in a structure.
This instruction, (or LINE or PLOT)
must follow immediately after an ATOM card and
causes the calculation of a least squares best plane.
This instruction, (or PLANE or PLOT)
must follow immediately after an ATOM card and
causes the calculation of a least squares best line.
If present, thus card must follow at least
two ATOMS/PLANE (ATOMS/LINE, ATOMS/PLOT) card sequences.
It causes the program
to calculate the angle between the axes with serial numbers
NP(1) and NP(2) .
The AND must be present.
If present, this card
must appear after a PLANE, LINE or PLOT directive,
and causes the co-ordinates of the atoms specified
to be calculated and printed with respect to the least squares axial system.
if present, this card
must appear after a PLANE, LINE or PLOT directive,
and causes the co-ordinates of the atoms specified to be modified so that
they lie on the previously defined plane. The LIST 5 in core is immediately
updated, so that the new coordinates will be used for any subsequent
computation. A LIST 5 is only written to the disc on a satisfactory exit from
MOLAX.
This card causes the latest plane defining matrix and
vector to be stored in LIST 20. A LIST 20 is only written to the disc on
a satisfactory exit from MOLAX.
This card causes the orthogonal coordinates of the atoms of any plane or
line computed in the current task to be output to the 'punch' file.
This directive abandons the calculation without modifying the disc LISTs. \ \ these instructions a plane \ involving n(1),n(2),c(1),c(2) and n(3) and \ prints the co-ordinates of all the atoms with \ respect to this plane. the positions of the \ nitrogen atoms have double weight \ \MOLAX ATOMS 2 N(1) UNTIL N(3) 1 C(1) C(2) PLANE EVALUATE ALL \ \ this set of cards also calculates another plane, \ printing only the co-ordinates of c(5) with respect to \ the second plane. the angle between the two planes \ is then calculated \ ATOMS C(1) S(1) N(1) PLANE EVALUATE C(5) ANGLE 1 AND 2 END 9.6: Torsion angles - \TORSION\TORSION INPUTLIST= ATOMS SPECIFICATIONS PUBLICATION PUNCH= END \TORSION ATOM C(1) C(2) C(3) C(4) END The routines described in this section calculate torsion angles which are defined as follows. The torsion angle about the bond j-k is the angle the bond k-l is rotated from the ijk plane. It is positive when, on looking from ij to kl, the rotation is clockwise. The program uses atomic positions taken from
LIST 5. These can be
modified by the space group symmetry operators stored in LIST 2.
5 - Default value 10 ATOMS SPECIFICATIONS This card specifies atoms that are to be used in the calculation
of the torsion angle. More than one ATOMS card can be given. Each
card must define at least four atoms, the torsion angle being
computed with respect to the first three atoms and each of the
subsequent ones.
NO - DEFAULT. There is no publication listing YES There is a publication listing sent to the PUNCH file CIF The listing is in CIF format \ the torsion angle about C(3)-C(4) is calculated \ two torsion angles about C(4)-C(5) are calculated \ \TORSION ATOMS N(2) C(3) C(4) C(5) ATOMS C(3) C(4) C(5) C(6) O(1) END 9.7: Thermal displacement parameter analysis - \ANISO\ANISO INPUTLIST EXECUTE ATOMS ATOM SPECIFICATIONS CENTRE X=, Y=, Z= REJECT NV= LIMITS VALUE= RATIO= TLS EVALUATE ATOM SPECIFICATIONS REPLACE ATOM SPECIFICATIONS . . . SAVE QUIT AXES DISTANCES DL= AL= ANGLES AL= END \ANISO ATOM C(1) UNTIL C(6) TLS SAVE END This routine calculates the overall rigid-body motion tensors T, L, S (Shoemaker and Trueblood, Acta Cryst. B24, 63, 1968) by a least-squares fit to the individual anisotropic temperature factor components, together with librational corrections to bond lengths and angles. Shoemaker and Trueblood's conventions and reductions are followed throughout; in particular, the trace of S, which is indeterminant, is set to zero. The program therefore determines 20 overall tensor components - the upper triangles of T and L together with the whole of S apart from S(33). Even when the trace-of-S singularity has been removed, however,
the nature of the rigid body problem is such that ill-conditioned
and singular normal matrices are much more common than in
structure refinement and the program therefore proceeds via
the eigenvalues and eigenvectors of the normal matrix. In most
cases the largest and smallest eigenvalues are output for
inspection, but if the ratio of these quantities is less than
the LIMITing RATIO, a full eigenvalue/vector listing is produced. Further,
if any eigenvalue is itself less than the LIMITing VALUE, the corresponding
parameter combination is set to zero, thus removing the near-
singularity. These actions can be modified by the use of the
LIMIT and REJECT directives described below.
5 - Default value 10 EXECUTE This causes immediate execution of the previous directive, otherwise
instructions are executed on input of a new directive (or END).
This parameter specifies the set of atoms to be used for the following
calculation.
A subsequent atom card over rules all previous atom cards.
If the full atom specification cannot be got on one card, use CONTINUE.
The atom specifications are in the usual form with symmetry
operators and UNTIL sequences permitted. An ATOM card resets the CENTRE to
its default value, 0,0,0.
This card specifies the centre of libration,
in crystal fractions, to be used in the original derivation of
the overall motion tensors. The program derives and uses a unique
origin at a later stage in the calculations. This directive
is optional, the default centre being (0,0,0).
If a centre of (0,0,0) is given or set by default, the program computes
and uses the mean position of the given atoms, INCLUDING any which are
isotropic, even though these are not used to compute TLS. The stored CENTRE
is updated during TLS, and a second TLS computation may be performed using
this new value as CENTRE. This may help stabilise certain forms of
ill-conditioning.
Overrides normal action and sets the parameter combination
corresponding to eigenvector number nv to zero.
Eigenvectors are numbered in ascending order of their eigenvalues,
so that nv
is in the range 1 to 20 inclusive and will usually have been obtained
from a full eigenvalue/vector listing produced in
a previous run.
If an eigenvalue is less than VALUE or its size is less than
RATIO * (the next bigger), it is eliminated from the analysis.
VALUE is currently .000001 and RATIO .01 .
This causes the TLS calculation to be initiated. It MUST have been preceeded
by an ATOM card.
This may be used after a successfull TLS calculation to list Ucalcs for
the specified atoms. The atom list is not modified.
If present, his card
must appear after a TLS directive,
and causes the co-ordinates of the atoms specified to be modified so that
they have U's defined by the current T, L, and S matrices.
The LIST 5 in core is immediately
updated, so that the new coordinates will be used for any subsequent
computation if a new ATOM instruction is issued.
The updated LIST 5 is only written to the disc on a satisfactory exit from
ANISO.
This card is optional. If it follows a TLS card, it
causes the latest L matrix and CENTRE to be stored in LIST 20. If it
follows an AXES card, the direction cosines and centre if the ellipse FOR
THE LAST ATOM are stored in LIST 20.
A LIST 20 is only written to the disc on
a satisfactory exit from ANISO.
This directive abandons the calculation without modifying the disc LISTs.
This instruction (like \AXES) computes the principal axis lengths
and directions for the atoms specified on a preceeding ATOM card.
This card calculates all interatomic distances less than
DL angstroms with librational corrections. If this directive is omitted,
no distances are calculated; if DL is absent, a default value of 1.8 is
inserted. If AL is present, angles between atoms separated by less than AL
angstroms are computed.
This card calculates angles between all bonds less than AL angstroms. If this directive is omitted, no angles are calculated; if AL is absent, a default value of 1.8 is inserted.
*********************** WARNING *************************
The directive DISTANCE may only be followed by ATOM, EXECUTE, or END. \ANISO ATOMS O(12) UNTIL LAST AXES TLS DISTANCES END 9.8: Principal atomic displacement directions - \AXES\AXES INPUTLIST= END \AXES END This routine calculates the magnitudes and directions of the principal axes of the atomic dispacement ellipsoid of an anisotropic atom. Atoms which are isotropic are ignored. Atoms with a negative principal axis generate a warning. The output gives the mean square displacement in angstroms squared along each of the principal axes, together with the direction cosines with respect to the orthogonalized axes and with respect to the real cell axes. This routine can also be called from \ANISO to get the axes of specified
atoms only.
This instruction initiates the routine for calculating the
principal atomic vibration directions, and requires no other directives.
5 - Default value 10 The default value is 5. 9.9: Publication listing of the atomic parameters - \PARAMETERS\PARAMETERS LAYOUT INSET= ATOM= DOUBLE= CHOOSE= FLOAT= NCHAR= NLINE= LISTAXES= COORDINATES NCHAR= NDECIMAL= SELECT= TYPE= DISPLAY= PRINT= PUNCH= U'S NCHAR= NDEC= SELECT= TYPE= DISPLAY= PRINT= PUNCH= END \PARAMETERS LAYOUT ATOM-NAME=6,DOUBLE=YES END This routine sends the atomic parameters to the PUNCH file in a suitable format for publication or binding into a thesis. As well as the current atomic parameters in LIST 5, the estimated standard deviations derived from the least squares normal matrix are also printed. THIS ROUTINE WILL NOT WORK if LIST 5 is modified in any way since the last round of refinement. If any changes, including renaming, are made, a futher round of refinement must be done. If you wish to preserve parameter values, and create a valid matrix without changing the parameter values, compute a refinemnt cycle but set all the shifts to zero. \SFLS REFINE SHIFT GENERAL = 0.0 END The output is in two halves, the first containing the positional coordinates and any isotropic temperature factors, and the second containing all the anisotropic temperature parameters. For the first part, a page is split into 6 separate fields. The first field is blank, and is an offset so that the information is centred on the page. The remaining fields contain the atom type and serial number, the three positional parameters, and a temperature factor. This will be the value of U(iso) with its e.s.d for isotropic atoms, otherwise U(equiv), without an e.s.d, for anisotropic atoms. U(equiv) is not simply related to the diagonal elements of U(aniso), and may be computed as either the arithmetic or geometric mean of the principal axes of the ellipsoid. See \SET UEQUIV in the chapter on IMMEDIATE commands. The width of each type of field may be altered by the user, using respectively the INSET , ATOM-NAME , and NCHARACTER parameters. The default length of a page of this type of output is that required for A4 paper. The second part contains the anisotropic temperature factors, and each page is split into eight fields. As for the atomic coordinates, the first field is blank and represents an offset. The second field contains the atom type and serial number, and the remaining six fields contain the components of the anisotropic temperature factors. The width of each type of field may be adjusted by the user, using respectively the INSET , ATOM-NAME and NCHARACTER parameters. If a different value for INSET or ATOM-NAME is required in the first and second parts of the output, the job must be run twice. Depending upon the width across the page, the second part of the output occupies one sheet of A4 paper either across the page or down the page. For both types of output, the user can select double spacing down the page with the DOUBLE parameter. Similarly for each of the numeric fields, the user can choose the number of decimal places to be printed (the NDECIMAL parameter), and whether the numbers are printed as integers or in floating point with a decimal point. (The FLOATING parameter). The e.s.d.'s are printed to the same accuracy as the atomic parameters, so that if the chosen field is too small and an e.s.d. appears to be zero, it will be omitted in exactly the same way as for a parameter that has not been refined. A parameter printed with 4 decimal places might thus appear as : 0.0123(4) OR 123(4) Depending upon the format. In either case, the numbers are right justified in their field. As an alternative to the user selecting the number of decimal places that should be printed, it is possible to get the program to choose the number of decimal places required for each parameter automatically. (The CHOOSE parameter). If the parameters are to be printed in floating point, the number of decimal places is chosen so that the e.s.d. Can be represented as a one digit number in the last decimal place. For numbers that are to be printed as integers, the field used is never less than that given by the NDECIMAL parameter. If the required field is larger than that defined by these instructions, a decimal point is inserted and the required number of extra digits is output. For example, if the number of decimal places required is four, but the e.s.d. is too small, it would appear as : 0.12345(6) OR 1234.5(6) Depending upon whether floating point or integer output was required. For either type, if the parameter has not been refined, the number of decimal places is that given by the NDECIMAL instruction. Since this routine prints the e.s.d.'s, it is vital that the least squares matrix (LIST 11) belongs to the current LIST 5. If LIST 5 has been modified in any way since the last Least Squares, this routine will abort. When anisotropic atoms are present in LIST 5, U[EQUIV] is calculated
according to the current setting of \SET UEQUIV.
This command initiates the routines for printing of the atomic
parameters in a suitable format for publication.
This directive defines how the atomic parameters, both positional
and thermal, are to be laid out on the page.
This directive defines how the positional coordinates are to be
set out on the page.
NO No output is displayed on the terminal. YES Output is displayed on the terminal. PRINT This parameter has two possible values NO No output is sent to the listing file YES Output is sent to the listing file PUNCH This parameter has three possible values NO No output is sent to the punch file YES Output is sent to the punch file CIF Output is in CIF format U'S NCHAR= NDEC= SELECT= TYPE= DISPLAY= PRINT= PUNCH= This directive defines how the thermal parameter are to be
set out on the page.
OFF No output is displayed on the terminal. HIGH Output is displayed on the terminal. PRINT This parameter has two possible values NO No output is sent to the listing file YES Output is sent to the listing file PUNCH This parameter has three possible values NO No output is sent to the punch file YES Output is sent to the punch file CIF Output is in CIF format 9.10: Publication listing of reflection data - \REFLECTIONS\REFLECTIONS LAYOUT NCOLUMNS= NLINES= INSET= NSPACE= SCALE= NCHARACTER= OUTPUT PRINT= PUNCH= LIST28= END This routine prints the reflection data in LIST 6 in a suitable format for publication or binding into a thesis. The information printed falls into one or more columns, each of which contains h, k, l, /Fo/, /Fc/, and the phase angle in degrees. Each column is 18 characters wide. Although the user has no control over the contents of each column, it is possible to vary the number of blank spaces at the start of each line, the number of columns across the page, the number of spaces between successive columns, and the number of lines per page. (The INSET , NCOLUMNS , NSPACE and NLINES parameters, respectively). /Fo/ and /Fc/ are both put on the same scale of /Fc/, using the scale factor in LIST 5, and both these two numbers may be modified by a scaling constant before they are printed. (The SCALE parameter). However, all the values of both /Fo/ and /Fc/ must be less than 10000 when they are printed. LIST 28 is used for checking whether or not to print a reflection. Remember
that if LIST 28 was used to reject some reflections when structure factors
were last calculated, removing these restrictions before printing LIST 6
will mean that some reflections will have incorrect values of Fc and phase.
This directive defines how the reflection data is to be printed.
This directive defines where the reflection data is to be printed.
NO No output is sent to the listing file YES Output is sent to the listing file PUNCH= This has two allowed values :- NO No output is sent to the punch file YES Output is sent to the punch file 9.11: Summary of data lists - \SUMMARY\SUMMARY OF= TYPE= LEVEL= \SUMMARY LIST 5 HIGH END \SUMMARY EVERYTHING END This command produces a summary on the terminal of the contents of a
list. Use \PRINT if you need full details.
9.12: CIF lists - \CIF\CIF There are no qualifiers. See \PARAMETERS and \REFLECTIONS for the CIF printing of parameters
and reflections .
'This method of handling the su (esd) values has been in force with Acta since about 1984 apparently. In my time it came up for discussion about two years ago (1996) and after much to-ing and fro-ing it was readopted as the preferred level of precision for su's. What it means is as follows.... (1) if one adopts esd values to one digit precision (rule of 9) the values 5.548(1) 1.453(2) 3.921(3) 1.2287(8) are acceptable. (2) if one permits two digits precision with a limit of 19 (rule of 19)... 5.5483(9) 1.4532(16) 3.921(3) 1.2287(8) are acceptable. (3) if one permits two digits precision with a limit of 29 (rule of 29)... 5.5483(9) 1.4532(16) 3.9214(28) 1.2287(8) are acceptable. The object of this approach is to provide a more consistent distribution of precision across all values. These particular matters are not really my responsibility but we try to conform to recommendation of the nomen- clature people. This is one such occasion.' 9.13: Graphics - CAMERON\CAMERON This command starts the graphics program 'CAMERON' which is described in a separate MANUAL, and has an on-line help system. On exit from CAMERON the file CAMERON.L5 contains the atoms last displayed by CAMERON. Be careful - it could be a packing diagram! |