Next: The .mtz wrapper
Up: Using the program
Previous: Testing the executable
  Contents
Supported crystallographic calculations
GraphEnt automatically recognises the following types of syntheses :
- F2 Patterson synthesis, defined by
h, k, l, F,
(F)
-
F2 difference Patterson synthesis, defined by
h, k, l, F1,
(F1), F2,
(F2). The function calculated
is the one commonly used for isomorphous difference Patterson maps
with an amplitude of
F = (F1 - F2)2 and a standard deviation
(F) = 2
+
(F1)2 +
(F2)2.
- Phased Fourier synthesis without FOM, defined by
h, k, l, F,
(F),
- Phased Fourier synthesis with FOM, defined by
h, k, l, F,
(F),
, FOM
All other types of syntheses that can be reduced to any of the above are also supported but
the reduction step is a user's responsibility.
For example, to calculate a
(2Fo - Fc)exp(i
)
map you would have to prepare a column containing the
(2Fo - Fc) term by yourself, and
give the program six columns of the type
h, k, l,(2Fo - Fc),
(2Fo - Fc),
. For CCP4
users this is easily (and interactively) achieved with the program sftools9.
Footnotes
- ... sftools9
-
I should add here that for some of the more complex syntheses, the most difficult part
of setting-up the calculation
appears to be the propagation of errors, ie calculating correctly the
standard deviation of the amplitude terms.
Next: The .mtz wrapper
Up: Using the program
Previous: Testing the executable
  Contents
NMG, Nov 2002