| BP 3D | [Back Projection - 3D, using Euler angles ||] |
| BP R2 | [Back Projection - 2D, weighting of image series ||] |
| BP RP | [Back Projection - 3D, iterative, with constraints, ||*] |
| BP S2 | [Back Projection - 2D, single tilt iterative, constrained ||] |
| BP W2 | [Back Projection - 2D, filtered, weighted ||] |
.ENTER FILE NUMBERS OR SELECTION DOC. FILE NAME: 1-700 OR IMAGES127
[Enter projection file numbers or the name of the document file
containing projection file numbers in the first column.]
.RADIUS OF RESTORED OBJECT: 23
[Enter radius of reconstructed object (smaller than half the
volume size, see below for further restrictions).
The reconstruction is calculated inside the sphere only.]
.ANGLES DOC FILE: ANGLES27
[Enter the name of the document file containing Eulerian
angles for the projections used (psi, theta, phi).]
.DOES YOUR VOLUME HAVE SYMMETRIES? (Y/N): Y
[Not implemented yet.
Answer Yes if you want the symmetries to be internally
enforced on your volume. The reconstruction in this case is
calculated as though the projections were multiplied
as many times as there are symmetries.]
.RECONSTRUCTED 3-D FILE: VOLUME1001
[Name of the output file.]
.Error limit, Chi^2 limit: 1.0e-5,0.0
[Both value can be used as stopping criteria to terminate the iterations.
When the relative error or chi-squared error of the structure becomes
smaller than the preset value, the iterations are
terminated. When correction limit is set to zero,
this criterion is not used.]
.ITERATION LIMIT, MODE: 25,1
[Program will terminate after number of iterations given.
Mode determines the regularization used:
0 - no regularization,
1 - first derivatives,
2 - second derivatives,
3 - third derivatives.
.LAMBDA: 2000.
[Lambda determines relative weight of regularization.
Large lambda results in a stronger supression of noise
(thus smoother reconstruction), small lambda will give
more detailes, but the process becomes more sensitive to noise.]
NOTES
mode lambda
1 2000
2 500
3 100
Error limit should be set to 1.0E-5, chi^2 limit to 0,
number of iterations to 20. If for a given data set
lambda was set correctly the procedure should converge
(error should become less than 1.0E-5) in approximately
15 steps. The procedures works properly if both relative
error and chi^2 error decrease steadily (printout
is in the results file).
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