Manual

Introduction

DAMMIX program represents the algorithm for restoring the shape of unknown component in the evolving system together with the volume fractions of the components at each recorded condition. The initial and final states of the systems are assumed to be known or can be reasonably well approximated by theoretical or experimental scattering pattern. The method uses ab initio bead modelling procedure similar to DAMMIF and yields the most compact bead model for which the linear combinations with the initial and final states of the systems provide the best overall fit to SAXS data. The volume fractions are found using the same algorithm as in OLIGOMER.

Running DAMMIX

Usage:

$ dammix [OPTIONS] [SASDATA(S)]

OPTIONS known by DAMMIX are described in next section, the optional argument ‘ DATAFILE(S) ‘ in the section on input files. In general, command-line options can be used to make choices about the properties of the particle to reconstruct, while the interactive configuration is used to govern the annealing process. If neither OPTIONS nor DATAFILE(S) is given, the configuration is done in full interactive mode.

Command-Line Arguments and Options

DAMMIX accepts the following command line arguments:

Argument Description  
SASDATA(S) The filename of aDATA file(s), possibly with relative or absolute path components. The first and the second argument can be in the format of scattering curve (DAT file) or PDB model (PDB file), for the latter case the theoretical scattering curve calculated from this model will be used as known component of the system. It is RECOMMENDED to input the experimental data with the angular axis units in invesre ANGSTROMs.

DAMMIX recognizes the following command-line options. Mandatory arguments to long options are mandatory for short options too.

Short Option Long Option Description
-q --quiet Suppress screen output, write a.log-fileonly. By default, all runtime information is printed to screen and the .log-file.
  --seed=<INT> Set the seed for the random number generator
-u --unit=<UNIT> Angular units of theinput file, one ofANGSTROMorNANOMETER. By default, an attempt is made to estimate the unit scale.
-p --prefix=<PREFIX> Prefix to prepend tooutput filenames. May include absolute or relative paths, all directory components must exist. Default is ‘dammif’.
  --model-format=<FMT> Format of 3D models, one of: cif, pdb (default: cif)
-a --anisometry=<NAME> If, due to prior studies, it is known that the particle’s shape shall be eitherPROLATEorOBLATE, one may use the anisometry option to enforce a penalty on particles that do not correspond with the expected anisometry. By default, anisometry is ‘UNKNOWN’.
-s --symmetry=<NAME> Specify the symmetry to enforce on the particle. Any_P-n-m_symmetry known byDAMMINis supported (P_n_,n=1, …, 19 and P_n_2,n=2, …, 12). Cubic and icosahedral symmetries are not available. By default, no symmetry is enforced (P1).
-m --mode=<MODE> Configuration of the annealing procedure, one ofFAST(bigger beads, cooling down quickly),SLOW(smaller beads, cooling down slowly), orINTERACTIVE. Default is ‘INTERACTIVE’. Seeexample.
  --constant=<VALUE> Specify a user defined constant to subtract; 0 to disable constant subtraction. If unspecified, a constant to subtract is automatically determined.
  --volume Activation of the manual input for excluded Porod volumes for each individual input curve.
  --max-bead-count=<NUMBER> Maximum number of beads in search volume (unlimited if undefined).
-h --help Print a summary of arguments, options, and exit.
-v --version Print version information and exit.

Interactive Configuration

If the optional arguments ‘ DATAFILE(S) ‘ are omitted, settings available through command-line arguments and options may also be configured interactively as shown in the table below. Otherwise these questions are skipped.

Screen Text Default Description
Number of experimental curves? 5 Total number of experimental curves including the initial and final states of the system. Defualt value is set to 5.
DATA input files? N/A Same asDATAFILE-argument. The first argument corresponds to the initial state of the system (e.g. monomer), the second argument to the final state (e.g. aggregate), one can use for them both experimental data files (DAT) or PDB models (PDB) formats. The rest of the agruments should represent experimental scattering curves.
Angular unit? UNKNOWN Same asunit-option.
Output file prefix? dammix Same asprefix-option.
Create pseudo chains in PDB output? NO Same aschained-option.
Expected particle symmetry? P1 Same assymmetry-option.
Expected particle anisometry? UNKNOWN Same asanisometry-option.
Simulated annealing setup? SLOW Same asmode-option.

In ‘ INTERACTIVE ‘-mode a list of parameters governing the annealing process may be fine-tuned:

Screen Text Default FAST-mode Setting SLOW-mode Setting Description
Dummy atom radius? [1.0-?] [Angstrom] var var var The estimate for the dummy atom radius is based on_D~max~_to result in a search volume of about 2.000 (FAST-mode) to about 10.000 (SLOW-mode) beads. The smaller this radius is set, the more beads are generated, the slower the process.
Maximum number of spherical harmonics? [1-50] 20 15 20 The more harmonics, the more accurate the reconstruction becomes, but the slower the process. Very elongated particles may require up to 50 harmonics, quick screening can be done as low as 10-15. The default values may be adjusted by shape classification.
Number of knots in the curve to fit? [1-?] var var var Experimental data is smoothed by spline interpolation before fitting. This defines the number of supporting points of the spline. By default, twice the number of Shannon Channels is used, but a minimum of 20.
Curve weighting function? Select one of: [l]og, [p]orod, [e]mphasised porod, [n]one emph. porod emph. porod emph. porod Weighting function to ensure a better fit at lower angles. If unsure, use the default.
Initial random seed? var var var To reproduce results, re-use the random seed. Default value is time-based. If multiple runs of DAMMIX shall be started at the same time, use an input file with different random seeds.
Maximum number of temperature steps in annealing procedure? [1-?] 200 200 400 Stop if simulated annealing is not finished after this many steps. The moreiterations per stepand the slower the systemis cooled, the more temperature steps are required.
Maximum number of iterations within a single temperature step? [1-?] 200.000 20.000 100.000 Finalize temperature step and cool after this many iterations at the latest.
Maximum number of successes per temperature step before temperature is decreased? [1-?] 20.000 2.000 10.000 Finalize temperature step and cool after at most this many successful phase changes.
Minimum number of successes per temperature step before temperature is decreased? [1-?] 200 20 50 Stop if not at least this many successful state changes within a single temperature step can be done.
Temperature schedule factor? [0.0-1.0) 0.95 0.9 0.95 Factor by which the temperature is decreased; 0.95 is a good average value. Faster cooling for smaller systems is possible (0.9), but slower cooling (0.99) needs to be applied more often. The default factor is increased for extended particles.
Rg penalty weight? [0.0-…) 0.001 0.001 0.001 How much the R~g~Penalty shall influence the acceptance or rejection of phase changes. A value of 0.0 disables the penalty. If unsure, use the default value.
Center penalty weight? [0.0-…) 0.00001 0.00001 0.00001 How much the Center Penalty shall influence the acceptance or rejection of phase changes. A value of 0.0 disables the penalty. If unsure, use the default value.
Looseness penalty weight? [0.0-…) 0.01 0.01 0.01 How much the Looseness Penalty shall influence the acceptance or rejection of phase changes. A value of 0.0 disables the penalty. If unsure, use the default value. If unlike smooth surfaces and sharp edges are observed, try decreasing this penalty weight.
Anisometry penalty weight? [0.0-…) 0.0/0.5 0.0/0.5 0.0/0.5 How much the Anisometry Penalty shall influence the acceptance or rejection of phase changes. A value of 0.0 disables the penalty. If unsure, use the default value, 0.0 if noanisometrywas specified, 0.5 otherwise.
Minimum volume fraction penalty weight? [0.0-…) 0.0/0.5 0.0/0.5 0.0/0.5 To keep the minimum volume fraction of unknown component not below 3% (over all curves). A value of 0.0 disables the penalty. If unsure, use the default value. If the volume fractions of uknown component are too high, try decreasing this penalty weight.
Oligomer volume penalty weight? [0.0-…) 0.0/0.5 0.0/0.5 0.0/0.5 Applied for two-components systems when the oligomeric state of the restoring component is known. A value of 0.0 disables the penalty. If unsure, use the default value.

Runtime Output

On runtime, two lines of output will be generated for each temperature step :

Step:    4, T: 0.238E-04, 723/2500, Succ: 2000, Eval: 13840, CPU: 00:00:15
 Rf: 0.1954, Los: 0.10, Rg: 0.27730E+01, Cen: 3.04, Ani: 0.00, Mfr: 0.00,
 Vol: 0.45011E+01 Fit: 0.2048

The fields can be interpreted as follows, top-left to bottom-right:

Field Description
Step Step number. Starts at 1, increases monotonically.
T Temperature measure, starts at an arbitrary high value, decreases each step by thetemperature schedule factor.
N/M _N_beads in phase particle in_M_beads overall.
Succ Number of successful phase changes in this temperature step. Limited by theminimumandmaximumnumber of successes. The number of successes should slowly decrease, the first couple of steps should be terminated by themaximumnumber of successes criterion. If instead themaximum number of iterations per stepare done, or the number of successes drops suddenly by a large amount, the system should probably be cooled more slowly.
Eval Accumulated number of function evaluations.
CPU Elapsed wall-clock time since the annealing procedure was started.
Rf Goodness of overall fit of simulated data versus experimental data (to all experimental data curves), does not take penalties into account.
Los Contribution of Looseness Penalty, not taking theLooseness Penalty Weightinto account.
Rg Contribution of R~g~Penalty, not taking theRg Penalty Weightinto account.
Cen Contribution of Center Penalty, not taking theCenter Penalty Weightinto account.
Ani Contribution of Anisometry Penalty, not taking theAnisometry Penalty Weightinto account.
Mfr Contribution of Minimum Fraction Penalty for the uknown component, not taking theMinimum Fraction Penalty Weightinto account.
Vol Contribution of Volume Penalty for the uknown component (to be used for two-component mixtures when the oligomeric state of the restoring component is known), not taking theVolume Penalty Weightinto account.
Fit A function ofRfincluding all penalties and their respective weights. Decreases towards zero, the smaller the value, the better the fit.

DAMMIX Input Files

DAMMIX uses the experimental data files < DATAFILE(S) > as input files. The first and the second argument define the initial and the final state of the system, respectively. They can represent experimental data or PDB models from which the theoretical scattering will be calculated and used as known component. The other arguments (3rd, 4th etc) will correspond to the experimental data seria for which the shape of the uknown component and the volume fractions of all components will be restored. In the case of two-component mixtures (e.g. monomer-multimer equilibrium) the second argument has to be set to ‘none’.

DAMMIX Output Files

With each succesful run, DAMMIX creates a set of output files, each filename starts with a customizable prefix that gets an extension appended. If a prefix has been used before, existing files will be overwritten without further note.

Extension Description
.log Contains the same information as the screen output and is updated during execution of the program.
-0.pdb -1.pdb The model is written in two parts: ‘-0.pdb’ contains the beads of the solvent (a.k.a. the search volume), ‘-1.pdb’ represents the modelled particle. TheREMARKsections of both files contain information about the application used and about invariants of the particle, e.g. R~g~, volume and molecular mass of the particle. Ifomit-solventwas specfied the output of the-0.pdbfile is omitted. Ifchainedoutput was requested, the dummy beads in ‘-1.pdb’ are laid out in pseudo-chains.
.fit Fits from the three (or two)-component mixtures (using the restored shape of the unknown component and restored volume fractions of all components) versus each individual experimental data curve (except the first two curves in the command line argument list that correspond to the known system states). Columns in the output file are: ‘s’, ‘I~exp~’ and ‘I~fit~’.
.dat Two files: components_best.dat and fractions_best.dat that contain the restored scattering patterns from the components of the mixture and the restored volume fractions of the components for each experimental curve.

Thus, if DAMMIX is started as

$ dammix data1.dat data2.dat data3.dat data4.dat --prefix=mixt1 

the files ‘ mixt1.log ‘, ‘ mixt1-0.pdb ‘, ‘ mixt1-1.pdb ‘, ‘ data3_best.fit ‘, ‘ data4_best.fit ‘ as well as ‘ components_best.dat ‘ and ‘ fractions_best.dat ‘ will be written in the currten working directory.

Examples

Please note that the prefixes in the examples may be chosen arbitrarily. The values below are chosen for maximum clarity only.

Intermediate states for time-resolved data series

Use DAMMIX in FAST -mode to obtain a first model quickly for 14 hours insulin fibrillation time seria (the initial and final states of the system corresponds to r1.dat and r14.dat):

$ dammix r1.dat r14.dat r2.dat r3.dat r4.dat r5.dat r6.dat r7.dat r8.dat
r9.dat r10.dat r11.dat r12.dat r13.dat --prefix=insulin --mode=fast
--unit=nanometer

Monomer-multimer equilibrium

Use DAMMIX in SLOW -mode to get an improved reconstruction for two-component concentration dependent NGF seria (mixture of dimers and dimers of dimers), the initial state is calculated from ngf.pdb (dimer model), the final state is described by ‘none’ in order to account for two-component mixture:

$ dammix ngf.pdb none ngf1.dat ngf2.dat ngf3.dat ngf4.dat ngf5.dat
--prefix=ngf --mode=slow --unit=angstrom

Multiple assembly states

For best results, run DAMMIX in INTERACTIVE mode, customizing annealing parameters as required. This is an example of multiple assembly states of lumazine synthase that forms icosahedral capsids of T1 (Dmax=18 nm) and T3 types (Dmax=30 nm), the restored shape corresponds to the dissociated free facets of the capsids:

$ dammix t1.pdb t3.pdb lym1.dat lym2.dat lym3.dat lym4.dat lym5.dat
lym6.dat lym7.dat lym8.dat lym9.dat lym10.dat
--prefix=lym --mode=interactive