CylinderBase#

class maicos.core.CylinderBase(atomgroup: AtomGroup, unwrap: bool, refgroup: AtomGroup | None, jitter: float, concfreq: int, dim: int, zmin: None | float, zmax: None | float, bin_width: float, rmin: float, rmax: None | float, wrap_compound: str)[source]#

Bases: PlanarBase

Analysis class providing options and attributes for a cylinder system.

Provide the results attribute r.

Parameters:
  • atomgroup (MDAnalysis.core.groups.AtomGroup) – A AtomGroup for which the calculations are performed.

  • unwrap (bool) –

    When True, molecules that are broken due to the periodic boundary conditions are made whole.

    If the input contains molecules that are already whole, speed up the calculation by disabling unwrap. To do so, use the flag -no-unwrap when using MAICoS from the command line, or use unwrap=False when using MAICoS from the Python interpreter.

    Note: Molecules containing virtual sites (e.g. TIP4P water models) are not currently supported in MDAnalysis. In this case, you need to provide unwrapped trajectory files directly, and disable unwrap. Trajectories can be unwrapped, for example, using the trjconv command of GROMACS.

  • refgroup (MDAnalysis.core.groups.AtomGroup) – Reference AtomGroup used for the calculation. If refgroup is provided, the calculation is performed relative to the center of mass of the AtomGroup. If refgroup is None the calculations are performed with respect to the center of the (changing) box.

  • jitter (float) –

    Magnitude of the random noise to add to the atomic positions.

    A jitter can be used to stabilize the aliasing effects sometimes appearing when histogramming data. The jitter value should be about the precision of the trajectory. In that case, using jitter will not alter the results of the histogram. If jitter = 0.0 (default), the original atomic positions are kept unchanged.

    You can estimate the precision of the positions in your trajectory with maicos.lib.util.trajectory_precision(). Note that if the precision is not the same for all frames, the smallest precision should be used.

  • concfreq (int) – When concfreq (for conclude frequency) is larger than 0, the conclude function is called and the output files are written every concfreq frames.

  • dim ({0, 1, 2}) – Dimension for binning (x=0, y=1, z=1).

  • zmin (float) –

    Minimal coordinate for evaluation (in Å) with respect to the center of mass of the refgroup.

    If zmin=None, all coordinates down to the lower cell boundary are taken into account.

  • zmax (float) –

    Maximal coordinate for evaluation (in Å) with respect to the center of mass of the refgroup.

    If zmax = None, all coordinates up to the upper cell boundary are taken into account.

  • bin_width (float) – Width of the bins (in Å).

  • rmin (float) – Minimal radial coordinate relative to the center of mass of the refgroup for evaluation (in Å).

  • rmax (float) –

    Maximal radial coordinate relative to the center of mass of the refgroup for evaluation (in Å).

    If rmax=None, the box extension is taken.

  • wrap_compound (str) – The group which will be kept together through the wrap processes. Allowed values are: "atoms", "group", "residues", "segments", "molecules", or "fragments".

results.bin_pos#

Bin positions (in Å) ranging from rmin to rmax.

Type:

numpy.ndarray

pos_cyl#

positions in cylinder coordinats (r, phi, z)

Type:

numpy.ndarray

_obs.R#

Average length (in Å) along the radial dimension in the current frame.

Type:

float

_obs.bin_pos#

Central bin position of each bin (in Å) in the current frame.

Type:

numpy.ndarray, (n_bins)

_obs.bin_width#

Bin width (in Å) in the current frame

Type:

float

_obs.bin_edges#

Edges of the bins (in Å) in the current frame.

Type:

numpy.ndarray, (n_bins + 1)

_obs.bin_area#

Area of the annulus pf the each bin in the current frame. Calculated via \(\pi \left( r_{i+1}^2 - r_i^2 \right)\) where i is the index of the bin.

Type:

numpy.ndarray, (n_bins)

_obs.bin_volume#

Volume of an hollow cylinder of each bin (in Å^3) in the current frame. Calculated via \(\pi L \left( r_{i+1}^2 - r_i^2 \right)\) where i is the index of the bin.

Type:

numpy.ndarray, (n_bins)