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MDAnalysis 0.11 unifying release user guide
MDAnalysis 0.11.0 is a substantial release that unifies much of the code base at the cost of some necessary changes to the user API. The key points for adjusting your code accordingly are outlined below. The details are in the Release Notes for 0.11.0.
We also provide conversion function MDAnalysis.ten2eleven
available (see #377) that automates some of the changes in your code. Please see migrating MDAnalysis code with ten2eleven for how to use it.
If you have questions or problems migrating your existing code, please ask for help on the user mailing list. Everyone will be more than happy to help!
Previously, Timesteps could be initiated with either
- integer (allocated to this size)
- another Timestep (copied it)
- coordinates (created a Timestep of this size and filled it)
Now Timesteps can only be initiated with an integer argument.
To create a Timestep from another Timestep, or from an array of coordinates, use the new from_timestep
and from_coordinates
class methods:
from MDAnalysis.coordinates.base import Timestep
ts = Timestep(10)
ts = Timestep.from_timestep(other_ts)
ts = Timestep.from_coordinates(coordinates)
# with optional velocities and/or forces
ts = Timestep.from_coordinates(coordinates, velocities=velocities, forces=forces)
import MDAnalysis
from MDAnalysis.tests.datafiles import GRO, XTC
universe = MDAnalysis.Universe(GRO, XTC)
#before 0.11:
if 1 == universe.trajectory.frame:
print 'currently on first frame'
#after 0.11:
if 0 == universe.trajectory.frame:
print 'currently on first frame'
Timestep._x
cannot be assigned to, but can be changed in place. This is to ensure that _x
remains strictly a view of the x coordinate of the position data.
# previously:
ts._x = stuff # would break view onto `_pos`
ts._x[:] = stuff # still works to assign in place
ts._pos[:,0] = stuff
Information about the Atoms contained within an AtomGroup is now available as a property rather than a method. This covers the following properties: indices, masses, charges, names, types, radii, resids, resnames, resnums, segids, altLocs and serials. In general this means that many methods now don't require the redundant "()" following them
import MDAnalysis
from MDAnalysis.tests.datafiles import GRO, XTC
universe = MDAnalysis.Universe(GRO, XTC)
all_selection = universe.atoms
#before 0.11:
#all_selection.charges()
#after 0.11:
all_selection.charges
To match property names of AtomGroups, which are all plural, the corresponding setters have also been made plural. The singular names will still work, but they are marked for deprecation in a future release.
import MDAnalysis as mda
from MDAnalysis.tests.datafiles import GRO, XTC
u = mda.Universe(GRO, XTC)
ag = u.select_atoms('protein')
# for example
# before 0.11:
ag.set_resid(9)
# after 0.11:
ag.set_resids(9)
All AtomGroup properties now yield arrays of length equal to the number of atoms in the group. Likewise, ResidueGroup.segids yields an array of equal length to len(ResidueGroup).
import MDAnalysis as mda
from MDAnalysis.tests.datafiles import GRO, XTC
u = mda.Universe(GRO, XTC)
ag = u.select_atoms('protein')
rg = ag.residues
# these now return arrays of len(ag)
ag.resids # new behavior
ag.resnames # new behavior
ag.resnums # new behavior
ag.segids # new behavior
# these return arrays of len(rg)
rg.resids # same as before
rg.resnames # same as before
rg.resnums # same as before
rg.segids # new behavior
AtomGroup methods previously had a mix of camelCase and single_underscore style naming. This has been unified, so all methods are single_underscore style.
# previously universe.selectAtoms('name Ca')
atomgroup = universe.select_atoms('name Ca')
# previously atomgroup.centerOfMass()
atomgroup.center_of_mass()
# previously atomgroup.radiusOfGyration
atomgroup.radius_of_gyration()
import MDAnalysis
from MDAnalysis.tests.datafiles import GRO, XTC
universe = MDAnalysis.Universe(GRO, XTC)
atomgroup = universe.select_atoms('all')
first_atom = atomgroup[0]
#before 0.11:
#first_atom.number
#after 0.11:
first_atom.index
import MDAnalysis
import numpy
random_coord_array_1 = numpy.float32(numpy.random.rand(20,3))
random_coord_array_2 = numpy.float32(numpy.random.rand(20,3))
#before 0.11:
#import MDAnalysis.core.distances
#distance_array = MDAnalysis.core.distances.distance_array(random_coord_array_1, random_coord_array_2)
#after 0.11:
import MDAnalysis.lib.distances
distance_array = MDAnalysis.lib.distances.distance_array(random_coord_array_1, random_coord_array_2)
0.11 introduces the global
selection modifier keyword, which, among other cases, can be used to replace fullgroup
when combined with group
. You need only change fullgroup
to global group
in your selections:
#before 0.11:
solvent = universe.selectAtoms("name SOL")
solvating = solvent.selectAtoms("around 5 fullgroup ref", ref=some_complex_selection)
#after 0.11:
solvent = universe.select_atoms("name SOL")
solvating = solvent.select_atoms("around 5 global group ref", ref=some_complex_selection)
import MDAnalysis
from MDAnalysis.tests.datafiles import GRO, XTC
universe = MDAnalysis.Universe(GRO, XTC)
all_selection = universe.select_atoms('all')
#before 0.11:
#atom_count = all_selection.numberOfAtoms()
#after 0.11:
atom_count = all_selection.n_atoms
#before 0.11:
#residue_count = all_selection.numberOfResidues()
#after 0.11:
residue_count = all_selection.n_residues
#before 0.11:
#segment_count = all_selection.numberOfSegments()
#after 0.11:
segment_count = all_selection.n_segments
#before 0.11:
#frame_count = universe.trajectory.numframes
#after 0.11:
frame_count = universe.trajectory.n_frames
Manipulating AtomGroups as items of topology (bonds, angles or torsions) has been reworked. AtomGroup.bond
is now a property which returns a Bond
object.
ag = u.atoms[:2] # 2 size AtomGroup
## Before!
# ag.bond() # returned the length of the bond
## Now!
ag.bond.value()
This now allows for groups of Bond
s to be collected together in a TopologyGroup
ag1 = u.atoms[0] + u.atoms[10]
ag2 = u.atoms[11] + u.atoms[20]
ag3 = u.atoms[21] + u.atoms[30]
tg = ag1.bond + ag2.bond + ag3.bond
tg.values() # returns the length between each of the three pairs of atoms
The above is identical for angle
dihedral
and improper_dihedral
Working with dihedrals
# Previously
ag = u.atoms[:4] # make a size 4 AtomGroup
ag.dihedral() # returned the angle
# Now
ag = u.atoms[:4] # select 4 atoms as usual
di = ag.dihedral # convert the AtomGroup to a Dihedral object
di.value() # returns the size of the angle
To avoid confusion between the names dihedral and torsion, the term dihedral is used throughout the package.
# Previously
ag = u.atoms[:100]
tg = ag.torsions # returned a TopologyGroup of all dihedrals/torsions
# Now
ag = u.atoms[:100]
tg = ag.dihedrals # returns a TopologyGroup of all dihedrals/torsions
Also, the function "calc_torsions" was deprecated and renamed to "calc_dihedrals"
# Previously
from MDAnalysis.lib.distances import calc_torsions
t = calc_torsions(ag1.positions, ag2.positions, ag3.positions, ag4.positions)
# Now
from MDAnalysis.lib.distances import calc_dihedrals
t = calc_dihedrals(ag1.positions, ag2.positions, ag3.positions, ag4.positions)
The MDAnalysis.analysis.distances.contact_matrix
function does not show progress anymore. Remove the keywords pr ogress_meter_freq
and suppress_progmet
from your code:
import MDAnalysis
import MDAnalysis.analysis.distances
import numpy as np
#300 rows of random xyz array data, to simulate coordinates:
random_array_coords = np.float32(np.random.rand(300,3))
#before 0.11 release:
#contact_matrix = MDAnalysis.analysis.distances.contact_matrix(random_array_coords, returntype = "sparse", progress_meter_freq=10, suppress_progmet=True)
#after 0.11 release:
contact_matrix = MDAnalysis.analysis.distances.contact_matrix(random_array_coords, returntype = "sparse")
Many submodules were moved to the new lib
submodule. This was for internal code reasons; the lib submodule has no internal dependencies.
These include
- core.tranformations to lib.transformations
- core.util to lib.util
- core.log to lib.log
- core.units to MDAnalysis.units
- core.distances to lib.distances
- core.parallel to lib.parallel
- created lib.mdamath