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Import numpy as np from re import Atom, Molecule, crystal from re import subsystem_from_atoms, merge_systems from aphics import display_system # Make water crystal wat = Molecule (), Atom ( 'H', ), Atom ( 'H', )]) water_crystal = crystal (],, 225, cellpar =, # unit cell parameters repetitions = ) # unit cell repetitions in each direction # Make nacl crystal na = Molecule ()]) cl = Molecule ()]) nacl_crystal = crystal (, ],, 225, cellpar =, repetitions = ) water_half = subsystem_from_atoms ( water_crystal, water_crystal. There is also a _bonds() method toĪutomatically set the intramolecular bonds. Supported and setting them will result in an unexpected behaviour. System.bonds bonds between molecules are currently not
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System, but the fastest way (in terms of processing time) is toīuild the system by passing ready-made arrays, this is done by using Preallocating and adding molecules is a pretty fast way to build a You can move it around and keep adding it to the System. Since the data is copied, the wat molecule acts as a template so add ( wat ) # data gets copied each time display_system ( s ) rand ( 3 )) # randomly displace the water molecule s. empty ( 4, 12 ) # 4 molecules, 12 atoms for i in range ( 4 ): wat. Import numpy as np from re import Atom, Molecule, System from aphics import display_system # Template molecule wat = Molecule (), Atom ( 'H', ), Atom ( 'H', )]) # Initialize a system with four water molecules. Integers of dimensions (nbonds, 2) where the integer value
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Unnatural, this approach limits side effects and makes the code moreīonds between atoms can be set or retrieved by using the Not reflected in the Molecule and vice-versa. This feature comes at a cost: the data is copied between atomsĪnd molecules, in other words the changes in the costituents atoms are More straightforward integration with C libraries thanks to the numpyĪrrays. The array-based API provides a massive increase in performance and a
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dot ( M, r ) # numpy efficient way to do the same: # wat.r_array = np.dot(wat.r_array, M.T) array ()) # slow, readable way for i, r in enumerate ( wat. From import rotation_matrix # The transformation module returns 4x4 matrices M = rotation_matrix ( np.
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