Here a
is a 1D array of integer indices. To give some context, a
is the atom indices of the 1st molecules. The return is the atom indices for n
identical molecules, each of which contains step
atoms. This function basically applies the same atom selection to many molecules
def f(a, step, n):
a.shape=1,-1
got = np.repeat(a, n, axis=0)
blocks = np.arange(0, n*step, step)
blocks.shape = n, -1
return got blocks
For example
In [52]: f(np.array([1,3,4]), 10, 4)
Out[52]:
array([[ 1, 3, 4],
[11, 13, 14],
[21, 23, 24],
[31, 33, 34]])
CodePudding user response:
It looks like broadcasting should be enough:
def f(a, step, n):
return a np.arange(0, n*step, step)[:, None]
f(np.array([1,3,4]), 10, 4)
output:
array([[ 1, 3, 4],
[11, 13, 14],
[21, 23, 24],
[31, 33, 34]])