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Add default for xferfcn.floating_point_format
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henklaak committed Feb 25, 2023
commit 8d7ac56eb7a5bc4657de6eae9ff43bb43826f9cd
29 changes: 28 additions & 1 deletion control/tests/xferfcn_test.py
Original file line number Diff line number Diff line change
Expand Up @@ -10,7 +10,7 @@
import control as ct
from control import StateSpace, TransferFunction, rss, evalfr
from control import ss, ss2tf, tf, tf2ss, zpk
from control import isctime, isdtime, sample_system, defaults
from control import isctime, isdtime, sample_system, defaults, reset_defaults
from control.statesp import _convert_to_statespace
from control.xferfcn import _convert_to_transfer_function
from control.tests.conftest import slycotonly, matrixfilter
Expand Down Expand Up @@ -970,6 +970,33 @@ def test_printing_zpk(self, zeros, poles, gain, output):
res = str(G)
assert res == output

@pytest.mark.parametrize(
"zeros, poles, gain, format, output",
[([1], [1 + 1j, 1 - 1j], 1, ".2f",
'\n'
' 1.00\n'
'-------------------------------------\n'
'(s + (1.00-1.41j)) (s + (1.00+1.41j))\n'),
([1], [1 + 1j, 1 - 1j], 1, ".3f",
'\n'
' 1.000\n'
'-----------------------------------------\n'
'(s + (1.000-1.414j)) (s + (1.000+1.414j))\n'),
([1], [1 + 1j, 1 - 1j], 1, ".6g",
'\n'
' 1\n'
'-------------------------------------\n'
'(s + (1-1.41421j)) (s + (1+1.41421j))\n')
])
def test_printing_zpk_format(self, zeros, poles, gain, format, output):
"""Test _tf_polynomial_to_string for constant systems"""
defaults['xferfcn.floating_point_format'] = format
G = tf([1], [1,2,3], display_format='zpk')
res = str(G)
reset_defaults()

assert res == output

@pytest.mark.parametrize(
"num, den, output",
[([[[11], [21]], [[12], [22]]],
Expand Down
22 changes: 13 additions & 9 deletions control/xferfcn.py
Original file line number Diff line number Diff line change
Expand Up @@ -71,8 +71,12 @@
# Define module default parameter values
_xferfcn_defaults = {
'xferfcn.display_format': 'poly',
'xferfcn.floating_point_format': '.4g'
}

def _float2str(value):

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I would suggest against doing this. It's anti-pattern for Python and also there is a simpler way to grab the default at the code level and reuse.

>>> _num_format = config.defaults.get('xferfcn.floating_point_format', ':.4g')
>>> print(f"Bla {0.232654684684654654:{_num_format}}")
Bla 0.232655

So you don't need to inject f-string machinery to the string representation.

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@henklaak If you can fix up this final issue, I think this PR is ready to post.

formatter = "{:" + config.defaults.get('xferfcn.floating_point_format', ':.4g') + "}"
return formatter.format(value)

class TransferFunction(LTI):
"""TransferFunction(num, den[, dt])
Expand Down Expand Up @@ -1313,7 +1317,7 @@ def _tf_polynomial_to_string(coeffs, var='s'):
N = len(coeffs) - 1

for k in range(len(coeffs)):
coefstr = '%.4g' % abs(coeffs[k])
coefstr = _float2str(abs(coeffs[k]))
power = (N - k)
if power == 0:
if coefstr != '0':
Expand Down Expand Up @@ -1355,7 +1359,7 @@ def _tf_factorized_polynomial_to_string(roots, gain=1, var='s'):
"""Convert a factorized polynomial to a string"""

if roots.size == 0:
return f"{gain:.4g}"
return _float2str(gain)

factors = []
for root in sorted(roots, reverse=True):
Expand All @@ -1364,29 +1368,29 @@ def _tf_factorized_polynomial_to_string(roots, gain=1, var='s'):
factor = f"{var}"
factors.append(factor)
elif root > 0:
factor = f"{var} - {np.abs(root):.4g}"
factor = f"{var} - {_float2str(np.abs(root))}"
factors.append(factor)
else:
factor = f"{var} + {np.abs(root):.4g}"
factor = f"{var} + {_float2str(np.abs(root))}"
factors.append(factor)
elif np.isreal(root * 1j):
if root.imag > 0:
factor = f"{var} - {np.abs(root):.4g}j"
factor = f"{var} - {_float2str(np.abs(root))}j"
factors.append(factor)
else:
factor = f"{var} + {np.abs(root):.4g}j"
factor = f"{var} + {_float2str(np.abs(root))}j"
factors.append(factor)
else:
if root.real > 0:
factor = f"{var} - ({root:.4g})"
factor = f"{var} - ({_float2str(root)})"
factors.append(factor)
else:
factor = f"{var} + ({-root:.4g})"
factor = f"{var} + ({_float2str(-root)})"
factors.append(factor)

multiplier = ''
if round(gain, 4) != 1.0:
multiplier = f"{gain:.4g} "
multiplier = _float2str(gain) + " "

if len(factors) > 1 or multiplier:
factors = [f"({factor})" for factor in factors]
Expand Down