Convert quantities between model and prototype scale using Froude and Reynoolds similitude.
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Dan Howe 98ec2adc84 Update readme 6 years ago
scaling Update readme 6 years ago
tests Rename Froude to FroudeConverter 6 years ago
README.md Update readme 6 years ago
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README.md

scaling

Convert quantities between model and prototype scale using Froude and Reynoolds similitude.

Installation

pip install git+http://git.wrl.unsw.edu.au:3000/danh/scaling.git

Usage

>>> from scaling import Froude
>>> froude = FroudeConverter()

>>> # Convert model value of 200 mm to prototype value (m) with scale of 10
>>> froude.model_to_proto(200, length_scale=10, input_unit='mm', target_unit='m')
2.0

>>> # Get Froude scaling exponent for quantities of time
>>> froude.scaling_exponent('s')
0.5

>>> # Get length, mass and time dimensions for quantities of energy
>>> froude.dimensions('kJ')
'L^2 M^1 T^-2'

Dataframes are also accepted, and specific units can be specified for the values in the index.

>>> T = 2
>>> H = 100

>>> # Generate regular waves with height=100mm, and period=2s
>>> t = np.arange(0, 10.1, 0.1)
>>> eta = 0.5 * H * np.sin(t * 2 * np.pi / T)

>>> df_model = pd.DataFrame(index=t, data=eta)
>>> df_model.columns = ['$\eta$ (mm)']
>>> df_model.index.name = 'Time (s)'

>>> df_model.plot()

>>> # Convert to prototype dimensions, with length scale=25
df_proto = froude.model_to_proto(
    df_model,
    length_scale=25,
    input_unit='mm',
    target_unit='m',
    index_input_unit='s',
    index_target_unit='s')

df_proto.columns = ['$\eta$ (m)']
df_proto.plot()

scaling uses pint for unit and dimension conversions. pint is able to interpret a wide range of different input units.

>>> # Convert water head model value (mm) to prototype pressure value (kPa)
>>> froude.model_to_proto(10, length_scale=100, 'mm.H20', 'kPa')
9.80665

>>> # Demonstrate different ways of specifying units of Newtons
>>> froude.dimensions('N')
'L^1 M^1 T^-2'
>>> froude.dimensions('newton')
'L^1 M^1 T^-2'
>>> froude.dimensions('kg.m/s/s')
'L^1 M^1 T^-2'
>>> froude.dimensions('kilogram.metre/second^2')
'L^1 M^1 T^-2'