colour.XYZ_to_Kim2009#

colour.XYZ_to_Kim2009(XYZ: ArrayLike, XYZ_w: ArrayLike, L_A: ArrayLike, media: MediaParameters_Kim2009 = MEDIA_PARAMETERS_KIM2009['CRT Displays'], surround: InductionFactors_Kim2009 = VIEWING_CONDITIONS_KIM2009['Average'], discount_illuminant: bool = False, n_c: float = 0.57) → CAM_Specification_Kim2009[source]#

Compute the Kim, Weyrich and Kautz (2009) colour appearance model correlates from given CIE XYZ tristimulus values.

Parameters:

XYZ (ArrayLike) – CIE XYZ tristimulus values of test sample / stimulus.
XYZ_w (ArrayLike) – CIE XYZ tristimulus values of reference white.
L_A (ArrayLike) – Adapting field luminance \(L_A\) in \(cd/m^2\), (often taken to be 20% of the luminance of a white object in the scene).
media (MediaParameters_Kim2009) – Media parameters.
surround (InductionFactors_Kim2009) – Surround viewing conditions induction factors.
discount_illuminant (bool) – Truth value indicating if the illuminant should be discounted.
n_c (float) – Cone response sigmoidal curve modulating factor \(n_c\).

Returns:

Kim, Weyrich and Kautz (2009) colour appearance model specification.

Return type:

colour.CAM_Specification_Kim2009

Notes

Domain	Scale - Reference	Scale - 1
`XYZ`	[0, 100]	[0, 1]
`XYZ_w`	[0, 100]	[0, 1]

Range	Scale - Reference	Scale - 1
`CAM_Specification_Kim2009.J`	[0, 100]	[0, 1]
`CAM_Specification_Kim2009.C`	[0, 100]	[0, 1]
`CAM_Specification_Kim2009.h`	[0, 360]	[0, 1]
`CAM_Specification_Kim2009.s`	[0, 100]	[0, 1]
`CAM_Specification_Kim2009.Q`	[0, 100]	[0, 1]
`CAM_Specification_Kim2009.M`	[0, 100]	[0, 1]
`CAM_Specification_Kim2009.H`	[0, 400]	[0, 1]

References

[KWK09]

Examples

>>> XYZ = np.array([19.01, 20.00, 21.78])
>>> XYZ_w = np.array([95.05, 100.00, 108.88])
>>> L_A = 318.31
>>> media = MEDIA_PARAMETERS_KIM2009["CRT Displays"]
>>> surround = VIEWING_CONDITIONS_KIM2009["Average"]
>>> XYZ_to_Kim2009(XYZ, XYZ_w, L_A, media, surround)
... 
CAM_Specification_Kim2009(J=28.8619089..., C=0.5592455..., h=219.0480667..., s=9.3837797..., Q=52.7138883..., M=0.4641738..., H=278.0602824..., HC=None)