{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Colour Temperature & Correlated Colour Temperature" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The [colour temperature](http://en.wikipedia.org/wiki/Color_temperature) noted $T_c$ is the temperature of a Planckian radiator whose radiation has the same chromaticity as that of a given stimulus. [1]\n", "\n", "The [correlated colour temperature](http://en.wikipedia.org/wiki/Color_temperature#Correlated_color_temperature) noted $T_{cp}$ and shortened to $CCT$ is the temperature of the Planckian radiator having the chromaticity nearest the chromaticity associated with the given spectral distribution on a diagram where the (CIE 1931 2° Standard Observer based) $u^\\prime, \\cfrac{2}{3}v^\\prime$ coordinates of the Planckian locus and the test stimulus are depicted. [2]\n", "\n", "The *CIE Standard Illuminant A*, *CIE Standard Illuminant D65* and *CIE Illuminant E* illuminants plotted in the *CIE 1960 UCS Chromaticity Diagram*:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import colour\n", "\n", "from colour.plotting import *" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "colour_style();" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "with colour.utilities.suppress_warnings(python_warnings=True):\n", " plot_planckian_locus_in_chromaticity_diagram_CIE1960UCS(['A', 'D65', 'E']);" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Zooming into the *Planckian Locus*.\n", "with colour.utilities.suppress_warnings(python_warnings=True):\n", " plot_planckian_locus_in_chromaticity_diagram_CIE1960UCS(\n", " ['A', 'D65', 'E'], bounding_box=[0.15, 0.35, 0.25, 0.45]);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The concept of correlated colour temperature should not be used if the chromaticity of the test source differs more than $\\Delta C=5\\cdot10^{-2}$ from the Planckian radiator with: [2]\n", "\n", "$$\n", "\\Delta C= \\Biggl[ \\Bigl(u_t^\\prime-u_p^\\prime\\Bigr)^2+\\cfrac{4}{9}\\Bigl(v_t^\\prime-v_p^\\prime\\Bigr)^2\\Biggr]^{1/2}\n", "$$\n", "\n", "where $u_t^\\prime$, $u_p^\\prime$ refer to the test source, $v_t^\\prime$, $v_p^\\prime$ to the Planckian radiator.\n", "\n", "[Colour](https://github.com/colour-science/colour/) implements various methods for correlated colour temperature computation $T_{cp}$ from chromaticity coordinates $xy$ or $uv$ and chomaticity coordinates $xy$ or $uv$ computation from correlated colour temperature:\n", "\n", "* Robertson (1968) correlated colour temperature $T_{cp}$ and $D_{uv}$ computation method by interpolation between isotemperature lines.\n", "* Ohno (2013) correlated colour temperature $T_{cp}$ and $D_{uv}$ computation method by direct approach and combined triangular and parabolic solutions.\n", "* McCamy (1992) correlated colour temperature $T_{cp}$ cubic approximation computation method.\n", "* Hernandez-Andres, Lee and Romero (1999) correlated colour temperature $T_{cp}$ cubic approximation computation method.\n", "* Krystek (1985) chomaticity coordinates $uv$ polynomial approximation computation method.\n", "* Kang et al. (2002) chomaticity coordinates $xy$ cubic approximation computation method.\n", "* *CIE Illuminant D Series* chomaticity coordinates $xy$ computation method." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Robertson (1968) Method" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Robertson (1968) method is based on $T_{cp}$ computation by linear interpolation between two adjacent members of a defined set of 31 isotemperature lines. [3]\n", "\n", "In the *CIE 1960 UCS chromaticity diagram* the distance $d_i$ of the chromaticity point of given source ($u_s$, $v_s$) from each of the chromaticity point ($u_i$, $v_i$) through which the $i$th isotemperature line of slope $t_i$ passes is calculated as follows: [3]\n", "\n", "$$\n", "\\begin{equation}\n", "d_i=\\cfrac{(v_s-v_i)-t_i(u_s-u_i)}{(1+t_i^2)^{1/2}}\n", "\\end{equation}\n", "$$\n", "\n", "The chromaticity point ($u_s$, $v_s$) is located between the adjacent isotemperature lines $j$ and $j + 1$ if $d_j/d_{j+1} < 0$\n", "\n", "$$\n", "\\begin{equation}\n", "T_c=\\Biggl[\\cfrac{1}{T_j}+\\cfrac{\\theta_1}{\\theta_1+\\theta_2}\\biggl(\\cfrac{1}{T_{j+1}}-\\cfrac{1}{T_j}\\biggr)\\Biggr]^{-1}\n", "\\end{equation}\n", "$$\n", "\n", "where $\\theta_1$ and $\\theta_2$ are respectively the angles between the isotemperature lines $T_j$ and $T_{j+1}$ and the line joining ($u_s$, $v_s$) to their intersection. Since the isotemperature lines are narrow spaced $\\theta_1$ and $\\theta_2$ are small enough that one can set $\\theta_1/\\theta_2 = \\sin\\theta_1/\\sin\\theta_2$. The above equation can then be written:\n", "\n", "$$\n", "\\begin{equation}\n", "T_c=\\Biggl[\\cfrac{1}{T_j}+\\cfrac{d_j}{d_j-d_{j+1}}\\biggl(\\cfrac{1}{T_{j+1}}-\\cfrac{1}{T_j}\\biggr)\\Biggr]^{-1}\n", "\\end{equation}\n", "$$\n", "\n", "The `colour.uv_to_CCT_Robertson1968` definition is used to calculate the correlated colour temperature $T_{cp}$ and distance $D_{uv}$ ($d_i$):" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 6.50303994e+03, 3.25561654e-03])" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.temperature.uv_to_CCT_Robertson1968((0.19783451566098664, 0.31221744678060825))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "`colour.uv_to_CCT` definition is implemented as a wrapper for various correlated colour temperature computation methods:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 6.50303994e+03, 3.25561654e-03])" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.uv_to_CCT((0.19783451566098664, 0.31221744678060825), 'Robertson 1968')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> Note: `'robertson1968'` is defined as a convenient alias for `'Robertson 1968'`:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 6.50303994e+03, 3.25561654e-03])" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.uv_to_CCT((0.19783451566098664, 0.31221744678060825), 'robertson1968')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Converting from correlated colour temperature $T_{cp}$ and distance $D_{uv}$ to chomaticity coordinates $uv$:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.19783447, 0.31221739])" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_uv((6503.03994225557, 0.0032556165414977167), 'Robertson 1968')" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.19783447, 0.31221739])" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_uv((6503.03994225557, 0.0032556165414977167), 'robertson1968')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ohno (2013) Method" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ohno (2013) presented new practical accurate methods to calculate the correlated colour temperature $T_{cp}$ and distance $D_{uv}$ with an error of 1 $K$ in $T_{cp}$ range from 1000 to 20,000 and $\\pm$0.03 in $D_{uv}$. [4]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Triangular Solution" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The correlated colour temperature is calculated by searching the closest point on the Planckian locus on the *CIE 1960 UCS chromaticity diagram* but without the complexity of Roberston (1968) method.\n", "\n", "A table of coordinates ($U_i$, $V_i$) of Planckian locus (Planckian ($u$, $v$) table) in the estimated range of correlated colour temperature needed is generated and then the distance $d_i$ from the chromaticity coordinates ($U_x$, $V_x$) of a test light source is calculated.\n", "\n", "The point $i = m$ is the point where $d_i$ is the smallest in the table ensuring that the correlated colour temperature to be obtained lies between $T_{m-1}$ and $T_{m+1}$.\n", "\n", "The previous computation is repeated $n$ times through cascade expansion in order to reduce errors.\n", "\n", "A triangle is then formed by the chromaticity point ($U_x$, $V_x$) of the test light soure and the chromaticity points on Planckian locus at $T_{m-1}$ and $T_{m+1}$. The blackbody temperature $T_x$ for the closest point to the line between $T_{m-1}$ and $T_{m+1}$ is calculated as follows: [4]\n", "\n", "$$\n", "\\begin{equation}\n", "T_x=T_{m-1}+(T_{m+1}-T_{m-1})\\cdot\\cfrac{x}{l}\n", "\\end{equation}\n", "$$\n", "\n", "with\n", "\n", "$$\n", "\\begin{equation}\n", "\\begin{aligned}\n", "x&=\\cfrac{d_{m-1}^2-d_{m+1}^2+l^2}{2l}\\\\\n", "l&=\\sqrt{(u_{m+1}-u_{m-1})^2+(v_{m+1}-v_{m-1})^2}\n", "\\end{aligned}\n", "\\end{equation}\n", "$$\n", "\n", "$D_{uv}$ is then calculated as follows:\n", "\n", "$$\n", "\\begin{equation}\n", "D_{uv}=(d_{m-1}^2-x^2)^{1/2}\\cdot sgn(v_x-v_{T_x})\n", "\\end{equation}\n", "$$\n", "\n", "with\n", "\n", "$$\n", "\\begin{equation}\n", "\\begin{aligned}\n", "v_{T_x}&=v_{m-1}+\\{v_{m+1}-v_{m-1}\\}\\cdot x/l\\\\\n", "SIGN(z)&=1\\ for\\ z \\geq0\\ and\\ SIGN(z)=-1\\ for\\ z <0\n", "\\end{aligned}\n", "\\end{equation}\n", "$$\n", "\n", "Errors due to the non linearity of the correlated colour temperature scale on ($u$, $v$) coordinates are reduced by applying the following correction:\n", "\n", "$$\n", "\\begin{equation}\n", "T_{x,cor}=T_x\\times 0.99991\n", "\\end{equation}\n", "$$\n", "\n", "This correction is not needed for Planckian ($u$, $v$) table with steps of 0.25% or smaller." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Parabolic Solution" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "After finding $T_{m-1}$ and $T_{m+1}$ as described in the [triangular solution](#Triangular-Solution) method above, $d_{m−1}$, $d_m$, $d_{m+1}$ are fitted to a parabolic function. The polynomial is derived from $d_{m−1}$, $d_m$, $d_{m+1}$ and $T_{m−1}$, $T_m$, $T_{m+1}$ as: [4]\n", "\n", "$$\n", "\\begin{equation}\n", "d(T)=aT^2+bT+c\n", "\\end{equation}\n", "$$\n", "\n", "where\n", "\n", "$$\n", "\\begin{equation}\n", "\\begin{aligned}\n", "a&\\ =[T_{m-1}(d_{m+1}-d_m)+T_m(d_{m-1}-d_{m+1})+T_{m+1}(d_m-d_{m-1})]\\cdot X^{-1}\\\\\n", "b&\\ =-[T_{m-1}^2(d_{m+1}-d_m)+T_m^2(d_{m-1}-d_{m+1})+T_{m+1}^2(d_m-d_{m-1})]\\cdot X^{-1}\\\\\n", "c&\\ =-[d_{m-1}(T_{m+1}-T_m)\\cdot T_m\\cdot T_{m+1}+d_m(T_{m-1}-T_{m+1})\\cdot T_{m-1}\\cdot T_{m+1}+d_{m+1}(T_m-T_{m-1})\\cdot T_{m-1}\\cdot T_m]\\cdot X^{-1}\n", "\\end{aligned}\n", "\\end{equation}\n", "$$\n", "\n", "with\n", "\n", "$$\n", "\\begin{equation}\n", "X=(T_{m+1}-T_m)(T_{m-1}-T_{m+1})(T_m-T_{m-1})\n", "\\end{equation}\n", "$$\n", "\n", "The correlated colour temperature $T=T_x$ is then obtained as follows:\n", "\n", "$$\n", "\\begin{equation}\n", "T_X=-\\cfrac{b}{2a}\\qquad\\because d^\\prime(T)=2aT_x+b=0\n", "\\end{equation}\n", "$$\n", "\n", "The correction factor $T_{x,cor}$ for nonlinearity is applied as described in the [triangular solution](#Triangular-Solution) method.\n", "\n", "$D_{uv}$ is then calculated as follows:\n", "\n", "$$\n", "\\begin{equation}\n", "D_{uv}=SIGN(v_x-v_{T_x})\\cdot(aT_{x,cor}^2+bT_{x,cor}+c)\n", "\\end{equation}\n", "$$\n", "\n", "with\n", "\n", "$$\n", "\\begin{equation}\n", "SIGN(z)=1\\ for\\ z \\geq0\\ and\\ SIGN(z)=-1\\ for\\ z <0\n", "\\end{equation}\n", "$$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Combined Solution" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The parabolic solution works accurately except in on or near the Planckian locus. Taking triangular solution results for $|D_{uv}| < 0.002$ and the parabolic solution results for other regions solves that problem. [4]\n", "\n", "The `colour.uv_to_CCT_Ohno2013` definition is used to calculate the correlated colour temperature $T_{cp}$ and distance $D_{uv}$ ($d_i$):" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 6.50364955e+03, 3.20563638e-03])" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.temperature.uv_to_CCT_Ohno2013((0.19783451566098664, 0.31221744678060825))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Precision can be changed by passing a value to the *iterations* argument:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ 1.68848187e+04 2.66789445e-03]\n", "[ 6.79456522e+03 3.46904097e-03]\n", "[ 6.55383806e+03 3.48674101e-03]\n", "[ 6.50607833e+03 3.20681676e-03]\n", "[ 6.50374738e+03 3.20565144e-03]\n", "[ 6.50364955e+03 3.20563638e-03]\n", "[ 6.50364731e+03 3.20563610e-03]\n", "[ 6.50364722e+03 3.20563604e-03]\n", "[ 6.50364721e+03 3.20563264e-03]\n", "[ 6.50364721e+03 3.20561976e-03]\n" ] } ], "source": [ "for i in range(10):\n", " print(colour.temperature.uv_to_CCT_Ohno2013(\n", " (0.19783451566098664, 0.31221744678060825), iterations=i + 1))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using the `colour.uv_to_CCT` wrapper definition:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 6.50364955e+03, 3.20563638e-03])" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.uv_to_CCT((0.19783451566098664, 0.31221744678060825), 'Ohno 2013')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> Note: `'ohno2013'` is defined as a convenient alias for `'Ohno 2013'`:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 6.50364955e+03, 3.20563638e-03])" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.uv_to_CCT((0.19783451566098664, 0.31221744678060825), 'ohno2013')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Converting from correlated colour temperature $T_{cp}$ and distance $D_{uv}$ to chomaticity coordinates $uv$:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.19779726, 0.31225121])" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_uv((6503.03994225557, 0.0032556165414977167), 'Ohno 2013')" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.19779726, 0.31225121])" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_uv((6503.03994225557, 0.0032556165414977167), 'Ohno 2013')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## McCamy (1992) Method" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "McCamy (1992) proposed an equation to compute correlated colour temperature $T_{cp}$ from *CIE 1931 2° Standard Observer* chromaticity coordinates $x$, $y$ by using a chromaticity epicenter ($x_e$, $y_e$) where the isotemperature lines in some of the correlated colour temperature range converge and the inverse slope of the line $n$ that connects it to $x$, $y$. [5]\n", "\n", "The cubic approximation equation is defined as follows: [5]\n", "\n", "$$\n", "\\begin{equation}\n", "T_{cp}=-449n^3+3525n^2-6823.3n+5520.33\n", "\\end{equation}\n", "$$\n", "\n", "where\n", "\n", "$$\n", "\\begin{equation}\n", "n=\\cfrac{x-x_e}{y-ye}\\\\\n", "x_e=0.3320\\qquad y_e=0.1858\n", "\\end{equation}\n", "$$\n", "\n", "The `colour.xy_to_CCT_mccamy` definition is used to calculate the correlated colour temperature $T_{cp}$ from *CIE 1931 2° Standard Observer* chromaticity coordinates $x$, $y$:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6504.3893830489724" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.temperature.xy_to_CCT_McCamy1992((0.31271, 0.32902))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `colour.xy_to_CCT` definition is implemented as a wrapper for various correlated colour temperature computation methods from *CIE 1931 2° Standard Observer* chromaticity coordinates $x$, $y$:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6504.3893830489724" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.xy_to_CCT((0.31271, 0.32902), 'McCamy 1992')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> Note: `'mccamy1992'` is defined as a convenient alias for `'McCamy 1992'`:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6504.3893830489724" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.xy_to_CCT((0.31271, 0.32902), 'mccamy1992')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Hernandez-Andres, Lee and Romero (1999) Method" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hernandez-Andres, Lee and Romero (1999) extended McCamy (1992) work by using a second epicenter to extend the accuracy over a wider correlated colour temperature and chromaticity coordinates range ($3000$–$10^6K$). [6]\n", "\n", "The new extended equation to calculate the correlated colour temperature $T_{cp}$ is defined as follows: [6]\n", "\n", "$$\n", "\\begin{equation}\n", "T_{cp}=A_0+A_1exp(-n/t_1)+A_2exp(-n/t_2)+A_3exp(-n/t_3)\n", "\\end{equation}\n", "$$\n", "\n", "where\n", "\n", "$$\n", "\\begin{equation}\n", "n=\\cfrac{x-x_e}{y-ye}\\\\\n", "\\end{equation}\n", "$$\n", "\n", "with\n", "\n", "| Constants | $T_{cp}$ Range ($K$) $3000$-$50,000$ | $T_{cp}$ Range ($K$) $50,000$-$8\\times10^5$ |\n", "|:---------:|:------------------------------------:|:-------------------------------------------:|\n", "| $A_0$ | $-949.86315$ | $36284.48953$ |\n", "| $A_1$ | $6253.80338$ | $0.00228$ |\n", "| $t_1$ | $0.92159$ | $0.07861$ |\n", "| $A_2$ | $28.70599$ | $5.4535\\times10^{-36}$ |\n", "| $t_2$ | $0.20039$ | $0.01543$ |\n", "| $A_3$ | $0.00004$ | |\n", "| $t_3$ | $0.07125$ | |\n", "| $x_e$ | $0.3366$ | $0.3356$ |\n", "| $y_e$ | $0.1735$ | $0.1691$ |\n", "\n", "The `colour.xy_to_CCT_hernandez` definition is used to calculate the correlated colour temperature $T_{cp}$ from *CIE 1931 2° Standard Observer* chromaticity coordinates $x$, $y$:" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6500.0421533365825" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.temperature.xy_to_CCT_Hernandez1999((0.31271, 0.32902))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using the `colour.xy_to_CCT` wrapper definition:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6500.0421533365825" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.xy_to_CCT((0.31271, 0.32902), 'Hernandez 1999')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> Note: `'hernandez1999'` is defined as a convenient alias for `'Hernandez 1999'`:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6500.0421533365825" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.xy_to_CCT((0.31271, 0.32902), 'hernandez1999')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Krystek (1985) Method" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Krystek (1985) proposed a polynomial approximation valid from $1000K$ to $15000K$. [7]\n", "\n", "The *CIE UCS* colourspace chromaticity coordinates $u$, $v$ are given by the following equations: [7]\n", "\n", "$$\n", "\\begin{equation}\n", "\\begin{aligned}\n", "u&\\ =\\cfrac{0.860117757 + 1.54118254 \\times 10^{-4} T + 1.28641212 \\times 10^{-7} T^2}{1 + 8.42420235 \\times 10^{-4} T + 7.08145163 \\times 10^{-7} T^2}\\\\\n", "v&\\ =\\cfrac{0.317398726 + 4.22806245 \\times 10^{-5} T + 4.20481691 \\times 10^{-8} T^2}{1 - 2.89741816 \\times 10^{-5} T + 1.61456053 \\times 10^{-7} T^2}\n", "\\end{aligned}\n", "\\end{equation}\n", "$$\n", "\n", "The `colour.CCT_to_uv_Krystek1985` definition is used to calculate the *CIE UCS* colourspace chromaticity coordinates $u$, $v$ from correlated colour temperature $T_{cp}$:" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.18376696, 0.30934437])" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.temperature.CCT_to_uv_Krystek1985(6504.389383048972)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using the `colour.CCT_to_uv` wrapper definition:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.18376696, 0.30934437])" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_uv(6504.389383048972, 'Krystek 1985')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Kang et al. (2002) Method" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Kang et al. (2002) proposed an advanced colour-temperature control system for HDTV applications in the range from $1667K$ to $25000K$. [8]\n", "\n", "The *CIE 1931 2° Standard Observer* chromaticity coordinates $x$, $y$ are given by the following equations: [8]\n", "\n", "$$\n", "\\begin{equation}\n", "\\begin{aligned}\n", "x&\\ =\\begin{cases}-0.2661239\\cfrac{10^9}{T_{cp}^3}-0.2343589\\cfrac{10^6}{T_{cp}^2}+0.8776956\\cfrac{10^3}{T_{cp}}+0.179910 & for\\ 1667K\\leq T_{cp}\\leq4000k\\\\\n", "-3.0258469\\cfrac{10^9}{T_{cp}^3}+2.1070379\\cfrac{10^6}{T_{cp}^2}+0.2226347\\cfrac{10^3}{T_{cp}}+0.24039 & for\\ 4000K\\leq T_{cp}\\leq25000k\\end{cases}\\\\\n", "y&\\ =\\begin{cases}-1.1063814x^3-1.34811020x^2+2.18555832x-0.20219683 & for\\ 1667K\\leq T_{cp}\\leq2222k\\\\\n", "-0.9549476x^3-1.37418593x^2+2.09137015x-0.16748867 & for\\ 2222K\\leq T_{cp}\\leq4000k\\\\\n", "3.0817580x^3-5.8733867x^2+3.75112997x-0.37001483 & for\\ 4000K\\leq T_{cp}\\leq25000k\\end{cases}\n", "\\end{aligned}\n", "\\end{equation}\n", "$$\n", "\n", "The `colour.CCT_to_xy_kang` definition is used to calculate the *CIE 1931 2° Standard Observer* chromaticity coordinates $x$, $y$ from correlated colour temperature $T_{cp}$:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.313426 , 0.32359597])" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.temperature.CCT_to_xy_Kang2002(6504.389383048972)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `colour.CCT_to_xy` definition is implemented as a wrapper for various *CIE 1931 2° Standard Observer* chromaticity coordinates $x$, $y$ computation from correlated colour temperature:" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.313426 , 0.32359597])" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_xy(6504.389383048972, 'Kang 2002')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> Note: `'kang2002'` is defined as a convenient alias for `'Kang 2002'`:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.313426 , 0.32359597])" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_xy(6504.389383048972, 'kang2002')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## *CIE Illuminant D Series* Method" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Judd et al. (1964) defined the following equations to calculate the *CIE 1931 2° Standard Observer* chromaticity coordinates $x_D$, $y_D$ of a *CIE Illuminant D Series*: [9]\n", "\n", "$$\n", "\\begin{equation}\n", "\\begin{aligned}\n", "x_D&\\ =\\begin{cases}-4,6070\\cfrac{10^9}{T_{cp}^3}+2.9678\\cfrac{10^6}{T_{cp}^2}+0.09911\\cfrac{10^3}{T_{cp}}+0.244063 & for\\ 4000K\\leq T_{cp}\\leq7000k\\\\\n", "-2.0064\\cfrac{10^9}{T_{cp}^3}+1.9018\\cfrac{10^6}{T_{cp}^2}+0.24748\\cfrac{10^3}{T_{cp}}+0.237040 & for\\ 7000K\\leq T_{cp}\\leq25000k\\end{cases}\\\\\n", "y_D&\\ =-3.000x_D^2+0.2.870x_D-0.275\n", "\\end{aligned}\n", "\\end{equation}\n", "$$\n", "\n", "The `colour.CCT_to_xy_CIE_D` definition is used to calculate the *CIE 1931 2° Standard Observer* chromaticity coordinates $x$, $y$ of a *CIE Illuminant D Series* from correlated colour temperature $T_{cp}$:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.31270775, 0.32911283])" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.temperature.CCT_to_xy_CIE_D(6504.389383048972)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using the `colour.CCT_to_xy` wrapper definition:" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.31270775, 0.32911283])" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_xy(6504.389383048972, 'CIE Illuminant D Series')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> Note: `'daylight'` is defined as a convenient alias for `'CIE Illuminant D Series'`:" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.31270775, 0.32911283])" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "colour.CCT_to_xy(6504.389383048972, 'daylight')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bibliography" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "1. ^ CIE. (n.d.). 17-231 colour temperature [Tc]. Retrieved from http://eilv.cie.co.at/term/231\n", "2. ^ CIE. (n.d.). 17-258 correlated colour temperature [Tcp]. Retrieved from http://eilv.cie.co.at/term/258\n", "3. ^ Wyszecki, G., & Stiles, W. S. (2000). DISTRIBUTION TEMPERATURE, COLOR TEMPERATURE, AND CORRELATED COLOR TEMPERATURE. In Color Science: Concepts and Methods, Quantitative Data and Formulae (pp. 224–229). Wiley. ISBN:978-0471399186\n", "4. ^ Ohno, Y. (2014). Practical Use and Calculation of CCT and Duv. LEUKOS, 10(1), 47–55. doi:10.1080/15502724.2014.839020\n", "5. ^ Wikipedia. (n.d.). Approximation. Retrieved June 28, 2014, from http://en.wikipedia.org/wiki/Color_temperature#Approximation\n", "6. ^ Hernández-Andrés, J., Lee, R. L., & Romero, J. (1999). Calculating correlated color temperatures across the entire gamut of daylight and skylight chromaticities. Applied Optics, 38(27), 5703–5709. doi:10.1364/AO.38.005703\n", "7. ^ Krystek, M. (1985). An algorithm to calculate correlated colour temperature. Color Research & Application, 10(1), 38–40. doi:10.1002/col.5080100109\n", "8. ^ Kang, B., Moon, O., Hong, C., Lee, H., Cho, B., & Kim, Y. (2002). Design of advanced color: Temperature control system for HDTV applications. Journal of the Korean …, 41(6), 865–871. Retrieved from http://cat.inist.fr/?aModele=afficheN&cpsidt=14448733\n", "9. ^ Wyszecki, G., & Stiles, W. S. (2000). CIE Method of Calculating D-Illuminants. In *Color Science: Concepts and Methods, Quantitative Data and Formulae* (pp. 145–146). Wiley. ISBN:978-0471399186" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.4" } }, "nbformat": 4, "nbformat_minor": 1 }