颜色转换公式大全及转换表格(31种)

内容提纲:

XYZ ⇆  Standard-RGB        XYZ ⇆  Adobe-RGB  
XYZ ⇆  Yxy                          XYZ ⇆  Hunter-Lab  
XYZ ⇆  CIE-L*ab                 CIE-L*ab ⇆  CIE-L*CH° 
XYZ ⇆  CIE-L*uv                  RGB ⇆  HSL 
RGB ⇆  HSV                        RGB ⇆  CMY 
CMY ⇆  CMYK                     XYZ (Tristimulus) 
Delta C*         Delta H*         Delta E* CIE 
Delta E1994      Delta E2000      Delta CMC      
RGB ⇆   YUV

进行图形图像处理时,我们经常会遇到颜色转换的问题,这里列出了常见的颜色转换公式,基本上称得上“大全”了。

1、XYZ → Standard-RGB
————————————————————
//X, Y and Z input refer to a D65/2° standard illuminant.
//sR, sG and sB (standard RGB) output range = 0 ÷ 255

var_X = X / 100
var_Y = Y / 100
var_Z = Z / 100

var_R = var_X *  3.2406 + var_Y * -1.5372 + var_Z * -0.4986
var_G = var_X * -0.9689 + var_Y *  1.8758 + var_Z *  0.0415
var_B = var_X *  0.0557 + var_Y * -0.2040 + var_Z *  1.0570

if ( var_R > 0.0031308 ) var_R = 1.055 * ( var_R ^ ( 1 / 2.4 ) ) - 0.055
else                     var_R = 12.92 * var_R
if ( var_G > 0.0031308 ) var_G = 1.055 * ( var_G ^ ( 1 / 2.4 ) ) - 0.055
else                     var_G = 12.92 * var_G
if ( var_B > 0.0031308 ) var_B = 1.055 * ( var_B ^ ( 1 / 2.4 ) ) - 0.055
else                     var_B = 12.92 * var_B

sR = var_R * 255
sG = var_G * 255
sB = var_B * 255

2、Standard-RGB → XYZ
————————————————————
//sR, sG and sB (Standard RGB) input range = 0 ÷ 255
//X, Y and Z output refer to a D65/2° standard illuminant.

var_R = ( sR / 255 )
var_G = ( sG / 255 )
var_B = ( sB / 255 )

if ( var_R > 0.04045 ) var_R = ( ( var_R + 0.055 ) / 1.055 ) ^ 2.4
else                   var_R = var_R / 12.92
if ( var_G > 0.04045 ) var_G = ( ( var_G + 0.055 ) / 1.055 ) ^ 2.4
else                   var_G = var_G / 12.92
if ( var_B > 0.04045 ) var_B = ( ( var_B + 0.055 ) / 1.055 ) ^ 2.4
else                   var_B = var_B / 12.92

var_R = var_R * 100
var_G = var_G * 100
var_B = var_B * 100

X = var_R * 0.4124 + var_G * 0.3576 + var_B * 0.1805
Y = var_R * 0.2126 + var_G * 0.7152 + var_B * 0.0722
Z = var_R * 0.0193 + var_G * 0.1192 + var_B * 0.9505

3、XYZ → Adobe-RGB
————————————————————
//X, Y and Z input refer to a D65/2° standard illuminant.
//aR, aG and aB (RGB Adobe 1998) output range = 0 ÷ 255

var_X = X / 100
var_Y = Y / 100
var_Z = Z / 100

var_R = var_X *  2.04137 + var_Y * -0.56495 + var_Z * -0.34469
var_G = var_X * -0.96927 + var_Y *  1.87601 + var_Z *  0.04156
var_B = var_X *  0.01345 + var_Y * -0.11839 + var_Z *  1.01541

var_R = var_R ^ ( 1 / 2.19921875 )
var_G = var_G ^ ( 1 / 2.19921875 )
var_B = var_B ^ ( 1 / 2.19921875 )

aR = var_R * 255
aG = var_G * 255
aB = var_B * 255

4、Adobe-RGB → XYZ
————————————————————
//aR, aG and aB (RGB Adobe 1998) input range = 0 ÷ 255
//X, Y and Z output refer to a D65/2° standard illuminant.

var_R = ( aR / 255 )
var_G = ( aG / 255 )
var_B = ( aB / 255 )

var_R = var_R ^ 2.19921875
var_G = var_G ^ 2.19921875
var_B = var_B ^ 2.19921875

var_R = var_R * 100
var_G = var_G * 100
var_B = var_B * 100

X = var_R * 0.57667 + var_G * 0.18555 + var_B * 0.18819
Y = var_R * 0.29738 + var_G * 0.62735 + var_B * 0.07527
Z = var_R * 0.02703 + var_G * 0.07069 + var_B * 0.99110

5、XYZ → Yxy
————————————————————
Y = Y
x = X / ( X + Y + Z )
y = Y / ( X + Y + Z )

6、Yxy → XYZ
————————————————————
X = x * ( Y / y )
 Y = Y
 Z = ( 1 - x - y ) * ( Y / y )


 
7、XYZ → Hunter-Lab
————————————————————
//Reference-X, Y and Z refer to specific illuminants and observers.
//Common reference values are available below in this same page.

var_Ka = ( 175.0 / 198.04 ) * ( Reference-Y + Reference-X )
var_Kb = (  70.0 / 218.11 ) * ( Reference-Y + Reference-Z )

Hunter-L = 100.0 * sqrt( Y / Reference-Y )
Hunter-a = var_Ka * ( ( ( X / Reference-X ) - ( Y / Reference-Y ) ) / sqrt( Y / Reference-Y ) )
Hunter-b = var_Kb * ( ( ( Y / Reference-Y ) - ( Z / Reference-Z ) ) / sqrt( Y / Reference-Y ) )

8、Hunter-Lab → XYZ
————————————————————
//Reference-X, Y and Z refer to specific illuminants and observers.
//Common reference values are available below in this same page.

var_Ka = ( 175.0 / 198.04 ) * ( Reference-Y + Reference-X )
var_Kb = (  70.0 / 218.11 ) * ( Reference-Y + Reference-Z )

Y = ( ( Hunter-L / Reference-Y ) ^ 2 ) * 100.0
X =   ( Hunter-a / var_Ka * sqrt( Y / Reference-Y ) + ( Y / Reference-Y ) ) * Reference-X
Z = - ( Hunter-b / var_Kb * sqrt( Y / Reference-Y ) - ( Y / Reference-Y ) ) * Reference-Z

9、XYZ → CIE-L*ab
————————————————————
//Reference-X, Y and Z refer to specific illuminants and observers.
//Common reference values are available below in this same page.

var_X = X / Reference-X
var_Y = Y / Reference-Y
var_Z = Z / Reference-Z

if ( var_X > 0.008856 ) var_X = var_X ^ ( 1/3 )
else                    var_X = ( 7.787 * var_X ) + ( 16 / 116 )
if ( var_Y > 0.008856 ) var_Y = var_Y ^ ( 1/3 )
else                    var_Y = ( 7.787 * var_Y ) + ( 16 / 116 )
if ( var_Z > 0.008856 ) var_Z = var_Z ^ ( 1/3 )
else                    var_Z = ( 7.787 * var_Z ) + ( 16 / 116 )

CIE-L* = ( 116 * var_Y ) - 16
CIE-a* = 500 * ( var_X - var_Y )
CIE-b* = 200 * ( var_Y - var_Z )

10、CIE-L*ab → XYZ
————————————————————
//Reference-X, Y and Z refer to specific illuminants and observers.
//Common reference values are available below in this same page.

var_Y = ( CIE-L* + 16 ) / 116
var_X = CIE-a* / 500 + var_Y
var_Z = var_Y - CIE-b* / 200

if ( var_Y^3  > 0.008856 ) var_Y = var_Y^3
else                       var_Y = ( var_Y - 16 / 116 ) / 7.787
if ( var_X^3  > 0.008856 ) var_X = var_X^3
else                       var_X = ( var_X - 16 / 116 ) / 7.787
if ( var_Z^3  > 0.008856 ) var_Z = var_Z^3
else                       var_Z = ( var_Z - 16 / 116 ) / 7.787

X = var_X * Reference-X
Y = var_Y * Reference-Y
Z = var_Z * Reference-Z

11、CIE-L*ab → CIE-L*CH°
————————————————————
var_H = arc_tangent( CIE-b*, CIE-a* )  //Quadrant by signs

if ( var_H > 0 ) var_H = ( var_H / PI ) * 180
else             var_H = 360 - ( abs( var_H ) / PI ) * 180

CIE-L* = CIE-L*
CIE-C* = sqrt( CIE-a* ^ 2 + CIE-b* ^ 2 )
CIE-H° = var_H

12、CIE-L*CH° → CIE-L*ab
————————————————————
//CIE-H° range = 0 ÷ 360°

CIE-L* = CIE-L*
CIE-a* = cos( degree_2_radian( CIE-H° ) ) * CIE-C*
CIE-b* = sin( degree_2_radian( CIE-H° ) ) * CIE-C*


13、XYZ → CIE-L*uv 
————————————————————
//Reference-X, Y and Z refer to specific illuminants and observers.
//Common reference values are available below in this same page.

var_U = ( 4 * X ) / ( X + ( 15 * Y ) + ( 3 * Z ) )
var_V = ( 9 * Y ) / ( X + ( 15 * Y ) + ( 3 * Z ) )

var_Y = Y / 100
if ( var_Y > 0.008856 ) var_Y = var_Y ^ ( 1/3 )
else                    var_Y = ( 7.787 * var_Y ) + ( 16 / 116 )

ref_U = ( 4 * Reference-X ) / ( Reference-X + ( 15 * Reference-Y ) + ( 3 * Reference-Z ) )
ref_V = ( 9 * Reference-Y ) / ( Reference-X + ( 15 * Reference-Y ) + ( 3 * Reference-Z ) )

CIE-L* = ( 116 * var_Y ) - 16
CIE-u* = 13 * CIE-L* * ( var_U - ref_U )
CIE-v* = 13 * CIE-L* * ( var_V - ref_V )

14、CIE-L*uv → XYZ 
————————————————————
//Reference-X, Y and Z refer to specific illuminants and observers.
//Common reference values are available below in this same page.

var_Y = ( CIE-L* + 16 ) /116
if ( var_Y^3  > 0.008856 ) var_Y = var_Y^3
else                       var_Y = ( var_Y - 16 / 116 ) / 7.787

ref_U = ( 4 * Reference-X ) / ( Reference-X + ( 15 * Reference-Y ) + ( 3 * Reference-Z ) )
ref_V = ( 9 * Reference-Y ) / ( Reference-X + ( 15 * Reference-Y ) + ( 3 * Reference-Z ) )

var_U = CIE-u* / ( 13 * CIE-L* ) + ref_U
var_V = CIE-v* / ( 13 * CIE-L* ) + ref_V

Y = var_Y * 100
X =  - ( 9 * Y * var_U ) / ( ( var_U - 4 ) * var_V - var_U * var_V )
Z = ( 9 * Y - ( 15 * var_V * Y ) - ( var_V * X ) ) / ( 3 * var_V )

15、RGB → HSL 
————————————————————
//R, G and B input range = 0 ÷ 255
//H, S and L output range = 0 ÷ 1.0

var_R = ( R / 255 )
var_G = ( G / 255 )
var_B = ( B / 255 )

var_Min = min( var_R, var_G, var_B )    //Min. value of RGB
var_Max = max( var_R, var_G, var_B )    //Max. value of RGB
del_Max = var_Max - var_Min             //Delta RGB value

L = ( var_Max + var_Min )/ 2

if ( del_Max == 0 )                     //This is a gray, no chroma...
{
    H = 0
    S = 0
}
else                                    //Chromatic data...
{
   if ( L < 0.5 ) S = del_Max / ( var_Max + var_Min )
   else           S = del_Max / ( 2 - var_Max - var_Min )

   del_R = ( ( ( var_Max - var_R ) / 6 ) + ( del_Max / 2 ) ) / del_Max
   del_G = ( ( ( var_Max - var_G ) / 6 ) + ( del_Max / 2 ) ) / del_Max
   del_B = ( ( ( var_Max - var_B ) / 6 ) + ( del_Max / 2 ) ) / del_Max

   if      ( var_R == var_Max ) H = del_B - del_G
   else if ( var_G == var_Max ) H = ( 1 / 3 ) + del_R - del_B
   else if ( var_B == var_Max ) H = ( 2 / 3 ) + del_G - del_R

    if ( H < 0 ) H += 1
    if ( H > 1 ) H -= 1
}

16、HSL → RGB 
————————————————————
//H, S and L input range = 0 ÷ 1.0
//R, G and B output range = 0 ÷ 255

if ( S == 0 )
{

   R = L * 255
   G = L * 255
   B = L * 255
}
else
{
   if ( L < 0.5 ) var_2 = L * ( 1 + S )
   else           var_2 = ( L + S ) - ( S * L )

   var_1 = 2 * L - var_2

   R = 255 * Hue_2_RGB( var_1, var_2, H + ( 1 / 3 ) )
   G = 255 * Hue_2_RGB( var_1, var_2, H )
   B = 255 * Hue_2_RGB( var_1, var_2, H - ( 1 / 3 ) )
}

Hue_2_RGB( v1, v2, vH )             //Function Hue_2_RGB
{
   if ( vH < 0 ) vH += 1
   if( vH > 1 ) vH -= 1
   if ( ( 6 * vH ) < 1 ) return ( v1 + ( v2 - v1 ) * 6 * vH )
   if ( ( 2 * vH ) < 1 ) return ( v2 )
   if ( ( 3 * vH ) < 2 ) return ( v1 + ( v2 - v1 ) * ( ( 2 / 3 ) - vH ) * 6 )
   return ( v1 )
}


17、RGB → HSV 
————————————————————
//R, G and B input range = 0 ÷ 255
//H, S and V output range = 0 ÷ 1.0

var_R = ( R / 255 )
var_G = ( G / 255 )
var_B = ( B / 255 )

var_Min = min( var_R, var_G, var_B )    //Min. value of RGB
var_Max = max( var_R, var_G, var_B )    //Max. value of RGB
del_Max = var_Max - var_Min             //Delta RGB value

V = var_Max

if ( del_Max == 0 )                     //This is a gray, no chroma...
{
    H = 0
    S = 0
}
else                                    //Chromatic data...
{
   S = del_Max / var_Max

   del_R = ( ( ( var_Max - var_R ) / 6 ) + ( del_Max / 2 ) ) / del_Max
   del_G = ( ( ( var_Max - var_G ) / 6 ) + ( del_Max / 2 ) ) / del_Max
   del_B = ( ( ( var_Max - var_B ) / 6 ) + ( del_Max / 2 ) ) / del_Max

   if      ( var_R == var_Max ) H = del_B - del_G
   else if ( var_G == var_Max ) H = ( 1 / 3 ) + del_R - del_B
   else if ( var_B == var_Max ) H = ( 2 / 3 ) + del_G - del_R

    if ( H < 0 ) H += 1
    if ( H > 1 ) H -= 1
}

18、HSV → RGB 
————————————————————
//H, S and V input range = 0 ÷ 1.0
//R, G and B output range = 0 ÷ 255

if ( S == 0 )
{
   R = V * 255
   G = V * 255
   B = V * 255
}
else
{
   var_h = H * 6
   if ( var_h == 6 ) var_h = 0      //H must be < 1
   var_i = int( var_h )             //Or ... var_i = floor( var_h )
   var_1 = V * ( 1 - S )
   var_2 = V * ( 1 - S * ( var_h - var_i ) )
   var_3 = V * ( 1 - S * ( 1 - ( var_h - var_i ) ) )

   if      ( var_i == 0 ) { var_r = V     ; var_g = var_3 ; var_b = var_1 }
   else if ( var_i == 1 ) { var_r = var_2 ; var_g = V     ; var_b = var_1 }
   else if ( var_i == 2 ) { var_r = var_1 ; var_g = V     ; var_b = var_3 }
   else if ( var_i == 3 ) { var_r = var_1 ; var_g = var_2 ; var_b = V     }
   else if ( var_i == 4 ) { var_r = var_3 ; var_g = var_1 ; var_b = V     }
   else                   { var_r = V     ; var_g = var_1 ; var_b = var_2 }

   R = var_r * 255
   G = var_g * 255
   B = var_b * 255
}


19、RGB → CMY 
————————————————————
//R, G and B input range = 0 ÷ 255
//C, M and Y output range = 0 ÷ 1.0

C = 1 - ( R / 255 )
M = 1 - ( G / 255 )
Y = 1 - ( B / 255 )


20、CMY → RGB 
————————————————————
//C, M and Y input range = 0 ÷ 1.0
//R, G and B output range = 0 ÷ 255

R = ( 1 - C ) * 255
G = ( 1 - M ) * 255
B = ( 1 - Y ) * 255


21、CMY → CMYK 
————————————————————
//C, M, Y and K range = 0 ÷ 1.0

var_K = 1

if ( C < var_K )   var_K = C
if ( M < var_K )   var_K = M
if ( Y < var_K )   var_K = Y
if ( var_K == 1 ) {
    C = 0          //Black only
    M = 0
    Y = 0
}
else {
    C = ( C - var_K ) / ( 1 - var_K )
    M = ( M - var_K ) / ( 1 - var_K )
    Y = ( Y - var_K ) / ( 1 - var_K )
}
K = var_K


22、CMYK → CMY 
————————————————————
//C, M, Y and K range = 0 ÷ 1.0

C = ( C * ( 1 - K ) + K )
M = ( M * ( 1 - K ) + K )
Y = ( Y * ( 1 - K ) + K )


23、XYZ (Tristimulus)  Reference values of a perfect reflecting diffuser
————————————————————
Observer    2° (CIE 1931)    10° (CIE 1964)    Note
Illuminant    X2    Y2    Z2    X10    Y10    Z10     
A    109.850    100.000    35.585    111.144    100.000    35.200    Incandescent/tungsten
B    99.0927    100.000    85.313    99.178;    100.000    84.3493    Old direct sunlight at noon
C    98.074    100.000    118.232    97.285    100.000    116.145    Old daylight
D50    96.422    100.000    82.521    96.720    100.000    81.427    ICC profile PCS
D55    95.682    100.000    92.149    95.799    100.000    90.926    Mid-morning daylight
D65    95.047    100.000    108.883    94.811    100.000    107.304    Daylight, sRGB, Adobe-RGB
D75    94.972    100.000    122.638    94.416    100.000    120.641    North sky daylight
E    100.000    100.000    100.000    100.000    100.000    100.000    Equal energy
F1    92.834    100.000    103.665    94.791    100.000    103.191    Daylight Fluorescent
F2    99.187    100.000    67.395    103.280    100.000    69.026    Cool fluorescent
F3    103.754    100.000    49.861    108.968    100.000    51.965    White Fluorescent
F4    109.147    100.000    38.813    114.961    100.000    40.963    Warm White Fluorescent
F5    90.872    100.000    98.723    93.369    100.000    98.636    Daylight Fluorescent
F6    97.309    100.000    60.191    102.148    100.000    62.074    Lite White Fluorescent
F7    95.044    100.000    108.755    95.792    100.000    107.687    Daylight fluorescent, D65 simulator
F8    96.413    100.000    82.333    97.115    100.000    81.135    Sylvania F40, D50 simulator
F9    100.365    100.000    67.868    102.116    100.000    67.826    Cool White Fluorescent
F10    96.174    100.000    81.712    99.001    100.000    83.134    Ultralume 50, Philips TL85
F11    100.966    100.000    64.370    103.866    100.000    65.627    Ultralume 40, Philips TL84
F12    108.046    100.000    39.228    111.428    100.000    40.353    Ultralume 30, Philips TL83

These are formulas used to calculate color difference (Δ) in the CIE-L*ab and CIE-L*CH° spaces:


24、Delta C* 
————————————————————
CIE-a*1, CIE-b*1                   //Color #1 CIE-L*ab values
CIE-a*2, CIE-b*2                   //Color #2 CIE-L*ab values

Delta C* = sqrt( ( CIE-a*2 ^ 2 ) + ( CIE-b*2 ^ 2 ) )
         - sqrt( ( CIE-a*1 ^ 2 ) + ( CIE-b*1 ^ 2 ) )
         
         
         
25、Delta H* 
————————————————————
CIE-a*1, CIE-b*1                   //Color #1 CIE-L*ab values
CIE-a*2, CIE-b*2                   //Color #2 CIE-L*ab values


xDE =  sqrt( ( CIE-a*2 ^ 2 ) + ( CIE-b*2 ^ 2 ) )
     - sqrt( ( CIE-a*1 ^ 2 ) + ( CIE-b*1 ^ 2 ) )

Delta H* = sqrt( ( CIE-a*2 - CIE-a*1 ) ^ 2
               + ( CIE-b*2 - CIE-b*1 ) ^ 2 - ( xDE ^ 2 ) )
               
               

26、Delta E* CIE 
————————————————————
CIE-L*1, CIE-a*1, CIE-b*1          //Color #1 CIE-L*ab values
CIE-L*2, CIE-a*2, CIE-b*2          //Color #2 CIE-L*ab values

Delta E* = sqrt( ( ( CIE-L*1 - CIE-L*2 ) ^ 2 )
               + ( ( CIE-a*1 - CIE-a*2 ) ^ 2 )
               + ( ( CIE-b*1 - CIE-b*2 ) ^ 2 ) )
               

27、Delta E1994 
————————————————————
CIE-L*1, CIE-a*1, CIE-b*1          //Color #1 CIE-L*ab values
CIE-L*2, CIE-a*2, CIE-b*2          //Color #2 CIE-L*ab values
WHT-L, WHT-C, WHT-H                //Weighting factors

xC1 = sqrt( ( CIE-a*1 ^ 2 ) + ( CIE-b*1 ^ 2 ) )
xC2 = sqrt( ( CIE-a*2 ^ 2 ) + ( CIE-b*2 ^ 2 ) )
xDL = CIE-L*2 - CIE-L*1
xDC = xC2 - xC1
xDE = sqrt( ( ( CIE-L*1 - CIE-L*2 ) * ( CIE-L*1 - CIE-L*2 ) )
          + ( ( CIE-a*1 - CIE-a*2 ) * ( CIE-a*1 - CIE-a*2 ) )
          + ( ( CIE-b*1 - CIE-b*2 ) * ( CIE-b*1 - CIE-b*2 ) ) )

xDH = ( xDE * xDE ) - ( xDL * xDL ) - ( xDC * xDC )
if ( xDH > 0 )
{
   xDH = sqrt( xDH )
}
else
{
   xDH = 0
}
xSC = 1 + ( 0.045 * xC1 )
xSH = 1 + ( 0.015 * xC1 )
xDL /= WHT-L
xDC /= WHT-C * xSC
xDH /= WHT-H * xSH

Delta E94 = sqrt( xDL ^ 2 + xDC ^ 2 + xDH ^ 2 )

28、Delta E2000 
————————————————————
CIE-L*1, CIE-a*1, CIE-b*1          //Color #1 CIE-L*ab values
CIE-L*2, CIE-a*2, CIE-b*2          //Color #2 CIE-L*ab values
WHT-L, WHT-C, WHT-H                //Wheight factors

xC1 = sqrt( CIE-a*1 * CIE-a*1 + CIE-b*1 * CIE-b*1 )
xC2 = sqrt( CIE-a*2 * CIE-a*2 + CIE-b*2 * CIE-b*2 )
xCX = ( xC1 + xC2 ) / 2
xGX = 0.5 * ( 1 - sqrt( ( xCX ^ 7 ) / ( ( xCX ^ 7 ) + ( 25 ^ 7 ) ) ) )
xNN = ( 1 + xGX ) * CIE-a*1
xC1 = sqrt( xNN * xNN + CIE-b*1 * CIE-b*1 )
xH1 = CieLab2Hue( xNN, CIE-b*1 )
xNN = ( 1 + xGX ) * CIE-a*2
xC2 = sqrt( xNN * xNN + CIE-b*2 * CIE-b*2 )
xH2 = CieLab2Hue( xNN, CIE-b*2 )
xDL = CIE-L*2 - CIE-L*1
xDC = xC2 - xC1
if ( ( xC1 * xC2 ) == 0 ) {
   xDH = 0
}
else {
   xNN = round( xH2 - xH1, 12 )
   if ( abs( xNN ) <= 180 ) {
      xDH = xH2 - xH1
   }
   else {
      if ( xNN > 180 ) xDH = xH2 - xH1 - 360
      else             xDH = xH2 - xH1 + 360
   }
}

xDH = 2 * sqrt( xC1 * xC2 ) * sin( dtor( xDH / 2 ) )
xLX = ( CIE-L*1 + CIE-L*2 ) / 2
xCY = ( xC1 + xC2 ) / 2
if ( ( xC1 *  xC2 ) == 0 ) {
   xHX = xH1 + xH2
}
else {
   xNN = abs( round( xH1 - xH2, 12 ) )
   if ( xNN >  180 ) {
      if ( ( xH2 + xH1 ) <  360 ) xHX = xH1 + xH2 + 360
      else                        xHX = xH1 + xH2 - 360
   }
   else {
      xHX = xH1 + xH2
   }
   xHX /= 2
}
xTX = 1 - 0.17 * cos( dtor( xHX - 30 ) ) + 0.24
               * cos( deg2rad( 2 * xHX ) ) + 0.32
               * cos( deg2rad( 3 * xHX + 6 ) ) - 0.20
               * cos( dtor( 4 * xHX - 63 ) )
xPH = 30 * exp( - ( ( xHX  - 275 ) / 25 ) * ( ( xHX  - 275 ) / 25 ) )
xRC = 2 * sqrt( ( xCY ^ 7 ) / ( ( xCY ^ 7 ) + ( 25 ^ 7 ) ) )
xSL = 1 + ( ( 0.015 * ( ( xLX - 50 ) * ( xLX - 50 ) ) )
         / sqrt( 20 + ( ( xLX - 50 ) * ( xLX - 50 ) ) ) )

xSC = 1 + 0.045 * xCY
xSH = 1 + 0.015 * xCY * xTX
xRT = - sin( deg2rad( 2 * xPH ) ) * xRC
xDL = xDL / ( WHT-L * xSL )
xDC = xDC / ( WHT-C * xSC )
xDH = xDH / ( WHT-H * xSH )

Delta E00 = sqrt( xDL ^ 2 + xDC ^ 2 + xDH ^ 2 + xRT * xDC * xDH )

CieLab2Hue( var_a, var_b )          //Function returns CIE-H° value
{
   var_bias = 0
   if ( var_a >= 0 && var_b == 0 ) return 0
   if ( var_a <  0 && var_b == 0 ) return 180
   if ( var_a == 0 && var_b >  0 ) return 90
   if ( var_a == 0 && var_b <  0 ) return 270
   if ( var_a >  0 && var_b >  0 ) var_bias = 0
   if ( var_a <  0               ) var_bias = 180
   if ( var_a >  0 && var_b <  0 ) var_bias = 360
   return ( rad2deg( atan( var_b / var_a ) ) + var_bias )
}


29、Delta CMC 
————————————————————
CIE-L*1, CIE-a*1, CIE-b*1          //Color #1 CIE-L*ab values
CIE-L*2, CIE-a*2, CIE-b*2          //Color #2 CIE-L*ab values
WHT-L, WHT-C                       //Weight factors

xC1 = sqrt( ( CIE-a*1 ^ 2 ) + ( CIE-b*1 ^ 2 ) )
xC2 = sqrt( ( CIE-a*2 ^ 2 ) + ( CIE-b*2 ^ 2 ) )
xff = sqrt( ( xC1 ^ 4 ) / ( ( xC1 ^ 4 ) + 1900 ) )
xH1 = CieLab2Hue( CIE-a*1, CIE-b*1 )

if ( xH1 < 164 || xH1 > 345 ) xTT = 0.36 + abs( 0.4 * cos( dtor(  35 + xH1 ) ) )
else                          xTT = 0.56 + abs( 0.2 * cos( dtor( 168 + xH1 ) ) )

if ( CIE-L*1 < 16 ) xSL = 0.511
else                xSL = ( 0.040975 * CIE-L*1 ) / ( 1 + ( 0.01765 * CIE-L*1 ) )

xSC = ( ( 0.0638 * xC1 ) / ( 1 + ( 0.0131 * xC1 ) ) ) + 0.638
xSH = ( ( xff * xTT ) + 1 - xff ) * xSC
xDH = sqrt( ( CIE-a*2 - CIE-a*1 ) ^ 2 + ( CIE-b*2 - CIE-b*1 ) ^ 2 - ( xC2 - xC1 ) ^ 2 )
xSL = ( CIE-L*2 - CIE-L*1 ) / ( WHT-L * xSL )
xSC = ( xC2 - xC1 ) / ( WHT-C * xSC )
xSH = xDH / xSH

Delta CMC = sqrt( xSL ^ 2 + xSC ^ 2 + xSH ^ 2 )

CieLab2Hue( var_a, var_b )          //Function returns CIE-H° value
{
   var_bias = 0
   if ( var_a >= 0 && var_b == 0 ) return 0
   if ( var_a <  0 && var_b == 0 ) return 180
   if ( var_a == 0 && var_b >  0 ) return 90
   if ( var_a == 0 && var_b <  0 ) return 270
   if ( var_a >  0 && var_b >  0 ) var_bias = 0
   if ( var_a <  0               ) var_bias = 180
   if ( var_a >  0 && var_b <  0 ) var_bias = 360
   return ( rad2deg( atan( var_b / var_a ) ) + var_bias )
}

30、YUV→ RGB(RGB:0-255)

————————————————————
  Y = 0.299R + 0.587G + 0.114B
  U = -0.147R - 0.289G + 0.436B
  V = 0.615R - 0.515G - 0.100B

31、YUV→ RGB(RGB:0-255)

————————————————————
  R = Y + 1.14V
  G = Y - 0.395U - 0.581V
  B = Y + 2.032U

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转载自blog.csdn.net/johnsuna/article/details/120226687