Learn R Programming

⚠️There's a newer version (3.1-0) of this package.Take me there.

munsellinterpol (version 1.0.2)

Interpolate Munsell Renotation Data from Hue/Chroma to CIE/sRGB

Description

Methods for interpolating data in the Munsell color system following the ASTM D-1535 standard. Hues and chromas with decimal values can be interpolated and converted to/from the Munsell color system and CIE xyY, CIE XYZ, sRGB, CIE Lab or CIE Luv. Chromas can be odd and hue steps can be real numbers. Based on the work by Paul Centore, "The Munsell and Kubelka-Munk Toolbox".

Copy Link

Version

Install

install.packages('munsellinterpol')

Monthly Downloads

292

Version

1.0.2

License

GPL (>= 3)

Maintainer

Jose Gama

Last Published

July 23rd, 2015

Functions in munsellinterpol (1.0.2)

MunsellToxyY

Convert a Munsell specification into xyY coordinates
MunsellToLuv

Convert a Munsell specification into CIE Luv coordinates
MunsellHVC

Munsell string to HVC
OptimalColoursForIlluminantC

Table with optimal colors
lab2xyz

Convert CIE Lab coordinates to XYZ
xyz2luv

Convert XYZ coordinates to CIE Luv
xyz2srgb

Convert XYZ coordinates to sRGB
labtoMunsell

Convert CIE Lab coordinates into a Munsell specification
xyY2XYZ

Convert xyY coordinates to XYZ
XYZtoMunsell

Convert XYZ coordinates into a Munsell specification
xyz2lab

Convert XYZ coordinates to CIE lab
MunsellToXYZ

Convert a Munsell specification into CIE Luv coordinates
luvtoMunsell

Convert CIE Luv coordinates into a Munsell specification
luv2xyz

Convert CIE Luv coordinates to XYZ
BoundingRenotationHues

Internal munsellinterpolation functions
MunsellTosRGB

Convert a Munsell specification into sRGB coordinates
MunsellRenotation

1943 Munsell renotation data
XYZ2xyY

Convert XYZ coordinates to xyY
srgb2xyz

Convert sRGB coordinates to XYZ
MunsellToLab

Convert a Munsell specification into CIE Lab coordinates
sRGBtoMunsell

Convert sRGB coordinates into a Munsell specification
xyYtoMunsell

Convert xyY coordinates into a Munsell specification
hypot

sqrt(a^2 + b^2) without under/overflow