Description Usage Arguments Details Value Author(s) See Also Examples
View source: R/raseterImageAdj.R
Call rasterImage to plot image from (xleft,
ybottom) to either xright or ytop, shrinking one
toward the center to avoid distortion.
angle specifies a rotation around the midpoint
((xleft+xright)/2, (ybottom+ytop)/2). This is
different from rasterImage, which rotates
around (xleft, ybottom).
NOTE: The code may change in the future. The visual image with rotation looks a little off in the examples below, but the code seems correct. If you find an example where this is obviously off, please report to the maintainer – especially if you find a fix for this.
1 2 3 |
image |
a |
xleft |
a vector (or scalar) of left x positions. |
ybottom |
a vector (or scalar) of bottom y positions. |
xright |
a vector (or scalar) of right x positions. |
ytop |
a vector (or scalar) of top y positions. |
angle |
angle of rotation in degrees, anti-clockwise about the centroid
of NOTE: |
interpolate |
a logical vector (or scalar) indicating whether to apply linear interpolation to the image when drawing. |
xsub, ysub |
subscripts to subset |
... |
graphical parameters (see |
1. imagePixels = number of (x, y) pixels in image. Do this
using dim(as.raster(image))[2:1], because the first dimension of
image can be either x or y depending on class(image).
For example link[EBImage]{Image} returns dim with x
first then y and an optional third dimension for color. A simple
3-dimensional array is assumed by rasterImage to have
the y dimension first. as.raster puts all these in a
standard format with y first, then x.
2. imageUnits <- c(x=xright-xleft, ytop-ybottom)
3. xyinches = (x, y) units per inch in the current plot, obtained
from xyinch.
4. Compute pixel density (pixels per inch) in both x and y dimension: pixelsPerInch <- imagePixels * xyinches / imageUnits.
5. Compute imageUnitsAdj solving 4 for imageUnits and replacing pixelsPerInch by the max pixel density: imageUnitsAdj <- imagePixels * xyinches / max(pixelsPerInch).
6. (dX, dY) = imageUnitsAdj/2 = half of the (width, height) in plotting units.
7. cntr = (xleft, ybottom) + (dX, dY).
xleft0 = cntr[1]+sin((angle-90)*pi/180)*dX*sqrt(2); ybottom0= cntr[2]-cos((angle-90)*pi/180)*dY*sqrt(2);
(xright0, ytop0) = (upper right without rotation about lower left) xright0 = xleft0+imageUnitsAdj[2] ytop0 = ybottom0+imageUnitsAdj[2]
8. rasterImage(image, xleft0, ybottom0,
xright0, ytop0, angle, interpolate, ...)
a named vector giving the values of xleft,
ybottom, xright, and ytop
passed to rasterImage.
(rasterImage returns NULL,
at least for some inputs.) This shows the adjustment,
shrinking toward the center and rotating as desired.
Spencer Graves
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 | # something to plot
logo.jpg <- paste(R.home(), "doc", "html", "logo.jpg",
sep = .Platform$file.sep)
if(require(jpeg)){
##
## 1. Shrink as required
##
Rlogo <- readJPEG(logo.jpg)
all.equal(dim(Rlogo), c(76, 100, 3))
plot(1:2)
# default
rasterImageAdj(Rlogo)
plot(1:2, type='n', asp=0.75)
# Tall and thin
rasterImage(Rlogo, 1, 1, 1.2, 2)
# Fix
rasterImageAdj(Rlogo, 1.2, 1, 1.4, 2)
# short and wide
rasterImage(Rlogo, 1.4, 1, 2, 1.2)
# Fix
rasterImage(Rlogo, 1.4, 1.2, 2, 1.4)
##
## 2. rotate
##
# 2.1. angle=90: rasterImage left of rasterImageAdj
plot(0:1, 0:1, type='n', asp=1)
rasterImageAdj(Rlogo, .5, .5, 1, 1, 90)
rasterImage(Rlogo, .5, .5, 1, 1, 90)
# 2.2. angle=180: rasterImage left and below
plot(0:1, 0:1, type='n', asp=1)
rasterImageAdj(Rlogo, .5, .5, 1, 1, 180)
rasterImage(Rlogo, .5, .5, 1, 1, 180)
# 2.3. angle=270: rasterImage below
plot(0:1, 0:1, type='n', asp=1)
rasterImageAdj(Rlogo, .5, .5, 1, 1, 270)
rasterImage(Rlogo, .5, .5, 1, 1, 270)
##
## 3. subset
##
dim(Rlogo)
# 76 100 3
Rraster <- as.raster(Rlogo)
dim(Rraster)
# 76 100:
# x=1:100, left to right
# y=1:76, top to bottom
rasterImageAdj(Rlogo, 0, 0, .5, .5, xsub=40:94)
}
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