strwidth {base} | R Documentation |
These functions compute the width or height, respectively, of the
given strings or mathematical expressions s[i]
on
the current plotting device in user coordinates, inches
or as fraction of the figure width par("fin")
.
strwidth(s, units = "user", cex = NULL)
strheight(s, units = "user", cex = NULL)
s |
character vector or |
units |
character indicating in which units |
cex |
character expansion to which is applies. Per default, the
current |
integer vector with the same length as s
, giving the
width for each s[i]
.
text
, nchar
str.ex <- c("W","w","I",".","WwI.")
op <- par(pty='s'); plot(1:100,1:100); par('usr')
sw <- strwidth(str.ex); sw
sum(sw[1:4] == sw[5])#- since the last string contains the others
sw / strwidth(str.ex, cex = .5)
# between 1.5 and 4.2 (!), font dependent
sw.i <- strwidth(str.ex, "inches"); 25.4 * sw.i # width in [mm]
unique(sw / sw.i)
# constant factor: 1 value
mean(sw.i / strwidth(str.ex, "fig")) / par('fin')[1] # = 1: are the same
## See how letters fall in classes -- depending on graphics device and font!
all.lett <- c(letters, LETTERS)
shL <- strheight(all.lett, units = "inches")
table(shL)# all have same heights ..
mean(shL) / par("cin")[2] # should be 1 (exactly?)
swL <- strwidth(all.lett)
swL <- 3 * swL / min(swL)
all(swL == round(swL))#- TRUE !
swL <- as.integer(swL)
n.classes <- length(tL <- table(swL)); tL
iL <- order(swL)
structure(swL[iL], names = all.lett[iL])
lett.classes <- structure(vector("list", n.classes), names= names(tL))
for(i in 1:n.classes)
lett.classes[[i]] <- all.lett[swL == as.numeric(names(tL)[i])]
lett.classes
sumex <- expression(sum(x[i], i=1,n), e^{i * pi} == -1)
strwidth(sumex)
strheight(sumex)
rm(sumex); par(op)#- reset to previous setting