Visualise how a date calibrates using the t distribution and the normal distribution.
calib.t(
y = 2450,
er = 50,
t.a = 3,
t.b = 4,
cc = 1,
postbomb = FALSE,
deltaR = 0,
deltaSTD = 0,
as.F = FALSE,
is.F = FALSE,
BCAD = FALSE,
cc.dir = c(),
normal.col = "red",
normal.lwd = 1.5,
t.col = rgb(0, 0, 0, 0.25),
t.border = rgb(0, 0, 0, 0, 0.25),
xlim = c(),
ylim = c()
)
The reported mean of the date.
The reported error of the date.
Value for the t parameter a
.
Value for the t parameter b
.
calibration curve for the radiocarbon date(s) (see the rintcal
package).
Which postbomb curve to use for negative 14C dates.
Age offset (e.g. for marine samples).
Uncertainty of the age offset (1 standard deviation).
Whether or not to calculate ages in the F14C realm. Defaults to as.F=FALSE
, which uses the C14 realm.
Use this if the provided date is in the F14C realm.
Which calendar scale to use. Defaults to cal BP, BCAD=FALSE
.
Directory where the calibration curves for C14 dates cc
are allocated. By default cc.dir=c()
.
Use cc.dir="."
to choose current working directory. Use cc.dir="Curves/"
to choose sub-folder Curves/
.
Colour of the normal curve
Line width of the normal curve
Colour of the t histogram
Colour of the border of the t histogram
x axis limits
y axis limits
Maarten Blaauw
Radiocarbon and other dates are usually modelled using the normal distribution (red curve). The t approach (grey distribution) however allows for wider tails and thus tends to better accommodate outlying dates. This distribution requires two parameters, called 'a' and 'b'.