Hi Alejandra,
Perhaps this little model can help clarify:
SUM now just merges the underlying calibrated distributions without
offering a probability range, which would be less than meaningful.
Sum can be used in place of Phase.
R_Combine merges radiocarbon determinations BEFORE calibration. Used
when the determinations are known to be from the same C14 source. A Chi Sq test
is performed and the T number should be LESS than the 5% number for degree of
freedom df, other wise one or more of the determinations is suspect.
Warning! X-Test fails at 5% - Wide 1a X2-Test: df=2 T=17.103(5% 6.0)
X2-Test: df=2 T=0.5(5% 6.0) (a passed test)
Combine merges distributions AFTER calibration. Can be used when
determinations are not known to be from the same C14 source but are suspected to
be co-eval. Although a Chi Sq test is performed and shown, the indicator to read
is the Acomb test. Here the Acomb percentage must be GREATER than the 'An'
number to pass.
Warning! X-Test fails at 5% - Wide 1b X2-Test: df=2 T=12.723(5%
6.0)
Warning! Poor agreement - n=3 Acomb= 8.1%(An= 40.8%)
Agreement n=3 Acomb=118.7%(An= 40.8%) (a passed test)
The following model shows all four scenarios
Plot()
{
R_Combine("Wide 1a")
{
R_Date("Rcomb1",4770,20);
R_Date("Rcomb2",4680,20);
R_Date("Rcomb3",4790,20);
};
Combine("Wide 1b")
{
R_Date("Ccomb1",4770,20);
R_Date("Ccomb2",4680,20);
R_Date("Ccomb3",4790,20);
};
Label("Closer dates");
R_Combine("Close 1a")
{
R_Date("Rclose1",4770,20);
R_Date("Rclose2",4780,20);
R_Date("Rclose3",4790,20);
};
Combine("Close 1b")
{
R_Date("Cclose1",4770,20);
R_Date("Cclose2",4780,20);
R_Date("Cclose3",4790,20);
};
};
Hope this helps
regards
Ray
Hi everyone,
I am writing to you, because I have a doubt about Sum, Combine and
R_Combine functions.
The first one is what is the difference between Sum and Combine functions
and how the last one is calculated by OxCal.
Finally, my last question is about Acombine test. I don't know how to
interpret its results. What is the percentage to pass the test? If it pass it,
can we intrepret that the samples from different sources are
coeval?
Thank you very much for your attention,
Alejandra
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