Looking at that data, it looks like the two species respond differently to
GDD. "Fitting a curve" means first defining and then fitting a model
that,
once fit, has fitted values that will give you the curve that you wold like
to draw.
The simplest would be a series regression with interaction terms:
weight_i = a + b1(gdd) + b2(species) + b3(gddxspecies) + b4(gdd^2) +
b5(gdd^2 x species) .. more polynomials.. + e_i
Better might be a "generalized additive model" where the continuous
variables (both GDD and the GDD-species interaction) are replaced by smooth
terms that are estimated nonparametricaly. The package here is 'mgcv',
and
the routine is 'gam'.
The problems here are two:
1. GAMs are complicated stats. Learning how to do them right is an
investment.
2. I don't think that the gam package yet gives functionality to put two
smooth fits onto one plot, as you have. If you go this route and figure out
how to plot more than one GAM fit on a plot, please let me know how you did
it.
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