Discussion in rec.models.rc.soaring usenet group reveals that enthusiastic 
local Liftdistribution software "experts" do not understand (at least in a 
satisfying intuitive way) why the "Local Cl" graph tends to peak up when 
local chord become narrow and decrease when local chord become large (the 
situation at the root of strongly tapered wings). It is clear that this is 
the way that Liftroll responds but it is not quite clear and intuitive why 
this is. Could you provide us an insight as to why Local Cl increases as 
local chord gets smaller (tips) and decreases when local chord is larger 
(root)? Does the expression that gets plotted on the Local Cl graph include 
local chord as a term in the denominator (thereby making the plotted 
expression larger when local chord is smaller)? Is there some other 
interesting (and intuitive) reason why the Local Cl graph has this behavior?
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