We have:
Wu » N L a o ò ¥0 f u du
But: f u du= 1/ Öp [exp (u - uo)/D uD ]2 du/D uD
if: (u) » (uo)
Then, effectively:
exp (u - uo) = exp (0) = 1
Then:
f u du= 1/ Öp [1] = 1/ Öp [D uD ]2 du/D uD
= 1/ Öp [D uD ] du
Wu » N L a o ò ¥0 f u du
» N L a o ò ¥0 1/ Öp [D uD ] du
The curve of growth will then lack the exponential (i.e. increasing slope) characteristic
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