New Dosage Tables

Cover New Dosage Tables
New Dosage Tables
C W Charles William Woodworth
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1. Extreme shapes of trees. Those at the left are of equal size and should receive equal doses. Those at the right receive the same dose by the common tables but one is a third larger than the other.
The distance over the top is the most significant dimension since it varies with changes either in height or width. Every foot of decrease of this dimension requires approximately four feet of increase in circumference to maintain the tree of the same size. This is true whether the calculations are
... made on . The basis of cubic contents or of tent area.
The dimensions corresponding with each foot change in distance over are as follows : 30 x 30, 29 x 34, 28 x 38, 27 x 42, 26 x 46, 25 x 50. This is very different from the common figures : 30 x 30, 29 x 31, 28 x 32, 27 x33, 26 x 35, 25 x 36, 24 x 37, 23 x 39, and 22 x 41, which are in no wav defensible and should be discarded.
II. SIZE The writer acknowledges the responsibilitj^ of having first suggested the method of size calculation now in vogue, though it had previously been used unconsciously by the late Alexander Craw and some who NEW DOSAGE TABLES 5 have adopted it subsequently were not aware of the identity of their method of calculation.


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