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Table 5 Comparison of methods for calculating mean forest taxation indices of stands between Russia and Finland

From: The role of planted forests in improving the productive capacity and ecological potential of Scots pine boreal forests in the Middle Volga Region

Forest taxation indices

Unit of measurement

Methods used for calculation of mean forest taxation indices

Russia (on approval of forest management instruction, 2011)

Finland (Pykalainen and Kurttila 2009)

Basic unit for forest management

 

Site

Site

Area of stratum

ha

From 0.5

0.5–2.0

Mean diameter (d)a

сm

Empirical measurements of diameters at a height of 1.3 m. It is calculated as the quadratic average

Empirical measurements of diameters at the height 1,3 m

Mean height (h)

m

Empirical measurements of height of 3–5 mean trees with each class diameter

Empirical measurements of height of 3 mean trees

Relative density (p)

 

Total basal area per ha of stands relative to the total basal area of a normal stand (p = 1), derived from the yield table for the considered area

Not used

Sum of basal area in the stand

m2/ha

Measured with Bitterlich’s angle gauge

Measured with Bitterlich’s angle gauge

Age of stand

years

Count of annual rings from an increment core collected at the root collar (3–5 mean trees are chosen)

Calculation of annual rings of mean trees

Number of trees

trees/ha

Use of the inventory data at a sample area

Use of the inventory data at a sample area

Stand composition

%

By the share of the tree species volume in the total stand volume

By the share of the tree species volume in the total stand volume

Stand volume

m3/ha

Use of the tables; input data in the tables are the sum of basal area of trees in a stand and mean height

Use of the tables; input data in the tables are the sum of basal area of trees in a stand and mean height

  1. aMaximum allowable measurement error is ±5 %