Dominance probability is the probability that a tree will
survive and become a dominant or codominant tree
a given number of years after planting or shelterwood removal. For example
0.6 means that 60 percent of the trees will survive and become dominant
or codominant trees. Example
Scenario
A forester is regenerating a stand using the shelterwood
method. She would like to have 100 stems of reproduction per acre
that are free to grow (dominant) in the new stand
11 years after planting (8 years after the shelterwood overstory removal). The red oak site index is 62.
The percent stocking for the shelterwood will be 40 - 60%.
She wants to know how many seedlings of what stem caliper
she
should use to achieve her desired number of trees per acre.
Using OAKUS, she obtains the following results:
|
No Competion Control |
| |
Not Clipped |
Clipped |
|
Stem Caliper (in.) |
0.25 |
0.5 |
0.75 |
0.25 |
0.5 |
0.75 |
|
Dominance Probability |
0.0385
|
0.191 |
0.2989 |
0.0469 |
0.2248 |
0.3438 |
|
Required Number |
2597 |
524 |
335 |
2132 |
445 |
291 |
|
With Competion Control Twice |
|
Not Clipped |
Clipped |
| Stem Caliper (in.) |
0.25 |
0.5 |
0.75 |
0.25 |
0.5 |
0.75 |
| Dominance Probability |
0.1321
| 0.4728 |
0.6183 |
0.1576 |
0.5243 |
0.6656 |
| Required Number |
757 |
212 |
162 |
635 |
191 |
150 |
By selecting larger seedlings and top clipping them, she can
dramatically decrease the number of seedlings needed to
achieve her target trees per acre. Start using OAKUS |