| A unit of Lasting Forests
evolving since March 30, 1999 |
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A Total Forest Management Plan
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Things of interest about equilateral or regular hexagons:
S/a2 = 2.5981
S/R2 = 2.5981
S/r2 = 3.4641
R/a = 1.0000
R/r = 1.1547
a/R = 1.0000
a/r = 1.1547
r/R = 0.8660
r/a = 0.8660
Establishing a modern walnut grove.(See the next 4 illustrations.) Plant for the final grove but take out profitable stems (from the triangular areas as shown) at mid term when the canopy begins to close, releasing the final-crop trees.
The following procedure seems complicated. Take a few minutes; it lasts for 100 or more years! ... time well-spent.
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| Initial planting pattern. If planted as indicated in the text, this pattern yields 66 trees per acre. |
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| Crown closure just before thinning. Five sided crowns represent permanent trees (48 per acre) while triangular crowns represent the additional trees (18 per acre) that will be removed when they reach 12 inches dbh. |
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| Crown closure just after removal of the additional trees. Crowns on the permanent trees will now expand into the hexagonal pattern in the next figure. |
Use the same procedure as for Row 1, but plant the first tree 15 feet from the center of Row 2.
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| Hexagonal crown pattern of the permanent trees that will develop after the thinning (removal of triangular tree crowns) and exist until the end of the productive life of the stand. |
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This Web site is maintained by R. H.
Giles, Jr.
Last revision July 20, 2001.