СОРТИМЕНТНО-СОРТНОЕ РАСПРЕДЕЛЕНИЕ ДЕРЕВЬЕВ НА

21
634.0.561 + 630.56: 519.876: 502.3: 51
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11 2009
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22
L
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L / Hc -
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V /V
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203
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11.9
8.0
519,8
277
22.5
1.8762
208
24.0
2.1526
145
19.6
0.2220
153
26.0
1.1610
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18.0
0.1526
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136
28.3
0.9494
199
18.5
0.2684
207
22.9
0.5286
220
28.3
2.1484
223
27.4
1.9238
33354 4399,2 250,2222
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1+2+3+4, 1+13, 2+6, 3+7, 6+7, 18+19
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11 2009
23
Vc -
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NV ,
1
2
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4
6
7
13
18
19
.
49
66
34
14
82
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107
160
194
201
80
83
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154
142
79
127
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1+13
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L
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291.7
519.8
200.0
61.5
832.2
348.6
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962.6
461.6
4416.2
811.5
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1029.0
1352.0
548.6
1180.8
1424.2
Lc / H c
0.0661
0.1177
0.0453
0.0139
0.1884
0.0789
0.1672
0.2180
0.1045
1
0.1838
0.2290
0.2430
0.2330
0.3061
0.1242
0.2674
0.3225
201
Vc ,
3
c
39.2975
56.8751
17.6623
9.0386
23.2263
14.1845
8.0419
50.6905
27.5710
246.5877
96.1726
113.8350
122.8740
46.1122
84.1010
31.8470
41.4108
78.2615
0.1594
0.2306
0.0716
0.0367
0.0942
0.0575
0.0326
0.2056
0.1118
1
0.3900
0.4616
0.4983
0.1870
0.3411
0.1292
0.1679
0.3174
4416,2
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246.5877
3
49,83 %.
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2224418)
[7] (
85
.
-
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L , L / Hc
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(
Vc
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[2-5]
1+2+3+4
24,30 %
y
y
a1 A a2 exp( a3 A a4 ) a5 A a6 exp( a7 A a8 )
-
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(1)
-
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0,6.
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0,6000.
11 2009
24
4
(1)
-
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Lc ,
1
2
3
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6
7
13
18
19
1+2
1+2+3
1+2+3+4
1+13
2+6
3+7
6+7
18+19
Lc / H c
0.5210
0.2754
0.3448
0.5166
0.1843
0.2638
0.1981
0.1817
0.3991
0.4431
0.2311
0.3450
0.1601
0.3371
0.6715
0.4486
0.3119
0.2819
0.5975
0.2374
0.3471
0.2879
0.1378
0.3809
0.3911
0.3961
0.4788
0.1629
0.4180
0.5440
Vc ,
3
c
0.7353
0.4696
0.4787
0.3607
0.2105
0.1985
0.0951
0.6554
0.6281
0.5492
0.5364
0.5692
0.8399
0.5748
0.5201
0.1241
0.7252
Vc / V
0.3162
0.3359
0.6660
0.0841
0.2590
0.3683
0.2458
0.5449
0.6276
0.1254
0.3051
0.3092
0.2010
0.5044
0.2510
0.5617
0.4579
5
r
Lc ,
1
3
18
19
1+13
18+19
Vc ,
3
0,6
1+13,
.
-
c
0.7353
0.6660
-
0.6554
0.6281
0.8399
0.7252
0.6715
Vc
(
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(
2,06587 10 9 A 3,86026 exp( 0,00070407 A1,38887 )
,
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0,8399
76…449
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0.6276
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(2)
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400-
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201
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(1)
-
0,0951.
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4-1963
( . 2)
Vc
0,00015436 A3,66809 exp( 0,00027742 A1,36435 )
.
11 2009
-
(3)
25
S = 0.21531985
r = 0.83991725
0
1.9
8
1.5
6
1.2
5
0.9
3
0.6
2
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42.6
109.4
176.2
243.0
309.8
376.6
443.4
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S = 0.26048922
r = 0.73527174
1.8
7
8
1.5
1.2
9
1.0
0
1
0.7
0.4
0.1
2
3
55.2
126.8
198.4
270.0
341.6
413.2
484.8
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154
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49
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154 / 49 = 3,14
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Vc
2,86082 10
10
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.
11 2009
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26
S = 0.36757098
r = 0.77751839
0
3.3
5
2.7
0
2.2
5
1.6
0
1.1
5
0.5
0
0.0 38.7
113.3
187.9
262.5
337.1
411.7
486.3
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0,7775
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0,7353.
[6, 7]
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Lc
0,061539 A0,93508 exp( 0,00013154 A)
-
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(5)
S = 3.82024748
r = 0.67150424
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30
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25
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20
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15
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10
6
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262.5
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411.7
486.3
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,
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,
11 2009
27
. 4.
.
.
(1)
. 4
(
64
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64
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(
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1,44729 10
c
12
A 5,14850 exp( 0,0011706 A1,38569 )
0,54266 A0, 057590 exp( 0,0023953 A1, 25291 )
-
;
(6)
III
c
1,04387 10 5 A 2,11464 exp( 0,0085091A1,00706 )
8,37776 10
12
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(7)
S = 0.10153608
r = 0.36834130
S = 0.23363162
r = 0.20102371
7
0 .9
5
0.6
0.7
9
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0 .6
4
5
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0 .4
8
4
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0 .3
2
3
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6
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2
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0
42.6
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60.2
109.4
176.2
243.0
309.8
376.6
443.4
6
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226.6
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0,2010.
–
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3.2.3/4603
1.
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2.
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6.
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7.
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/
//
.
.
.
III
,
.
):
,
-
.-
.:
, 2001. - .24-25.
LOG-SORTABLE DISTRIBUTION OF TREES
ON THE TRIAL AREA OF A UNEVEN-AGE PINE FOREST
Mazurkin P.M.
Mari state technical university, Yoshkar-Ola, Russia
Historically, the development of forest inventory done on the basis of centuries of positive (for the forestry, also for the forests as ecological systems) experience, interaction of people
with trees.
Based on the principle of biotechnology in forest inventory, the possibility of simulation
of age distributions of forest trees on the grade of timber, expert appointed appraiser for the
trunk of trees inventories.
Keywords: assortments, grade, distribution, the test area.
11 2009