How many boards are in a cube: how to make calculations using various methods


How to calculate the cubic capacity of a log house?

This question is the most pressing when it comes to building a house from a log.
How to calculate the cubic capacity of a house yourself? How to check the declared forest cubes in the estimate from the developer? Here is a table showing the cubic capacity of round timber depending on the diameter of the log. These calculations are presented in accordance with GOST 2708-75, which has been in force in the Russian Federation since 1975. The table allows you to calculate how many cubes of round timber will be needed to build a house from logs from the manufacturer.

The standard length of logs used for the construction of log houses is 6 meters. Blanks of this length are most often used. Logs longer than 6 meters are very rarely used for the production of hand-cut houses.

Most often, the architect optimizes the log house according to the cutting map in such a way as to avoid (or minimize) the use of long lengths. It is technically impossible to produce a rounded log over 6 meters.

Below in the table you can see a block of round timber, and for your convenience, we have highlighted a column of 6-meter blanks.

Table for calculating the cubic capacity of round timber with a diameter of 10 to 100 cm and a length of 3 to 8 meters

3m3.5 m4 m4.5 m5 m5.5 m6 m6.5 m7 m7.5 m8 m
D 10 cm0,0260,0310,0370,0440,0510,0580,0650,0750,0820,090,1
D 11 cm0,0320,0370,0450,0530,0620,070,080,090,0980,1080,12
D 12 cm0,0380,0460,0530,0630,0730,0830,0930,1030,1140,1250,138
D 13 cm0,0450,0530,0620,0750,0850,0970,1080,120,1320,1440,158
D 14 cm0,0520,0610,0730,0840,0970,110,1230,1350,150,1640,179
D 15 cm0,060,0710,0840,0970,110,1250,1390,1530,1690,1820,199
D 16 cm0,0690,0820,0950,110,1240,140,1550,1720,1890,20,22
D 17 cm0,0770,0920,1070,1240,140,1570,1740,1910,2090,2250,25
D 18 cm0,0860,1030,120,1380,1560,1750,1940,210,230,250,28
D 19 cm0,0970,1150,1340,1540,1730,1930,2120,2350,2550,2750,305
3.0 m3.5 m4.0 m4.5 m5.0 m5.5 m6.0 m6.5 m7.0 m7.5 m8.0 m
D 20 cm0,1070,1260,1470,170,190,210,230,260,280,30,33
D 21 cm0,1190,140,1630,1850,210,230,2550,2850,310,3350,365
D 22 cm0,1340,1540,1780,20,230,250,280,310,340,370,4
D 23 cm0,1140,1690,1940,220,250,2750,3050,3350,370,40,435
D 24 cm0,1570,1840,210,240,270,30,330,360,40,430,47
D 25 cm0,1710,1970,230,260,2950,3250,360,3950,430,4650,505
D 26 cm0,1850,210,250,280,320,350,390,430,460,50,54
D 27 cm0,2030,230,270,3050,3450,380,420,460,4950,540,585
D 28 cm0,220,250,290,330,370,410,450,490,530,580,63
D 29 cm0,2350,270,310,3550,3950,440,4850,5250,570,620,675
3m3.5 m4 m4.5 m5 m5.5 m6 m6.5 m7 m7.5 m8 m
D 30 cm0,250,290,330,380,420,470,520,560,610,660,72
D 31 mm0,2650,310,3550,4050,450,50,5550,60,6550,720,77
D 32 cm0,280,330,380,430,480,530,590,640,70,760,82
D 33 cm0,30,350,4050,460,510,5650,6250,680,740,8050,87
D 34 cm0,320,370,430,490,540,60,660,720,780,850,92
D 35 cm0,340,3950,4550,5150,570,6350,70,760,830,90,97
D 36 cm0,360,420,480,540,60,670,740,80,880,951,02
D 37 cm0,3750,440,5050,570,6350,7050,780,850,9251,01,075
D 38 cm0,390,460,530,60,670,740,820,90,971,051,13
D 39 cm0,410,480,5550,630,7050,780,860,9451,021,1051,19
3m3.5 m4 m4.5 m5 m5.5 m6 m6.5 m7 m7.5 m8 m
D 40 cm0,430,50,580,660,740,820,90,991,071,161,25
D 41 cm0,450,530,610,6950,7750,860,951,0351,1251,221,315
D 42 cm0,470,560,640,730,810,91,01,081,181,281,38
D 43 cm0,4950,5850,670,7650,850,9451,0451,141,241,341,34
D 44 cm0,5150,610,70,80,890,891,091,21,31,41,51
D 45 cm0,5430,640,7350,8350,9351,0351,141,251,3551,4651,48
D 46 cm0,570,670,770,870,981,081,191,31,411,531,65
D 47 cm0,5950,70,8050,911,021,131,2451,3551,4751,61,725
D 48 cm0,620,730,840,951,061,181,31,411,541,1671,8
D 49 cm0,6450,760,8750,991,1051,231,3551,4751,6051,741,875
3m3.5 m4 m4.5 m5 m5.5 m6 m6.5 m7 m7.5 m8 m
D 50 cm0,670,790,911,031,151,281,411,541,671,811,95
D 51 cm0,70,8250,951,0751,21,3351,471,6051,741,892,035
D 52 cm0,730,860,991,121,251,391,531,671,811,972,12
D 53 cm0,7650,8951,031,1651,31,4451,591,7351,8852,0452,205
D 54 cm0,80,931,071,211,351,51,651,81,962,122,29
D 55 cm0,830,971,1151,261,4051,561,7151,8752,0352,22,375
D 56 cm0,861,011,161,311,461,621,781,952,112,282,46
D 57 cm0,891,0451,2051,361,5151,681,8752,0152,192,3652,545
D 58 cm0,921,081,251,411,571,741,912,082,272,452,63
D 59 cm0,9551,121,291,461,6251,81,982,1552,3452,5352,72
3m3.5 m4 m4.5 m5 m5.5 m6 m6.5 m7 m7.5 m8 m
D 60 cm0,991,161,331,1511,1511,862,052,232,422,622,81
D 61 cm1,0251,21,381,5651,741,9252,1152,32,4952,72,9
D 62 cm1,061,241,431,621,81,992,182,372,572,782,99
D 63 cm1,0951,2851,4751,671,8552,052,252,4452,652,8653,08
D 64 cm1,131,331,521,721,612,112,322,522,732,953,17
D 65 cm1,1651,3651,5651,771,9652,172,382,592,8053,033,275
D 66 cm1,21,41,611,822,022,232,442,662,883,113,38
D 67 cm1,2351,4451,6551,872,0752,292,5052,7352,9653,213,485
D 68 cm1,271,491,71,922,132,352,572,813,053,313,59
D 69 cm1,3051,531,751,972,192,4152,6452,893,143,413,695
3m3.5 m4 m4.5 m5 m5.5 m6 m6.5 m7 m7.5 m8 m
D 70 cm1,341,571,82,022,252,482,722,973,233,513,8
D 71 cm1,3751,6151,852,082,3152,552,7953,0553,3253,6153,91
D 72 cm1,411,661,92,142,382,622,873,143,423,724,02
D 73 cm1,451,7051,9552,22,452,6952,953,233,523,824,135
D 74 cm1,491,752,012,262,522,773,033,323,623,924,25
D 75 cm1,531,82,0652,3252,5952,8453,1153,4153,7154,034,365
D 76 cm1,571,852,122,392,672,923,23,513,814,144,48
D 77 cm1,6151,92,182,4552,7453,03,293,6053,9254,2554,6
D 78 cm1,661,952,242,522,823,083,383,74,044,374,72
D 79 cm1,72,02,2952,592,8953,163,4753,84,154,4854,835
3m3.5 m4 m4.5 m5 m5.5 m6 m6.5 m7 m7.5 m8 m
D 80 cm1,742,052,352,662,973,243,573,94,264,64,95
D 81 cm1,7852,12,412,733,053,3253,664,0054,3654,515,085
D 82 cm1,832,152,472,83,133,413,754,114,474,825,22
D 83 cm1,8752,2052,532,873,2053,4953,8454,2154,5854,4955,345
D 84 cm1,922,262,592,943,283,583,944,324,75,075,47
D 85 cm1,9652,3152,652,9853,343,6754,0354,434,825,1955,595
D 86 cm2,012,372,713,033,43,774,134,544,945,325,72
D 87 cm2,062,4252,783,133,53,864,2354,6555,065,4455,86
D 88 cm2,112,482,853,233,63,954,344,775,185,576,0
D 89 cm2,162,5352,9153,33,6854,0454,454,885,35,76,135
3m3.5 m4 m4.5 m5 m5.5 m6 m6.5 m7 m7.5 m8 m
D 90 cm2,212,592,983,373,774,1454,564,995,425,836,27
D 91 cm2,2552,653,0453,453,454,244,675,1055,5455,966,41
D 92 cm2,32,713,113,533,944,344,785,225,676,096,55
D 93 cm2,3552,773,183,6054,0254,434,895,3455,7956,2256,69
D 94 cm2,412,833,253,684,114,525,05,475,926,366,83
D 95 cm2,462,893,323,764,24,6255,115,586,0456,4956,975
D 96 cm2,512,953,393,844,294,735,225,696,176,637,12
D 97 cm2,5653,013,463,924,384,835,3355,816,36,777,28
D 98 cm2,623,073,534,04,474,935,455,936,436,917,44
D 99 cm2,673,1353,64,0854,565,0355,5656,066,5657,0557,585
D 100 cm2,723,23,674,174,655,145,686,196,77,27,73

How many edged and planed boards are in 1 cube | TABLE

The number of boards in one cube depends on the size of the canvas. A board measuring 20x20x600 will have a quantity of 417 pieces per 1m3. To simplify the calculation, we have prepared a summary table for you. The table allows you to immediately find out how many boards are in 1m3 of a certain thickness, width, length without spending time on calculations. To make you feel comfortable.

4 meter boards | TABLE

Thickness, mmWidth, mmLength, mmvolume, m3Amount
202040000.0016625
205040000.0040250
206040000.0048208
207040000.0056179
208040000.0064156
209040000.0072139
2010040000.0080125
2012040000.0096104
2015040000.012083
2018040000.014469
2020040000.016063
2025040000.020050
2030040000.024042
252040000.0020500
252540000.0025400
254040000.0040250
255040000.0050200
256040000.0060167
257040000.0070143
258040000.0080125
259040000.0090111
2510040000.0100100
2512040000.012083
2515040000.015067
2518040000.018056
2520040000.020050
2525040000.025040
2530040000.030033
302040000.0024417
302540000.0030333
303040000.0036278
304040000.0048208
305040000.0060167
306040000.0072139
307040000.0084119
308040000.0096104
309040000.010893
3010040000.012083
3012040000.014469
3015040000.018056
3018040000.021646
3020040000.024042
3025040000.030033
3030040000.036028
402040000.0032313
404040000.0064156
405040000.0080125
406040000.0096104
407040000.011289
408040000.012878
409040000.014469
4010040000.016063
4012040000.019252
4015040000.024042
4018040000.028835
4020040000.032031
4025040000.040025
4030040000.048021
505040000.0100100
506040000.012083
507040000.014071
508040000.016063
509040000.018056
5010040000.020050
5012040000.024042
5015040000.030033
5018040000.036028
5020040000.040025
5025040000.050020
5030040000.060017
606040000.014469
607040000.016860
608040000.019252
609040000.021646
6010040000.024042
6012040000.028835
6015040000.036028
6018040000.043223
6020040000.048021
6025040000.060017
6030040000.072014
707040000.019651
708040000.022445
709040000.025240
7010040000.028036
7012040000.033630
7015040000.042024
7018040000.050420
7020040000.056018
7025040000.070014
7030040000.084012
808040000.025639
809040000.028835
8010040000.032031
8012040000.038426
8015040000.048021
8018040000.057617
8020040000.064016
8025040000.080013
8030040000.096010
909040000.032431
9010040000.036028
9012040000.043223
9015040000.054019
9018040000.064815
9020040000.072014
9025040000.090011
9030040000.10809

5 meter boards | TABLE

Thickness, mmWidth, mmLength, mmvolume, m3Amount
202050000.0020500
205050000.0050200
206050000.0060167
207050000.0070143
208050000.0080125
209050000.0090111
2010050000.0100100
2012050000.012083
2015050000.015067
2018050000.018056
2020050000.020050
2025050000.025040
2030050000.030033
252050000.0025400
252550000.0031320
254050000.0050200
255050000.0063160
256050000.0075133
257050000.0088114
258050000.0100100
259050000.011389
2510050000.012580
2512050000.015067
2515050000.018853
2518050000.022544
2520050000.025040
2525050000.031332
2530050000.037527
302050000.0030333
302550000.0038267
303050000.0045222
304050000.0060167
305050000.0075133
306050000.0090111
307050000.010595
308050000.012083
309050000.013574
3010050000.015067
3012050000.018056
3015050000.022544
3018050000.027037
3020050000.030033
3025050000.037527
3030050000.045022
402050000.0040250
404050000.0080125
405050000.0100100
406050000.012083
407050000.014071
408050000.016063
409050000.018056
4010050000.020050
4012050000.024042
4015050000.030033
4018050000.036028
4020050000.040025
4025050000.050020
4030050000.060017
505050000.012580
506050000.015067
507050000.017557
508050000.020050
509050000.022544
5010050000.025040
5012050000.030033
5015050000.037527
5018050000.045022
5020050000.050020
5025050000.062516
5030050000.075013
606050000.018056
607050000.021048
608050000.024042
609050000.027037
6010050000.030033
6012050000.036028
6015050000.045022
6018050000.054019
6020050000.060017
6025050000.075013
6030050000.090011
707050000.024541
708050000.028036
709050000.031532
7010050000.035029
7012050000.042024
7015050000.052519
7018050000.063016
7020050000.070014
7025050000.087511
7030050000.105010
808050000.032031
809050000.036028
8010050000.040025
8012050000.048021
8015050000.060017
8018050000.072014
8020050000.080013
8025050000.100010
8030050000.12008
909050000.040525
9010050000.045022
9012050000.054019
9015050000.067515
9018050000.081012
9020050000.090011
9025050000.11259
9030050000.13507

6 meter boards | TABLE

Thickness, mmWidth, mmLength, mmvolume, m3Amount
202060000.0024417
205060000.0060167
206060000.0072139
207060000.0084119
208060000.0096104
209060000.010893
2010060000.012083
2012060000.014469
2015060000.018056
2018060000.021646
2020060000.024042
2025060000.030033
2030060000.036028
252060000.0030333
252560000.0038267
254060000.0060167
255060000.0075133
256060000.0090111
257060000.010595
258060000.012083
259060000.013574
2510060000.015067
2512060000.018056
15060000.022544
2518060000.027037
2520060000.030033
2525060000.037527
2530060000.045022
302060000.0036278
302560000.0045222
303060000.0054185
304060000.0072139
305060000.0090111
306060000.010893
307060000.012679
308060000.014469
309060000.016262
3010060000.018056
3012060000.021646
3015060000.027037
3018060000.032431
3020060000.036028
3025060000.045022
3030060000.054019
402060000.0048208
404060000.0096104
405060000.012083
406060000.014469
407060000.016860
408060000.019252
409060000.021646
4010060000.024042
4012060000.028835
15060000.036028
4018060000.043223
4020060000.048021
4025060000.060017
4030060000.072014
505060000.015067
506060000.018056
507060000.021048
508060000.024042
509060000.027037
5010060000.030033
5012060000.036028
15060000.045022
5018060000.054019
5020060000.060017
5025060000.075013
5030060000.090011
606060000.021646
607060000.025240
608060000.028835
609060000.032431
6010060000.036028
6012060000.043223
6015060000.054019
6018060000.064815
6020060000.072014
6025060000.090011
6030060000.10809
707060000.029434
708060000.033630
709060000.037826
7010060000.042024
7012060000.050420
7015060000.063016
7018060000.075613
7020060000.084012
7025060000.105010
7030060000.12608
808060000.038426
809060000.043223
8010060000.048021
8012060000.057617
8015060000.072014
8018060000.086412
8020060000.096010
8025060000.12008
8030060000.14407
909060000.048621
9010060000.054019
9012060000.064815
9015060000.081012
9018060000.097210
9020060000.10809
9025060000.13507
9030060000.16206

Now all you need is to save a table of sizes and volumes of edged and planed boards, and refer to it if necessary.

How is the cubic capacity of a wooden house calculated during preliminary calculations?

First you need to calculate how many blanks are needed to build a house from a log. In finished projects from "AZBUKA LESA" this information is contained in the "Cutting Cards" section. The photo below shows summary information for the construction of a house made from rounded logs “Severyanin” according to the project.

This data is for a rounded log with a diameter of 240 mm and a length of 6 meters. We see from the cutting map that for construction we will need 547 blanks; when converted to cubic meters according to the table presented above, it turns out to be 146.71 m3. These data are automatically calculated by the AT - WENTS program.

The program in which our architects design wooden houses gives the exact cubic capacity without window and door openings, taking into account all the design features of a wooden house. It is almost impossible to achieve such accuracy with manual calculations.

To manually calculate the cubic capacity for such a number of workpieces, we use a table.

We see in the corresponding cell that the volume of one log is 0.33 m3.

547*0.33= 180.51 m3.

Thus, we got the result taking into account the lunar groove - the log, relatively speaking, is calculated as a cylinder, and the program calculates minus the lunar groove.

This calculation once again proves the importance of a professional project and the availability of cutting maps, which allow you to very accurately calculate the amount of logs and lumber and rationally use the construction budget. But for approximate calculations to understand the order of prices, this method is very informative.

Mathematical method for calculating the cubic capacity of a wooden house (with a practical example)

What to do if you liked the house in the picture, and you don’t have a complete project, much less a cutting map? In this case, you need to be patient and manually calculate the length of all the logs according to the plan. It must be understood that in this case the error with the real result can be significant, and in both directions.

The task is to calculate how many blanks are needed to build a house from a log. The standard length of a log, as we have previously informed you, often does not exceed 6 meters. It is very important at this stage to determine the height of the floors! And according to this, calculate the number of crowns.

To do this, we need a table of the height of the log profile depending on the diameter.
It is presented below. We count the length of all crowns (logs), including pediments, and divide the resulting number by 6. Height of the profile of a round log

Log diameter, mmCrown height, mCrown height, mm
2200,1905190,5
2400,2078207,8
2600,2252225,2
2800,2425242,5
3000,2598259,8
3200,2771277,1
3400,2944294,4
3600,3225322,5
3800,3399339,9
4000,3572357,2

EXAMPLE:

Let's assume that we want to build a house from chopped logs with a diameter of 320 mm. One full floor, the second floor is an attic. The desired height of the first floor after shrinkage is 3100 mm, the desired height of the attic near the wall is 1500 mm. The height of one crown with a diameter of 320 mm is 0.2771 mm.

Important! The average height of the first floor of any log house before shrinkage is 3.2 m, the height of the attic wall in the attic is on average 1.5-1.7 m. After shrinkage, the height of the walls will decrease by approximately 7-10%, so this must be taken into account in the initial calculations . It is also necessary to take into account the composition of the floor of the first and second floors. A competent architect will always tell you how to do this correctly.

So, in our example:
  • First floor before shrinkage: 12 crowns, which will be equal to 3.33 m.
  • Attic wall in the attic before shrinkage: 6 crowns, which is equal to 1.66 m.

Now we need the length of the walls of each floor.
To do this, it is necessary to calculate the perimeter of all walls (load-bearing and internal) according to the plan. Let's assume that the length of the first floor is 100 linear meters, and the length of the attic floor is 85 m.p.
This is the result without subtracting window and door openings. If you need a more accurate number, then you need to calculate all openings in length and height and subtract them from the total number.

We will consider a more simplified version of calculating the cubic capacity of a log house from the manufacturer.

Working with ready-made cubic capacity calculations

Of course, not all standard sizes are given here, but as an example it can be seen that the cubic capacity of various logs was calculated with great accuracy. In practice, the thickness (diameter) is measured, as indicated in GOST, then the length and the cubic capacity are found from the table. Since the cut circle of the log is not ideal in shape, 2 diameter measurements are taken perpendicularly and its average value is found. It is this value that you need to look for in the line.

Figure 2. Using a measuring fork, you can measure the diameter and calculate the cubic capacity of a tree.

Example. A 6-meter log in the upper cut has 2 diameter sizes (30 and 34 cm excluding bark), measured perpendicularly. We find the average value of the cut diameter is 32 cm. The length of the log is 6 m. From the table we find that at the intersection of the row with the value of 32 cm and the column of 6 m there is a volume value of 0.59 m³. If the log is rounded, then just one diameter measurement is enough. The error of the results is 2-4%, which is acceptable for most practical calculations.

When harvesting timber for a home, each log can be measured, but there is not always enough time and effort for this. Here they use an industrial method for calculating cubic capacity. The timber is sorted by length and then by equal top diameters. Measurements are made in each group of one product.

And only after stacking in stacks or in a machine, the quantity is counted and the total cubic capacity is calculated by simply multiplying the number of logs by the volume of one of them.

In the forestry industry, for taxation (determining the stock of standing timber), in addition to simple tools, there are special electronic devices for measuring and calculating the parameters of standing trees.

Masser 2000 is a computerized measuring fork that allows you not only to accurately measure the reference diameter of a standing tree at a height of 1.3 m, but also to immediately determine the cubic capacity taking into account the type, height and crown of the tree. The device then outputs all collected information to the computer (Fig. 2).

The cubic capacity of a log is the volume of wood material, measured in cubic meters. This value is used in the construction of wooden log houses to calculate the amount of round timber. Determining cubic capacity is important when selling firewood, where payment is provided for each cubic meter of wood. How to calculate the volume of round cylindrical lumber correctly?

It is necessary to know the cubic capacity of a tree when purchasing this building material, since payment is made for each cubic meter.

There are several ways to roughly estimate the cubic capacity of roundwood or firewood. All established methods use data from measuring geometric dimensions and mathematical calculations.

A tape measure is traditionally used to measure construction values.

Volume calculation using tables

Calculating the volume of round timber using tables involves measuring the diameter and obtaining data from ready-made construction tables.

Such directories contain structured information indicating the consumption of lumber of a given diameter for the construction of 1 m² of wall. Such tables are the result of construction calculations and established practice in determining lumber consumption. Therefore, they make it possible to fairly accurately estimate the cubic capacity of scaffolding. A set of tables compiled into a single standardized document is called GOST.

Most often, the tables are calculated for a rounded log, from which the top layer and bark have been removed, the surface has been leveled to a regular cylinder.

If desired, you can use the table data to determine the amount of unedged wood, making allowances for possible inaccuracies. Errors in the results obtained will be associated with changes in the cross-sectional diameter of the round timber along its length.

Independent calculation of the quantity of round timber allows you to verify that the seller has determined the price correctly. It is economically feasible to check a team of contractors by conducting your own approximate calculations of the consumption of construction logs for the construction of the walls of the house.

For many builders, the topic of calculating the number of logs in a cube is familiar. But for an unprepared person this may seem not only very distant, but also incomprehensible. And very often disagreements arise between the builders themselves, as well as between the builders and the customer, about how many logs there should be in a cube.

In order to deal with this problem, a mathematical method is usually used, which in a few minutes can give a clear answer about how many logs are needed for a certain number of cubic meters.

As a rule, rounded logs are used in the construction of wooden buildings. But this material may differ in size, that is, in length and diameter. The unit of measurement is usually centimeters. There are one million centimeters in one cubic meter. Thus, first you need to decide on the size of the logs.

In order to measure the size of the logs, you will need a regular centimeter tape measure. All logs, as a rule, should initially be the same size, and later, depending on the project, they are sawn into the necessary elements.

So, by measuring the size of a log using a tape measure, we obtain the length and diameter in centimeters. For example, let's try to calculate how many logs are needed for one cubic meter, if the logs are six meters long and their diameter is eighteen centimeters.

Calculation of the volume of individual logs

Figure 1. Measuring two perpendicular diameters in a beam cross-section

If the round timber is characterized by the same long logs and similar diameter, then you can calculate the volume of selectively 3 timbers, reduce them to the average calculated value and multiply it by the amount of log material. In this case, the calculations are performed as follows:

  1. Choose any 3 timbers.
  2. Measure their diameter and length. For ease of calculation, measurements are made in meters.
  3. Calculate the cubic space occupied by each of the round timbers using the formula:

where Pi is a number equal to 3.14,

R – radius equal to half the measured diameter,

L – beam length.

  1. The resulting values ​​of 3 cubic meters of roundwood will be close to each other. They must be added up and the sum divided by 3. Thus, we obtain the value of the average volume of one log.
  2. Next, we multiply the resulting average value by the number of blanks in the machine or storage.

Since logs of similar diameters and standardized lengths are used for construction, this method is widely used to estimate the cubic capacity of scaffolding.

If the shape of the beam is slightly pressed down, its cross-section will not be round, but slightly oval. How then to determine the diameter value? To do this, measure the size of 2 perpendicular diameters in the section of the beam: the largest and the smallest. Next, the measured values ​​are summed and divided by 2. The resulting value will be the average diameter used in the calculations (Fig. 1).

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