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side of cross-section and f the ultimate resistance to compression, in pounds per square inch. To obtain the safe resistance, divide the ultimate resistance by 6.

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Approximate values of from 75 to 80 per cent. of those given for Georgia Pine may be assumed for White Oak posts.

Girders.

The condition of stress sustained by a girder is that of a beam supported at both ends and carrying a load evenly distributed, or concentrated at one or more points throughout its length. To compute the dimensions of an evenly loaded wooden girder use the following formulas:

Breadth in inches =

3 LX W
4 F D2

where B breadth in inches.

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What breadth of pine girder 12" deep will be required to carry a distributed load of 4,000 pounds when the span is 18 ft. and the fibre stress is not to be more than 800 lb. per sq.

in.?

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Therefore, a girder 6′ × 12′ would be required. When the girder has its load concentrated at the center as is the case when it carries at its center a column or post, it will carry but half the load it is capable of sustaining when the load is evenly distributed. The formulas for girders when the load is concentrated at the center are

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The

When the girder has a concentrated load at some point not at the center, it will carry more than if loaded at the center. strength of the beam is then expressed in the following ratio;

mn:

L\2 W

::: W when m = the distance of the concentrated 2

load from one end of the beam. n = the distance of the concentrated load from the other end. W = the safe load at the point indicated, and the other letters have the same values as before. The formulas for girders when the load is concentrated at some point away from the center are

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Safe Loads, in Tons, Uniformly Distributed for Wood Beams.

In accordance with the Building Laws of New York, Chicago and Boston.

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F= Maximum Fibre Stress.
D = Depth, in inches.

L = Distance between supports, in inches.

Safe Loads Uniformly Distributed for Rectangular Spruce or White Pine Beams, One Inch Thick.

The following table has been calculated for a maximum fibre stress of 750 lbs. per sq. in. : taking a safety factor of 4.

To obtain the safe load for any thickness: Multiply values for 1 inch by thickness of beam.

To obtain the required thickness for any load: Divide by safe load for 1 inch.

For oak, increase values in table by .

For Georgia pine, increase values in table by %.

6"

5678

Span in

999

Feet.

Depth of Beam.

7" 8" 9" 10" 11" 12" 13" 14" 15" 16"

600 820 1070 1350 1670 2020 2400 2820 3270 3750 4270
500 680 890 1120 1390 1680 2000 2350 2730 3120 3560
430 580 760 960 1190 1440 1710 2010 2330 2680 3050
380 510 670 840 1040 1260 1500 1760 2040 2340 2670
330 460 590 750 930 1120 1330 1560 1810 2080 2370
10 300 410 530 670 830 1010 1200 1410 1630 1880 2130
11 270 370 490 610 760
250 340 440 560 690

9

12

13

18

19

20

21

940 1090 1250 1420
880 1020 1180 1330
830 960 1100 1260
910 1040 1190
860 990 1130

920 1090 1280 1490 1710 1940
840 1000 1180 1360 1560 1780
230 310 410 520 640 780 930 1080 1260 1440 1640
14 210 290 380 480 590 720 860 1010 1170 1340 1530
15 200 270 360 450 560 670 800
16 190 260 330 420 520 630.750
17 180 240 310 400 490 590 710
170 230 290 370 460 560 670 780
160 210 280 360 440 530 630 740
150 200 270 340 420 510 600 710 820 9401070
140 190 260 320 390 480 570 670 780 890 1020
22 140 190 240 310 380 460 540 640 740 850 970
23 130 180 230 290 360 440 520 610 710 810 920
24 130 170 220 280 350 420 500 590 680 780 890
25 120 160 210 270 330 410 480 560 660 750 860
26 110 160 210 260 320 390 460 540 630 720 820
27 110 150 200 250 310 370 440 520 610 690 790
28 110 140 190 240 300 360 430 500 580 670 760
29 110 140 180 230 290 350 410 490 560 640 740

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