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477

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Telford commenced his experiments upon iron byV|,l g what force would pull asunder, lengthwise, pieces of

8l °n$

(ijj 1 | r °m 1^ inches to 5 ^th of an inch in diameter. The, Pernnents were made upon those of the largest diameter,tb e ttleans °f an excellent hydrostatic machine, and in those ofitii> ^ aller by attaching weights perpendicularly, and repeat-® mem at various times.

f rQ y e then made several experiments upon different diameters,fg^^jth to J,th of an inch drawn horizontally, and with dif-p, ■ 1,1 degrees of curvature; and this was performed betweentw" 8 ^25, 140, and 139 feet 6 inches apart, and was„„ ? a ted 200 times. In the experiments made upon ^th ofti I j ) lnc h and under, the wire was drawn over pulleys; some-0tli es both ends were fixed, and sometimes one end only, thet-g> er having weights attached perpendicularly, to show thePart 8 w h en compared with those loaded upon the curved' °f the wire; these last were disposed at A and f divi-^ of the distance over which it was stretched. These^■ments being completed, it was ascertained what blowat j-1 break the wire when stretched nearly horizontally andfroJ aerent -curvatures, which was done by dropping weightsUib a . 8* ven height. The several wires were weighed, and' v eight of 100 in length of each noted.tr la ]j le result of the experiments was, that a bar of good® ft ble charcoal iron, 1 inch square, will suspend 27 tons,Oat an ' ron wire, ^,th of an inch in diameter, 200 feet in,r| (f I’ We ‘gbing 3 pounds 3 ounces, will suspend 700 pounds;Pa rt 1 'at the latter, with a curvature or versed sine of jfcth|i eil ,°f the chord line, will support ^th of the weight sus-j t | perpendicularly, when disposed equally at -J, andMnV en gth, and with a curvature of 4th of the chord, it8ijjji] ear sof the aforesaid perpendicular weight disposed in atij,] ar ' va y. A wire, 4th of an inch in diameter, drawn verybetween points, 31 ft. 6 in, apart, resisted the impulse ofguilds weight, falling from a height of 7 ft. 9 in.

*%e a S (n ‘5 English malleable iron, 1 inch square, willj from 27 to 30 tons before it breaks, and will bear4c Ur ^ to 16 tons before its length is at all extended. With^'ti Vatar e of 55th of the length, malleable iron, besides itsAt, .' Ve 'gbt, sustained j of what broke it perpendicularly.

* mr wou ^ therefore bear j of 15 tons without‘Uat . g ' n S its parts; but it is better in practice to assume,ll > inch square in action should only bear 4 tons.

Table showing the Cohesive Force of Iron.

Kind op Iron .

Cohesion of squareinch in pounds.

Experimentalist.

Iron Wire .

93,064

Telford.

Swedish Iron.

72,064

Rennie.

Do.

64,960

Telford.

English Iron .

61,600

Telford*

Do.

66,000

Barlow.

Cast Iron, specific gravity , 7.716

82,700

Bevan.

Do.

19,488

Rennie.

Table showing the Extension, by a suspended Weight, of aWrought-iron Bar, 10 feet long and 1 inch square.

Tons.

Observedextension interms of thelength.

Computedextensionassumeduniform atTOoftoG

of the lengthper ton persquare inch.

Correspond-ing extensionin fractionsof the lengthcomputed at

per ton persquare inch.

Observedpermanentset in termsof thelength.

Observedperma-nent set infractionalparts ofthe

length.

1

.000689

.0008

T

T2350

2

.000156

.00016

bAb

3

.000238

.00024

ihs

•00000513

TffsW

4

.000319

.00032

I

3125

•00000283

33I&77

5

.000399

.00040

2^55

.00000356

531^35

6

. 00048

.00048

.00000427

23351S

Table showing the Extension and Permanent Set of a Cast-ironRod, 10 feet long and 1 inch square, drawn in the directionof its Length.

Tons.

Extension per Ton.

Total Extension.

Total permanent Set.

1

.01976

.01976

. 00579

2

.02027

.04155

.001860

3

.02171

.06515

.003954

4

.02318

.09274

.007543

5

.02479

.12397

.012619

6

.02727

.16363

.020571

'dji,

e lowing the Extensions of Cast-iron Rods, 10 feet long andpared with observed Compression of Bars of the same Ir

1 inch square, deducedfrom numerous Experiments, and com-•ons and the same size, cast with them for comparison.

Extension.

Compression.

Weights laid

on, with the corresponding Extensions, and

Mean Weights laid on, with corresponding Mean Compres-

Sets in Inches.

sions. Sets and Ratios of Weights to Compression.

Of

•u

Weights.

(w)

Extensions.

M

Sets.

(w)

(«)

Number ofExperi-ments.

Weights.

(w)

Compressionsin Inches.

(d)

Sets in Inches.

O)

(d)

1053.77

.0090

117086

8

2064.745

.01875

.00047

110120

1580.65

.0137

.00022

115131

8

4129.49

.03878

.00226

106485

2107.54

.0180

.000545

113309

8

6194 24

.05978

.00400

103617

3161.31

.0287

.00107

110150

8

8258 98

.07879

.00645

104823

4215.08

.0391

.00175

107803

8

10323.73

.09944

.00847

103819

5268.85

.0500

,00265

105377

8

12388.48

.12030

.010875

102980

6222.62

.0613

.00372

103142

8

14453.22

.14163

.01405

102049

7376.39

.0734

.00517

100496

8

16517.97

.16338

.01712

101102

8430.16

.0859

.00664

98139

8

18582.71

.18505

.02051

100420

9483.94

.0995

.00844

95316

8

20047.46

.20624

.02484

100114

10537.71

.1136

.01062

92762

8

24776.95

.24961

.03220

99263

11591.48

.1283

.01306

90347

8

28906.45

.29699

.04300

97331

12645.25

.1448

.01609

87329

7

33030.80

.35341

.06096

93463

13699 83

.1668

.02097

82133

7

37159.65

.41149

.08421

...

14793 10

.1859

.02410

79576

...

...

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