The transverse joint must be designed empirically as the stresses in it are indeterminate. The common form of joint for pipes less than 48 inches in diameter is a single-riveted lap joint, and for larger pipes or for pipes exposed to unusual stresses, a double riveted lap joint is used. The same size rivets are used as in the longitudinal joint. The maximum permissible distance between rivets should be used in the transverse joint.

TABLE 41
Properties of Riveted Joints
(Chicago Bridge and Iron Works)
Type of JointThickness Plate, InchDiameter of Rivet, InchPitch, InchesEfficiency of Joint, Per CentThickness Butt Plate, Inches
Single-riveted lap¼1.8849
¼¾2.2550
5
16
2.6350
Double riveted lap¼2.5070
5
16
¾3.0071
3.4071
Triple riveted lap¼½2.3974
5
16
2.9674
¾3.5375
7
16
4.0976
Quadruple riveted lap3.2077
7
16
¾3.9078
Double riveted butt½3.6272
9
16
3.6272
3.6272
11
16
3.62727
16
¾14.12737
16
13.8271½
113.48689
16
Triple riveted butt4.9480½
¾15.62809
16
15.16789
16
114.66769
16
Quadruple riveted butt¾17.1384¾
16.518311
16
115.8481

Pipes used as compression members of a bridge are stiffened by riveting standard rolled steel sections longitudinally on the pipe.

Fig. 78.—Lock Bar Pipe.

Lock Bar Pipe is a steel pipe with a special form of joint made by the East Jersey Pipe Corporation. It is arranged as shown in Fig. 78 and has the advantage of developing the full strength of the plate. It is equivalent to a joint with 100 per cent efficiency, which permits the use of thinner plates.

101. Design of Wood Stave Pipe.—In the design of wood stave pipe[[66]] the entire bursting pressure is taken up by steel bands wrapped around the outside of wood staves which make up the shell of the pipe. The pipe is not designed to resist external loads except those which may be overcome by the internal pressure in the pipe. The thickness of the staves is fixed by experience. The sizes of staves and bands recommended by J. F. Partridge[[67]] are given in Table 40. The size of the steel bands can be determined from the expression;

S = Cr(R + t)

in which S = the total stress in the band; R = the radius of the inside of the pipe; t = the thickness of the stave; r = the area of bearing per unit length of the band on the wood. For circular bands it is assumed as the radius of the band; C = the crushing strength of wood, usually taken at 650 pounds per sq. in.

The preceding expression can be derived easily by the application of the laws of mechanics, and from it the expression for the distance between bands follows logically. It is,