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Hoop Stress (MPa)<br />

95<br />

93<br />

91<br />

89<br />

87<br />

85<br />

83<br />

81<br />

79<br />

77<br />

75<br />

0 1 2 3 4 5 6 7 8<br />

Figure 3.30: Hoop Stress versus L/W Ratio (2 different materials)<br />

From Figure 3.30, as the length of composite repair <strong>an</strong>d ply thickness increase,<br />

the hoop stress that is measured in the centre of the notch root of the steel pipe model<br />

decreases until the minimum value is reached at 80.64 MPa (i.e. referring to carbon<br />

epoxy with 18 plies). Most of the repaired pipes with variable plies have reached their<br />

minimum stresses as the composite repair length is around 160 mm except for carbon<br />

epoxy with four plies where, at this length, the maximum hoop stress occurs. However,<br />

a further increase in length of the composite repair of each variable ply, gradually<br />

increases the hoop stress. Hence, from the graph, the optimum length of repair for the<br />

defect width of 40 mm is 160 mm.<br />

L/W Ratio<br />

Table 3.13 summarises the axial stress results against the ratio of repair length to<br />

notch length. Likewise, the phenomenon of the hoop stress distribution, as shown in<br />

Figure 3.30, occurs in the axial stress distribution but at a smaller magnitude, as referred<br />

to in Figure 3.31. The minimum axial stress that has been recorded for 18 plies of<br />

carbon epoxy composite at a length of 160 mm is 34.75 MPa.<br />

110<br />

4 Plies Glass/Epoxy<br />

4 Plies Carbon/Epoxy<br />

8 Plies Glass/Epoxy<br />

8 Plies Carbon/Epoxy<br />

12 Plies Glass/Epoxy<br />

12 Plies Carbon/Epoxy<br />

18 Plies Glass/Epoxy<br />

18 Plies Carbon/Epoxy

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