Here,  and  are the unknown constants. Further, it should be noted that for the axisymmetric problem the displacement in fibre must be bounded. This poses a condition that the constant  as in Equation (7.178). The continuity of the displacement components at the interface may be written as
 |
(7.243) |
Figure 7.11: Undeformed and deformed concentric cylinders under shear  |
The first continuity condition of the above equation gives the relation
 |
(7.244) |
which is same as the first of Equation (7.180). The remaining two displacement continuity conditions give
 |
(7.245) |
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