Fuzzy response to SH guided-wave scattering by semicircular depressions on the boundary of a ribbon-shaped elastic plate

In this paper, the fuzzy scattering problem with semicircular depressions on boundary of a band-shaped elastic plate steady SH guided wave incident is studied and an analytical solution given. First, constructed by expansion method, then scattered satisfying free condition stress strip domain cumulative mirror method. Finally, definite equation obtained based fact that shear at edge semi-circular recessed hole zero. ambiguity number waves width bands taken into account. order to avoid irreversibility interval algorithm difficulty solving non-linear equations, membership function quantity segmented make degree correspond respectively. A deterministic translates piecewise processing. Two numerical examples are given examine changes in response different numbers thicknesses dynamic concentration factor hoop collapse limit.