Abstract
The foregoing results make it possible to formulate approximate solutions of linear problems (in four approximations) for the steady-state diffraction and propagation of waves of different physical natures in bodies bounded by noncircular cylindrical surfaces. The problem is reduced in each approximation to corresponding problems in a circular cylindrical coordinate system with identical homogeneous equations in all approximations and different right-hand sides of the boundary conditions in each approximation. The results are obtained in a general form for all linear problems of continuum mechanics.
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