STEADY-STATE FORCED VIBRATIONS OF A RECTANGULAR ORTHOTROPIC PLATE

摘要

We analytically solve the problem of forced steady-state vibrations of an orthotropic rectangle. The problem is reduced to a quasiregular infinite system of linear equations by the superposition method. The use of Koyalovich limitants enables us to obtain bilateral estimates for the entire infinite sequence of unknowns. Numerical examples of the realization of an algorithm are presented.