Abstract:
Application of an operating method to the solution of Cauchy problem for heterogeneous differential equation of $n$-degree is considered. The formula of this aquation general integral is obtained. ̉he operating method is also used for solving boundary-value problems of mechanics of solids. It appears very effective in analytical examination of bend and stability of elastic-prismatic rods. Bibliogr. 6. Il. 2.
Keywords:differential equation, operating method, Cauchy problem, boundary-value problems, bend and stability of rods.