Roots of certain transcendental equations for elastic angular regions Original Research Article

Certain important transcendental equations occur in the case of elastic angular regions while analyzing these regions for flexure, vibration, and buckling. Previously, these transcendental equations have been solved for roots and the data has been tabulated for different boundary conditions, as the angle of the region is varied. The purpose of this paper is to demonstrate that once we solve for the roots at a specific angular region, the roots for angular regions with angles ranging from 0 to 2π can be obtained via forward integration.