Abstract
Most constructive calculations in elastic environments, representing the various details of the car elements, require determining the displacement state and strained and deformed ones. Generally, an elementary volume has six pages with all strains. The simplest operations with elementary volumes use principal stresses. Finding them requires solving a third-degree equation, and then Mohr’s circle can achieve various analytical or graphical findings. Usually, an elementary volume is filled with tangential and normal stresses. Its principal stresses are magnitude and orientation. This research aims to determine the main stressed state orientations of the stressed state. Afterward, we deal with the determination of the stressed state, unlike other traditional methods where the principal stresses are determined first and then their orientations. The scientific novelty in this article must do with a new alternative method of determining the stressed state of different elements and mechanical constructions. This method consists of rotating the stressed 3D element around the axes to analytically or graphically find the components of the stressed state in Mohr’s space. Keywords: Principal Orientation, Principal Stress, Mohr’s Circle, Mohr’s Direction, Mohr’s Face DOI： https://doi.org/10.35741/issn.0258-2724.58.2.16
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