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In this video were going to take a look at stress transformation and Mohrs circle. Lets start by reminding ourselves about the stress element. The stress element is a useful way of describing the stresses acting at a single point within a body. In this video we will consider a 2D stress element, corresponding to a state of plane stress. The normal stresses -- and shear stresses -- are shown on the four faces of the element. Lets look at a simple example of a beam under axial load. Our stress element is aligned with the direction of the applied load, and so the stress state will be very simple. We will only have a normal stress of Sigma-X. Sigma-Y and the shear stresses will be zero. But we might want to rotate our stress element to get the stress state for a specific angle. If there was a weld in our structure, for example, we might want to determine the stresses perpendicular to the weld. Depending on how we choose to orient our stress element, we will get different values for t
