Question 1 The biaxial stress element of an isotropic and homogenous material is loaded as shown in figure 1 below. Y Oxz =185 MPa Ty = 3D 60 MPа 25° o =180 MPa yz Figure 1 (a) Determine the...


Question 1<br>The biaxial stress element of an isotropic and homogenous material is loaded as<br>shown in figure 1 below.<br>Y<br>Oxz =185 MPa<br>Ty =<br>3D 60 MPа<br>25°<br>o =180 MPa<br>yz<br>Figure 1<br>(a) Determine the magnitudes, and senses of the direct and shear stresses which<br>act on the inclined plane as shown in figure 1 using the First Principle<br>method.<br>(b) Using the standard formulae, determine for the element of stressed,<br>homogeneous, isotropic material, shown in figure 1, the following:<br>(i)<br>The magnitudes of principal stresses and their associated planes<br>relative to the x-axis for positive angles.<br>The magnitudes of maximum shear stresses and their associated<br>planes relative to the x-axis for positive angles.<br>Magnitudes of direct and shear stresses acting on the inclined plane.<br>(ii)<br>(ii)<br>

Extracted text: Question 1 The biaxial stress element of an isotropic and homogenous material is loaded as shown in figure 1 below. Y Oxz =185 MPa Ty = 3D 60 MPа 25° o =180 MPa yz Figure 1 (a) Determine the magnitudes, and senses of the direct and shear stresses which act on the inclined plane as shown in figure 1 using the First Principle method. (b) Using the standard formulae, determine for the element of stressed, homogeneous, isotropic material, shown in figure 1, the following: (i) The magnitudes of principal stresses and their associated planes relative to the x-axis for positive angles. The magnitudes of maximum shear stresses and their associated planes relative to the x-axis for positive angles. Magnitudes of direct and shear stresses acting on the inclined plane. (ii) (ii)

Jun 11, 2022
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