Q1. The 3D stress tensor for a bar subjected to multiaxial loads, relative to a standard x, y, z cartesian coordinate sy

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Q1. The 3D stress tensor for a bar subjected to multiaxial loads, relative to a standard x, y, z cartesian coordinate sy

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Q1 The 3d Stress Tensor For A Bar Subjected To Multiaxial Loads Relative To A Standard X Y Z Cartesian Coordinate Sy 1
Q1 The 3d Stress Tensor For A Bar Subjected To Multiaxial Loads Relative To A Standard X Y Z Cartesian Coordinate Sy 1 (59.95 KiB) Viewed 14 times
Q1. The 3D stress tensor for a bar subjected to multiaxial loads, relative to a standard x, y, z cartesian coordinate system, is represented in matrix form below:: b с [Tuj] = α d fl e f | MPa MPа i] Lg h Given the following direction cosines (m1, m2, 13 and n3) that define the transformed x, y, z' axes in the element, determine the remaining 3D direction cosines and write in matrix form. Refer to your student ID number in the lookup table below for the given stresses a-i and direction cosines (my, m2, 13 and nz). [Q1 TOTAL: 30 marks] Q1 Lookup Table Data by Student ID Student ID 2003707 a 82 30 0 30 0 o 0 1 0.1111
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