Final answer:
The question revolves around the stress analysis due to bending and torsion in an engineering context, requiring the drawing of Mohr's circle, application of Hooke's law, and comparison of theoretical and practical strain measurements to discuss the superposition principle.
Step-by-step explanation:
The analysis of combined stresses in an element situated at the location of gauges 7 and 8 is a multi-step process that involves understanding the stress states due to bending and torsion, drawing Mohr's circle, and utilizing Hooke's law to connect theoretical stresses to the corresponding strains. The superposition principle is applied throughout this process to combine the effects of different types of stresses, and the validity of this approach is evaluated by comparing the measured strain to the theoretical predictions.
In part (a), we examine the stresses on an element located where gauges 7 and 8 are placed, by considering both bending and torsional stresses. Part (b) involves using Mohr's circle to find the principal stresses and their respective directions, and aligning the drawn element with these directions. In part (c), we calculate the Normal strains using Hooke's Law based on the theoretical principal stresses obtained. For part (d), the ratio of the measured strain to predicted strain is calculated for both gauges to analyze the accuracy of the theoretical model.
During the discussion in 9.4.1, the application of superposition during the laboratory exercise is identified and critiqued, addressing the principle's limitations. For discussion point 9.4.2, the disparities between measured and computed strain values are discussed, considering the significance of these differences and possible explanations for discrepancies.