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A strain-rate dependence test is conducted on samples of Al 6061-T6. Two identical bars are tested. The first bar is pulled at a constant strain rate to generate a baseline performance result. The second bar is pulled at the same strain rate until it reaches a strain of 0.020. Then, a higher strain rate is imposed, and after a brief transient, the flow curve at this higher strain rate is established at a strain of 0.030. This higher strain rate is maintained throughout the rest of the experiment. The graphs above are generated as a result, which illustrate the stress-strain response for each strain-rate case. The same information is shown in both plots, but the second plot shows a closer view of the transient strain-rate region. Assuming the strain rate in the initial experiment was 0.0020 S^-1 and the increased rate in the second experiment was 0.008 s^-1, calculate the strain-rate sensitivity (or m value) for Al 6061-T6 based on this data. Perform this evaluation at an engineering strain of 0.030. Assume the effective elastic modulus of the sample and the loading system is 50 GPa.
Package Design Brief: Assume you are the packaging engineer for a large consumer products company. In this company, the Packaging Design Briefs are initiated by the marketing group and forwarded to the Package Engineering group.
Define dynamic viscosity, Determine the centroid, Pressure due to the height of liquid, Advantage of changing the liquid, Calculate the total moment about the hinge of the seal gate.
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8 x product engineering and design review (week 2 – 12), ~3 pages per item which must contain a brief description of the product then delve into concepts such as materials selection, manufacturing methods, life cycle analysis, recyclability and overa..
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Determine maximum total bending moment (static plus dynamic) of the beam under steady-state conditions.
Determine the magnitude of the horizontal and vertical components of the force of the water on the gate.
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