Repeat Prob. 5–19 by first plotting the failure loci in

Repeat Prob. 5–19 by first plotting the failure loci in the σA, σB plane to scale; then for each stress state, plot the load line and by graphical measurement estimate the factor of safety. (a) σx = 25 kpsi, σy = 15 kpsi  (b) σx = 15 kpsi, σy = -15 kpsi  (c) σx = […]

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A brittle material has the properties Sut = 30 kpsi

A brittle material has the properties Sut = 30 kpsi and Suc = 90 kpsi. Using the brittle CoulombMohr and modified-Mohr theories, determine the factor of safety for the following states of plane stress. (a) σx = 25 kpsi, σy = 15 kpsi  (b) σx = 15 kpsi, σy = -15 kpsi  (c) σx = […]

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Repeat Prob. 5–12 by first plotting the failure loci in

Repeat Prob. 5–12 by first plotting the failure loci in the σA, σB plane to scale; then for each stress state, plot the load line and by graphical measurement estimate the factor of safety A ductile material has the properties Syt = 60 kpsi and Syc = 75 kpsi. Using the ductile Coulomb-Mohr theory, determine […]

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A ductile material has the properties Syt = 60 kpsi

A ductile material has the properties Syt = 60 kpsi and Syc = 75 kpsi. Using the ductile Coulomb-Mohr theory, determine the factor of safety for the states of plane stress given in Prob. 5–3. For a bar of AISI 1030 hot-rolled steel and: (a) σx = 25 kpsi, σy = 15 kpsi  (b) σx […]

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Repeat Prob. 5–1 by first plotting the failure loci in

Repeat Prob. 5–1 by first plotting the failure loci in the σA, σB plane to scale; then, for each stress state, plot the load line and by graphical measurement estimate the factors of safety. A ductile hot-rolled steel bar has a minimum yield strength in tension and compression of 350 MPa. Using the distortion-energy and […]

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A round cold-drawn 1045 steel rod has a mean strength S̅y = 95.5

A round cold-drawn 1045 steel rod has a mean strength S̅y = 95.5 kpsi with a standard deviation of σ̂ = 6.59 kpsi. The rod is to be subjected to a mean static axial load of P̅ = 65 kip with a standard deviation of σ̂P  = 5.0 kip. Assuming the strength and load have normal distributions, determine the reliabilities corresponding to the design factors of  […]

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Program the shear-lag solution for the shear-stress state into your

Program the shear-lag solution for the shear-stress state into your computer using Eq. (9–7). Determine the maximum shear stress for each of the following scenarios: Provide plots of the actual stress distributions predicted by this analysis. You may omit thermal stresses from the calculations, assuming that the service temperature is similar to the stress-free temperature. […]

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The drawing shown is of a mounting fixture to locate

The drawing shown is of a mounting fixture to locate and orient a rod (not shown) through the large bore. The fixture will be bolted to a frame through the four bolt holes that are countersunk to recess the bolt heads. The bolt holes have too much clearance to properly align the rod, so the […]

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Answer the following questions regarding material condition modifiers.(a) What are

Answer the following questions regarding material condition modifiers. (a) What are the three material condition modifiers? (b) Which one is the default if nothing is specified? (c) Which one(s) can provide “bonus” tolerance? (d) Which of the following is increased by a bonus tolerance? (Select one.) i. A size dimension. ii. A ± tolerance of […]

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For the part shown, answer the following questions with regard

For the part shown, answer the following questions with regard to the cylindrical boss. (a) What are the maximum and minimum diameters allowed for the boss? (b) What is the effect of the position tolerance of 0.2 on the diameters specified in part (a)? (c) The position control defines a tolerance zone. Specifically what must […]

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