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A distributed force deforms a cuboid made from a new experimental material as shown. The slope of the highlighted edge of the cuboid is shown in the image below. W Use the following values in your working out: b y a = 22 b = 1.4 m y = ax c = 3.2 m w = 250 x10^6 N/m Elat = -65 µm/m ४ a) Calculate the shear modulus for the material. b) Using Young's Modulus = 10 GPa, calculate the Poisson's ratio for the material. c) A small cube of the material is sent to a lab for testing and subjected to uniaxial deformation until a lateral strain of lat is developed. What is the signed axial strain, Eax in this test cube? d) By estimating relevant loads, dimensions, and material properties, estimate the approximate average normal strain developed in one load-bearing component shown in the image below. If no load is obvious in the image shown, assume a load that the object might be expected to encounter. Clearly state all assumptions.

A distributed force deforms a cuboid made from a new experimental material as shown. The slope of the highlighted edge of the cuboid is shown in the image below. W Use the following values in your working out: b y a = 22 b = 1.4 m y = ax c = 3.2 m w = 250 x10^6 N/m Elat = -65 µm/m ४ a) Calculate the shear modulus for the material. b) Using Young's Modulus = 10 GPa, calculate the Poisson's ratio for the material. c) A small cube of the material is sent to a lab for testing and subjected to uniaxial deformation until a lateral strain of lat is developed. What is the signed axial strain, Eax in this test cube? d) By estimating relevant loads, dimensions, and material properties, estimate the approximate average normal strain developed in one load-bearing component shown in the image below. If no load is obvious in the image shown, assume a load that the object might be expected to encounter. Clearly state all assumptions.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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A distributed force deforms a cuboid made from a new experimental material as shown. The slope of the highlighted edge of the cuboid is shown in the image below. W Use the following values in your working out: b a = 22 b = 1.4 m y = ax c = 3.2 m w = 250 x10^6 N/m Elat= -65 μm/m X a) Calculate the shear modulus for the material. b) Using Young's Modulus = 10 GPa, calculate the Poisson's ratio for the material. c) A small cube of the material is sent to a lab for testing and subjected to uniaxial deformation until a lateral strain of Elat is developed. What is the signed axial strain, Eax in this test cube? d) By estimating relevant loads, dimensions, and material properties, estimate the approximate average normal strain developed in one load-bearing component shown in the image below. If no load is obvious in the image shown, assume a load that the object might be expected to encounter. Clearly state all assumptions.
Transcribed Image Text:A distributed force deforms a cuboid made from a new experimental material as shown. The slope of the highlighted edge of the cuboid is shown in the image below. W Use the following values in your working out: b a = 22 b = 1.4 m y = ax c = 3.2 m w = 250 x10^6 N/m Elat= -65 μm/m X a) Calculate the shear modulus for the material. b) Using Young's Modulus = 10 GPa, calculate the Poisson's ratio for the material. c) A small cube of the material is sent to a lab for testing and subjected to uniaxial deformation until a lateral strain of Elat is developed. What is the signed axial strain, Eax in this test cube? d) By estimating relevant loads, dimensions, and material properties, estimate the approximate average normal strain developed in one load-bearing component shown in the image below. If no load is obvious in the image shown, assume a load that the object might be expected to encounter. Clearly state all assumptions.
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