From the figure shown, Material 1 (brown) is enclosed inside Material 2 (grey). If there would be a load directly appliediscussionson material 2, what should be the minimum inside diameter of material 2, so that there is no contact pressure betweenthe material 1 and material 2?GradesForce P = 357.5 kNPeople%3DDiameter of Material 1 = 88.75 mmPagesPoisson's Ratio = 0.355SyllabusModulus of Elasticity of Mat. 2 88.56 x 10 A9 N/m^2QuizzesModulesBigBlueButtonCollaborationsBadgesGoogle DriveOffice 365ChatTLP Manila LibranyVideo PresentationCanvas LMSSatisfactory SunveyILP STUDENTSCOVID-19

Given:P=357.5 KND=88.75 mmμ=0.355E=88.56*109 Pa

From the figure shown, Material 1 (brown) is enclosed inside Material 2 (grey). If there would be a load directly applied on material 2, what should be the minimum inside diameter of material 2, so that there is no contact pressure between the material 1 and material 22 Force P = 357.5 kN Diameter of Material 1-88.75 mm %3D Poisson's Ratio - 0.355 !3! Modulus of Elasticity of Mat 2 = 88.56 x 10 9 N/m^2

From the figure shown, Material 1 (brown) is enclosed inside Material 2 (grey). If there would be a load directly applied on material 2, what should be the minimum inside diameter of material 2, so that there is no contact pressure between the material 1 and material 22 Force P = 357.5 kN Diameter of Material 1-88.75 mm %3D Poisson's Ratio - 0.355 !3! Modulus of Elasticity of Mat 2 = 88.56 x 10 9 N/m^2

Refrigeration and Air Conditioning Technology (MindTap Course List)

8th Edition

ISBN:9781305578296

Author:John Tomczyk, Eugene Silberstein, Bill Whitman, Bill Johnson

Publisher:John Tomczyk, Eugene Silberstein, Bill Whitman, Bill Johnson

Chapter42: Heat Gains And Heat Losses In Structures

Section: Chapter Questions

Problem 11RQ: If a wall is made up of four different materials, all layered one on top of the other, how will the...

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From the figure shown, Material 1 (brown) is enclosed inside Material 2 (grey). If there would be a load directly applied on material 2, what should be the minimum inside diameter of material 2, so that there is no contact pressure between the material 1 and material 2? Force P = 357.5 kN Diameter of Material 1 = 88.75 mm Poisson's Ratio = 0.355 Modulus of Elasticity of Mat. 1 88.56 x 10 9 N/m^2 Note: Final answer in 4 decimal places.
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