a. There is no shear stress, only hydrostatic compressive normal stress in all directions b. At the centre of the contact surface. c At the surface, some small radial distance away from the z-axis. O.At the centre of the sphere. Oe. On the z-axis, some small vertical distance into the sphere. C. QUESTION 17 Which of these alloys would you expect to have a true endurance limit? O a. Titanium. Ob.Copper. c. Magnesium. Od. Aluminum. Oc. QUESTION 18 Which failure theory is most accurate for use with a fully-hardened spring steel component whose elongation at fracture is 1%?

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter7: Analysis Of Stress And Strain
Section: Chapter Questions
Problem 7.2.26P: -26 A rectangular plate of dimensions 125 mm × 75 mm is subjected to tensile stress sy= 67 kPa and...
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QUESTION 16
Consider two spherical bodies pressed together as shown to produce contact stresses. Where does the maximum shear stress in the larger sphere occcur?
Sphere I
Ej. v
Pmax
Circular
contact
footprint-
- Semielliptic
pressure distribution
E. Va
Sphere 2
O a. There is no shear stress, only hydrostatic compressive normal stress in all directions.
O b. At the centre of the contact surface.
OC At the surface, some small radial distance away from the z-axis.
O d. At the centre of the sphere.
O e. On the z-axis, some small vertical distance into the sphere.
QUESTION 17
Which of these alloys would you expect to have a true endurance limit?
O a. Titanium.
Ob.Copper.
O. Magnesium.
O d. Aluminum.
QUESTION 18
Which failure theory is most accurate for use with a fully-hardened spring steel component whose elongation at fracture is 1%?
O a. Maximum Shear Stress Theory
Ob. Brittle Shear Stress theory.
Oc Maximum Normal Stress theory.
Od. Distortion Energy theory.
O e. Ductile Coulomb-Mohr theory.
Transcribed Image Text:QUESTION 16 Consider two spherical bodies pressed together as shown to produce contact stresses. Where does the maximum shear stress in the larger sphere occcur? Sphere I Ej. v Pmax Circular contact footprint- - Semielliptic pressure distribution E. Va Sphere 2 O a. There is no shear stress, only hydrostatic compressive normal stress in all directions. O b. At the centre of the contact surface. OC At the surface, some small radial distance away from the z-axis. O d. At the centre of the sphere. O e. On the z-axis, some small vertical distance into the sphere. QUESTION 17 Which of these alloys would you expect to have a true endurance limit? O a. Titanium. Ob.Copper. O. Magnesium. O d. Aluminum. QUESTION 18 Which failure theory is most accurate for use with a fully-hardened spring steel component whose elongation at fracture is 1%? O a. Maximum Shear Stress Theory Ob. Brittle Shear Stress theory. Oc Maximum Normal Stress theory. Od. Distortion Energy theory. O e. Ductile Coulomb-Mohr theory.
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