Engineering Board Exam Reviewer · Strength of Materials · easy
In strength of materials, stress is defined as:
- The change in length per unit original length
- The internal resisting force per unit area of a cross section
- The ratio of lateral strain to axial strain
- The energy stored per unit volume
Answer
B. The internal resisting force per unit area of a cross section
Solution
Stress ( = P/A for axial loading) is the intensity of internal force acting on a unit area of a cross section.
More Strength of Materials questions
- At a point in a stressed body, x = 100 MPa (tension), y = 30 MPa (tension), and xy = 40 MPa. What is the maximum in-plane shear stress?
- At a point in a stressed body, x = 100 MPa (tension), y = 30 MPa (tension), and xy = 40 MPa. What is the maximum principal stress?
- A bar is subjected to a uniaxial tensile stress of 140 MPa. What is the maximum shear stress developed at any plane in the bar?
- At a point, x = 90 MPa, y = 25 MPa, and xy = 35 MPa (all positive in the standard sign convention). What is the normal stress on a plane…
- At a point in a stressed body, x = 90 MPa (tension), y = 25 MPa (tension), and xy = 35 MPa. What is the maximum in-plane shear stress?
- At a point in a stressed body, x = 90 MPa (tension), y = 25 MPa (tension), and xy = 35 MPa. What is the maximum principal stress?
- A bar is subjected to a uniaxial tensile stress of 120 MPa. What is the maximum shear stress developed at any plane in the bar?
- At a point, x = 80 MPa, y = 20 MPa, and xy = 30 MPa (all positive in the standard sign convention). What is the normal stress on a plane…
- At a point in a stressed body, x = 80 MPa (tension), y = 20 MPa (tension), and xy = 30 MPa. What is the maximum in-plane shear stress?
- At a point in a stressed body, x = 80 MPa (tension), y = 20 MPa (tension), and xy = 30 MPa. What is the maximum principal stress?