The information in the photo attached shows elastic properties of a human tibula bone. If you were to take a small cuboidal cross section of the tibula bone and apply the ultimate shear stress, what would be the resulting strain?
The information in the photo attached shows elastic properties of a human tibula bone. If you were to take a small cuboidal cross section of the tibula bone and apply the ultimate shear stress, what would be the resulting strain?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
The information in the photo attached shows elastic properties of a human tibula bone. If you were to take a small cuboidal cross section of the tibula bone and apply the ultimate shear stress, what would be the resulting strain?
(a) 1.0 %
(b) 6.7 %
(c) 10 %
(d) 15 %
(e) None of the above.
Transcribed Image Text:**Material Properties Table**
| Property | Modulus | Ultimate Stress |
|---------------|--------------------|------------------|
| Compression | 20 GPa (Y) | 200 MPa |
| Tension | 10 GPa (Y) | 100 MPa |
| Shear | 0.5 GPa (S) | 75 MPa |
**Explanation:**
The table presents the mechanical properties of a material under different types of stress. It includes values for both the modulus and the ultimate stress for each type:
- **Compression:**
- Modulus: 20 GPa (Gigapascals)
- Ultimate Stress: 200 MPa (Megapascals)
- **Tension:**
- Modulus: 10 GPa
- Ultimate Stress: 100 MPa
- **Shear:**
- Modulus: 0.5 GPa
- Ultimate Stress: 75 MPa
The modulus values, denoted by GPa, indicate the material's stiffness under each type of stress, while the ultimate stress values, denoted by MPa, show the maximum stress the material can withstand before failure.
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