When a stress elastic elongation is applied to a specimen in the zdirection the specimen contracts in the x and y directions In this system z is called the strain in the zdirection ID: 1048549
Download Presentation The PPT/PDF document "Poisson’s ratio ( " is the property of its rightful owner. Permission is granted to download and print the materials on this web site for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.
1. Poisson’s ratio (): When a stress (elastic elongation) is applied to a specimen in the z-direction, the specimen contracts in the x and y- directions. In this system, z is called the strain in the z-direction. x and y are called the strains in the x and y directions. In this system, z is positive, x and y are negative. x and y are equal to each other because the applied stress is only applied in the z-direction. Figure 6.8
2. Figure 6.4: Stress-strain plot for an elastic deformation
3. Figure 6.8
4.
5. Poisson’s ratio() is the ratio of lateral stains (x and y) to the axial strain (z).Plastic Deformation: For most materials, after strains of 0.005, elastic deformation is no longer true. After strains of 0.005, the stress is no longer directly proportional to the strain. After strains of 0.005, plastic deformation occurs. Figure 6.9.a
6. TENSILE PROPERTIES: These are the properties related to the deformation behavior of a material.Yielding (akma): If a material is deforming plastically, this is called yielding.Proportional Limit: The initial point where the stress-strain curve deviates from linearity is called the proportional limit. The point P in Figure 6.9.a Yield Strength: The yield strength is defined as the stress at which a material begins to deform plastically. Its symbol is y.
7.
8. Tensile Strength: It is the maximum stress on the stress-strain curve. Figure 6.10 A small necking forms in the material after the tensile strength point on the stress-strain curve. Necking (Boyun verme): The contraction (daralma) of the specimen at its middle point. At point F in Figure 6.10, the specimen fractures or ruptures due to its break from the necking region. Fracture Strength: It is the fracture or rupture stress at the fracture point (F) on the stress-strain curve of Figure 6.10.
9. Ductility: It is the degree of plastic deformation upto the fracture point of a material. Ductile: If a material experiences a plastic deformation upto the fracture point, then it is called a ductile material. Brittle: If a material experiences very little or no plastic deformation upto the fracture point, then it is called a brittle material. Figure 6.13Toughness: It is the ability of a material to absorb energy upto the fracture point. Toughness is the area under the stress-strain curve of a material. Figure 6.13 The unit of toughness is Energy per unit volume. (J/m3)
10.
11. Mechanical properties:
12. Mechanical properties:
13. Mechanical properties:
14. Mechanical properties: