Yield strength,• Fatigue strength,• Impact strength,• Hardness,• Ductility,• Elastic limit,• Damping capacity,• Creep strength,• Rupture strength.
The following is the discussion on these material properties.
2.1.1 Structure Insensitive Properties
These are well stablished and defined properties of a metal. These properties are standard from one piece of metal to another, from the engineering aspect they do not change. These properties are verifiable and can be tested for verification. These can be calculated, rationalized by consideration of the chemical compositions and crystallographic structure of metal.
2.1.2 Structure Sensitive Properties
These properties are dependent upon chemical and microstructural details of the metal. These chemical and microstructural details get altered through the manufacturing and processing history of the metal. Even the size of the sample can affect these properties. All mechanical properties of metal except the Elastic Moduli are Structure sensitive properties. And all the physical properties except the Ferromagnetic properties are Structure insensitive properties of the metal. Corrosion, Optical, and Nuclear properties are all structure insensitive properties.
Now we briefly discuss these properties as they apply to metals in engineering application.
2.1.3 Mechanical Properties
Mechanical properties of metals make them useful for engineering applications. These properties make them strong, playable, to form shape and still retain their strength. Metals possess a combination of properties like toughness, strength and ductility that vary from metal to metal this variation allows the choice of specific metal for specific needs of the structure. These properties of some metals like steel, and aluminum can be altered and improved to make them more suitable for specific objectives.
Through a combination of both alloy selection and heat treatment gives design engineers a selection of mechanical properties in metals to choose from. During the fabrication process too, the applied heat, joining methods like welding and brazing choice of filler metal for welding all affect metal’s mechanical properties. Some of these properties are counter to each other; that is, if you increase one property the other may be lowered and vice versa. This leads to some compromises in selection process. This brings in the importance of fully knowing the properties of metals. To know the specific properties of metal in given condition and during its formation during fabrication it is essential to test and know exact properties of the material that is being used for design purpose.
In the following paragraphs a brief introduction to some of the mechanical properties is discussed.
2.1.3.1 Modulus of Elasticity
The ability of a metal to resist stretching (stain) under the stress is defined by the ratio of the two. This is called the Modulus of Elasticity and indicated by letter E. This is a constant value for specific metal. The Table 2.2 below gives Modulus of Elasticity values of some of the common engineering metals.
where;
Table 2.2 Modulus of elasticity of common engineering metals.
| Metal | Modulus of elasticity, psi |
| Aluminum | 9.0 × 106 |
| Beryllium | 42.0 |
| Columbium | 15.0 |
| Copper | 16.0 |
| Iron | 28.5 |
| Lead | 2.0 |
| Molybdenum | 46.0 |
| Nickel | 30.0 |
| Steel, (Carbon and alloy steels) | 29.0 |
| Tantalum | 27.0 |
| Titanium | 16.8 |
| Tungsten | 59.0 |
The elastic modulus is a structure sensitive property, (see Table 2.1) is not changed by metal’s gain size, cleanliness, by significant alloying, or by heat treatment. However, modulus of elasticity decreases with increasing temperatures, and the rate of change is not same for all metals.
The modulus indicates that, how much a beam would deflect elastically under the load, or a bar would elastically stretch, when loaded. In welding engineering the modulus is frequently used to determine the level of stress created in a piece of metal when it is forced to stretch elastically for a specific amount. In this case the stress (σ) can be determined by multiplying the strain (ϵ) by the modulus of elasticity (E) which is a constant for the given metal.
2.1.3.2 Tensile Strength
By far the most often used property is the metals’ ability to sustain the load while it is put under tensile strain. During testing, it is determined by the sustained load at which the test specimen breaks or the metal has lost its elasticity and entered in the Plastic state and deformed. This value is divided by the cross-section of the specimen being tested to obtain the Ultimate Tensile Strength (UTS) of the metal under test. The Figure 2.1 below is the tensile test graph of typical mild steel, it indicates the key points of mechanical behavior during the testing.
Figure 2.1 A typical strain
