A knowledge of the properties of a material is essential to every engineer. This enables suitable material choice for a particular application, appropriate design of the components or parts, and their protection, where necessary, from corrosion or damage.
Material properties
The behaviour of a metal under various conditions of loading is often described by the use of certain terms: Tensile strength. This is the main single criterion with reference to metals. It is a measure of the material's ability to withstand the loads upon it in service.
Terms such as 'stress', 'strain', 'ultimate tensile strength*, 'yield stress' and 'proof stress' are all different methods of quantifying the tensile strength of the material. Ductility, This is the ability of a material to undergo permanent change in shape without rupture or loss of strength.
Brittleness, A material that is liable to fracture rather than deform when absorbing energy (such as impact) is said to be brittle. Strong materials may also be brittle. Malleability. A material that can be shaped by beating or rolling is said to be malleable. A similar property to ductility. Plasticity. The ability to deform permanently when load is applied. Elasticity.
The ability to return to the original shape or size after having been deformed or loaded. Toughness. A combination of strength and the ability to absorb energy or deform plastically. A condition between brittleness and softness. Hardness. A material's ability to resist plastic deformation usually by indentation.
Testing of materials
Various tests are performed on materials in order to quantify their properties and determine their suitability for various engineering applications. For measurement purposes a number of terms are used, with 'stress' and 'strain' being the most common. Stress, or more correctly "intensity of stress', is the force acting on a unit area of the material.
Strain is the deforming of a material due to stress. When a force is applied to a material which tends to shorten or compress it, the stress is termed 'compressive stress'. When the force applied tends to lengthen the material it is termed 'tensile stress'. When the force tends to cause the various parts of the material to slide over one another the stress is termed 'shear stress'.
Tensile test
A tensile test measures a material's strength and ductility. A specially shaped specimen of standard size is gripped in the jaws of a testing machine, and a load gradually applied to draw the ends of the specimen apart such that it is subject to tensile stress.
The original test length of the specimen, LI, is known and for each applied load the new length, L-2, can be measured. The specimen will be found to have extended by some small amount, Lg—LI. This deformation, expressed as
(extension /original length) this known as the linear strain.
Additional loading of the specimen will produce results which show a uniform increase of extension until the yield point is reached. Up to the yield point or elastic limit, the removal of load would have resulted in the specimen returning to its original size.
continues beyond the yield point the specimen will 'neck' or reduce in cross section. The load values divided by the original cross section would give the shape shown. The highest stress value is known as the 'ultimate tensile stress' (UTS) of the material. Within the elastic limit, stress is proportional to strain, and therefore
stress /strain = constant
This constant is known as the 'modulus of elasticity* (E) of the material. The yield stress is the value of stress at the yield point. Where a clearly defined yield point is not obtained, a proof stress value is given.
This is obtained by drawing a line parallel to the stress—strain line at a value of strain, usually 0.1%. The intersection of the two lines is considered the proof stress.
A 'factor of safety' is often specified for materials where this is the ratio of ultimate tensile strength to working stress, and is always a value greater than unity.
factor of safety = UTS / working stres
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