Mechanical properties of steel
Mechanical properties of steel
Name | Unit | Definition |
Tensile strength | MPa (N/mm²) | When the steel is stretched, the ratio of the maximum load it bears before breaking to the original cross-sectional area of the steel specimen is called the tensile strength |
The flexural strength | MPa (N/mm²) | The maximum normal stress that the steel bears when the steel is broken under the concentrated load between the two supports. |
Compressive strength | MPa (N/mm²) | The maximum normal stress that can be withstood without breaking or cracking just under the pressure |
At the yield point, | MPa (N/mm²) | The load no longer increases during the tensile process of the steel, and the phenomenon that the steel specimen continues to deform is called "yield". The stress at which the yield phenomenon occurs is called the yield point or yield limit |
Yield strength | MPa (N/mm²) | For some steel materials where the yield phenomenon is not obvious, it is difficult to determine the yield point. The stress that produces 0.2% permanent deformation is often regarded as the yield point, which is called the yield strength or conditional service limit. |
Elastic limit | MPa (N/mm²) | Steel can maintain the maximum stress of elastic deformation |
Cross-sectional shrinkage rate | % |
The percentage of the maximum reduction of the cross-sectional area at the neck of the steel after the steel is broken to the original cross-sectional area
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Elongation | % | When the steel material is stretched, after the steel sample is broken, the percentage of the length of the gauge length added to the original gauge length. |
Poisson's ratio | For isotropic steel materials, Poisson's ratio means: the ratio of the relative shrinkage in the transverse direction to the relative elongation in the axial direction when the steel specimen is uniaxially stretched | |
Impact value, | J J/cm² | The resistance of steel materials to impact loads is called toughness, and is usually measured by the impact value. With a sample of a certain size and shape, when the test machine of a specified type is broken by an impact load, the work consumed per unit area at the groove of the sample. |
Shear strength | MPa (N/mm²) | The average shear stress of the shear section under the maximum load before the steel specimen is sheared |
Endurance strength | MPa (N/mm²) | The stress value that the steel material undergoes when it breaks at a given temperature (T) after a specified time (t) |
Creep limit | MPa (N/mm²) | Steel material at a given temperature (T) and within a specified time (t), the steel sample produces a stress value of a certain amount of creep deformation |
Fatigue limit | MPa (N/mm²) | The maximum stress that a material can withstand when subjected to a certain number of stress cycles N under symmetric bending stress without breaking. For steel, if the number of stress cycles N reaches 10000000-100000000 times and fatigue fracture does not occur, it can be considered that as the number of cycles increases, fatigue fracture will no longer occur. |
Relaxation | Due to creep, under the condition that the total deformation of the steel material is constant, the stress gradually reduced with time is called stress relaxation, referred to as relaxation | |
Elastic mold | GPa(N/mm²) | In the elastic range, when the steel tensile experiment, the external force and deformation increase proportionally, that is, when the stress and should become a proportional relationship, this proportional coefficient is called the elastic mold, also called positive Modulus of elasticity |
Shear die | GPa(N/mm²) | Steel is in the elastic range, when torsion test is performed, the external force and deformation increase proportionally, that is, when the stress and the strain should become proportional, this proportional coefficient is called shear elasticity Mould. |
Fracture toughness | The ability of steel to resist crack propagation. | |
Hardness | Hardness is not a simple physical quantity, but a comprehensive performance index reflecting elasticity, strength, plasticity and so on. |