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Production process of aluminum profiles

# Production process of aluminum profiles

• Categories:Quality R & D
• Time of issue:2020-04-27 00:00:00
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 Name Symbol Unit Meaning Remarks Proportional limit δp MPa During the stretching process, the maximum stress between the stress and strain is proportional to the strain. The maximum limit load Pp at this stage divided by the original cross-sectional area of the test bar is the proportional limit 1 kgf/mm2 = 9.80665MPa 1 MPa = 0.10197kgf/mm2 ：PSI ：lb/in2 KPSI = 1000PSI      =6.896MPa Elastic limit δe MPa During the loading process, the maximum stress without plastic deformation Tensile modulus of elasticity E GPa When the metal bears the tensile load, in the elastic range, when the stress is proportional to the strain, the proportionality coefficient is the tensile elastic modulus 1 kgf/mm2 = 0.0098067GPa 1GPa = 101.97162kgf/mm2 Shear elastic modulus G GPa When the metal is torsion tested in the elastic range, the external force and deformation increase proportionally, that is, when the stress is proportional to the strain, this proportionality factor is called the shear elastic modulus. Yield strength (Conditional yield strength) δ0.2 MPa During the stretching process, the stress obtained by dividing the load at the specified value of the original gauge length when the plastic deformation amount of the gauge length part is generally defined by the original cross-sectional area is called the yield strength or conditional yield strength. Generally, the specified value is 0.2% of the original gauge length of the tensile specimen, which is expressed by δ0.2 Compressive yield strength (Conditional yield strength) δ-0.2 MPa In the compression test, the stress obtained when the residual compression of the gauge portion reaches the value specified in the original gauge length divided by the original cross-sectional area is called compressive yield strength or conditional compressive yield strength. The generally specified value is 0.2% of the original gauge length of the compressed sample. Since the direction of the force is opposite to the tensile, the compression yield strength is usually expressed by δ-0.2 Shear strength MPa When the specimen is sheared, the maximum load on the shear plane divided by the original cross-sectional area is called the shear strength. It indicates the maximum ability of the material to resist damage under the action of shear force. tensile strength δb MPa Under the action of a unidirectional uniform tensile load, the maximum load of the material at break is divided by the stress obtained by the original cross-sectional area. Fatigue limit δ-1 MPa Under the action of repeated alternating stress, the maximum stress value that the material has endured unlimited cycles without breaking Fatigue strength δN MPa Under the action of alternating stress, within the specified number of cycles (such as 106, 107, 108, etc.), the maximum stress value that will not cause fracture Elongation (elongation) δ5 δ10 % When the material is stretched, after the sample is broken, the percentage of the length of the gauge length added to the original gauge length. Is the elongation when the gauge length is 5 times the diameter, is the elongation when the gauge length is 10 times the diameter rate of reduction in area ψ % After the metal sample is broken, the percentage of the cross-sectional area of the necking and the original cross-sectional area Impact toughness αk J/cm2 or kJ/m2 With a U-shaped notch standard sample of a certain size and shape, when the specified type of testing machine is broken by an impact load, the impact energy consumed per unit cross-sectional area at the groove of the sample. It represents the resistance of metallic materials to impact loads. 1 kgf•m/cm2 = 98.0665kJ/m2 1kJ/m2 = 0.010197kgf/cm2 Brinell hardness HBS Press the hardened steel ball of a certain diameter into the surface of the sample and hold it under a specified load for a certain period of time. The Brinell hardness of the quotient surface material obtained by dividing the indentation area by its load. The calculation formula is HBS = 2P / лD [D – (D2-d2) 1/2] P——Load D——Indenter diameter, mm; d——Indentation diameter, mm Usually the hardness value is directly checked from the measured indentation diameter Rockwell hardness HRB HRF On the Rockwell hardness machine, a hardened steel ball with a diameter of 1.58 mm is used as the indenter, and the load is the hardness value obtained from the 980N test. Use 1.58mm hardened steel ball as the indenter, the load is the Rockwell hardness value measured by 588N HRB is often used to measure the hardness value of aluminum alloy after quenching and aging. HRF is used to measure the hardness of aluminum alloy forgings Micro Vickers hardness HV Use a diamond quadrangular pyramid indenter with an angle of 136o to press in the sample with a load of 0.2kgf or less (usually expanded to 1kgf), and the hardness value of the material is expressed by the load per unit area. The instrument is equipped with a metallographic microscope, which is used to measure the microstructure of the alloy and the hardness value of the extremely thin surface layer density ρ g/cm3 or kg/m3 Mass per unit volume of metallic materials Melting point ℃ The melting temperature when the material changes from solid to liquid Average linear expansion coefficient α µm/(m•k) The length of an object changes with temperature. Within the specified temperature range, whenever the temperature rises or falls by 1, the length of its unit length of expansion and contraction is called the average linear expansion coefficient. See Table 1-5 for calculation formula of expansion and contraction rate Thermal conductivity (thermal conductivity) λ W/(m•℃) Indicates the ability of an object to conduct heat. When the unit temperature gradient (ΔL / ΔT) is maintained in the object, the heat (Q) flowing through the unit area (A) perpendicular to the heat flow direction within the unit time (t) is expressed 1 cal/(s•cm•℃) = 418.68W/(m•℃) λ=1/A•Q/t•ΔL/ΔT Specific heat capacity С J/(kg•K) or J/(kg•℃) The heat absorbed by the unit mass of substance when the temperature is increased by 1K degrees during the isobaric process (or isovolumic process) or the heat released by the temperature decreased by 1K degrees 1 kcal/(kg•K)  = 4186.8J(kg•K)     1 kcalth/(kg•K) = 4186.8J(kg•K) Resistivity (specific resistance resistivity) ρ Ω•m чΩ•m nΩ•m A physical constant that characterizes the electrical conductivity of a substance. It is equal to the resistance between the ends of a wire with a length of 1m and a cross-section of 1mm2. It can also be expressed by the resistance between two equal ends of a unit cube 1µΩ•cm = 10-8Ω•m 1nΩ•cm = 10-9Ω•m Conductivity λ S/m The reciprocal of resistivity is called conductivity. Numerically it is equal to the current flowing through a unit area when the conductor maintains a unit potential gradient Temperature coefficient of resistance αp ℃-1 The ratio of the change in the resistivity of the material to the original resistivity per 1 liter of temperature

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Time of issue:2020-04-09 00:00:00
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