Tensile strength is given in ksi. To get pounds you need to know the area. Pounds = strength x area. For example if the specimen is 100 ksi strength and area 1 sq inch, pounds = 100 x 1 = 100 kilopounds = 100000 pounds. f the specimen is 100 ksi strength and area 2 sq inch, pounds = 100 x 2 = 200 kilopounds = 200000 pounds. In any case strength in ksi is the same for a given material and that is why ksi is used.
It is the strength in pounds per square inch of a material at which it will be pulled apart.
According to the Metals Handbook of the American Society of Testing and Materials, 316 Stainless has a tensile strength of 85,000 pounds per square inch.
If you load a beam in tension or compression only ( pull or push) then you multiply the tensile yield or ultimate strength by the area of the beam cross section. Thus applies to a simple beam (bar) only. If you load the beam any other way, such as bending or twisting, or perpendicular to its axis you need to use formulas from an engineering strength of materials course or handbook.
Neither. Bolt tensile strength is in pounds per square inch. You are confusing torque with bolt strength. Typically a bolt will be torqued to stretch the bolt and preload it to about 50% of its strength. The relation between torque T and preload P is T = 0.15DP where D is bolt diameter(inch), T is inch pounds and P is pounds. Then stress is P/A where A is bolt area and this stress is 1/2 of strength. Note that torque in foot pounds is simply in lb/12, or 12 inch pounds = 1 ft lb
A tensile modulus strength of 33 MSI (million pounds per square inch) indicates the stiffness of a material under tensile stress. Specifically, it represents the ratio of stress (force per unit area) to strain (deformation) within the elastic limit of the material. A higher tensile modulus means the material is stiffer and less prone to deformation when subjected to tensile loads. In practical terms, materials with a tensile modulus strength of 33 MSI are suitable for applications requiring significant rigidity and resistance to stretching.
How do I convert foot pounds of torque to a tensile strength
The number of Pounds per Square Inch (PSI) for the Tensile strength.
The tensile strength of the material being tested is measured in pounds per square inch (psi).
The tensile strength of steel cable is typically around 250,000 to 300,000 pounds per square inch (psi).
8000-9000 pounds
It is the strength in pounds per square inch of a material at which it will be pulled apart.
its bout 15 pounds i guess, not sure though
According to the Metals Handbook of the American Society of Testing and Materials, 316 Stainless has a tensile strength of 85,000 pounds per square inch.
If you load a beam in tension or compression only ( pull or push) then you multiply the tensile yield or ultimate strength by the area of the beam cross section. Thus applies to a simple beam (bar) only. If you load the beam any other way, such as bending or twisting, or perpendicular to its axis you need to use formulas from an engineering strength of materials course or handbook.
Neither. Bolt tensile strength is in pounds per square inch. You are confusing torque with bolt strength. Typically a bolt will be torqued to stretch the bolt and preload it to about 50% of its strength. The relation between torque T and preload P is T = 0.15DP where D is bolt diameter(inch), T is inch pounds and P is pounds. Then stress is P/A where A is bolt area and this stress is 1/2 of strength. Note that torque in foot pounds is simply in lb/12, or 12 inch pounds = 1 ft lb
A tensile modulus strength of 33 MSI (million pounds per square inch) indicates the stiffness of a material under tensile stress. Specifically, it represents the ratio of stress (force per unit area) to strain (deformation) within the elastic limit of the material. A higher tensile modulus means the material is stiffer and less prone to deformation when subjected to tensile loads. In practical terms, materials with a tensile modulus strength of 33 MSI are suitable for applications requiring significant rigidity and resistance to stretching.
The term "Rm" in yield strength refers to the "tensile strength" or "maximum tensile strength" of a material, which is the maximum stress that a material can withstand while being stretched or pulled before failing or breaking. It is typically measured in units such as megapascals (MPa) or pounds per square inch (psi). In some contexts, "Rm" can also denote the ultimate tensile strength, which is the peak stress a material can endure prior to fracture.