Tensile strength is the minimum force that the specimen withstands without suffering a failure.
Breaking strength is that force which is required to break the specimen.
To find the Young's modulus of steel or any other material you require a plot of it's deformation response to loading. Specifically it's axial stress vs axial strain. From this you need to find the gradient of the straight line portion of the curve where the material is behaving elastically and obeying Hooke's law. This is essentially stress / strain and gives you Young's modulus.
Black of course
horizontal
The thickness of the wire.
The rotary system is more accurate. You can use the conventional system but I recommend the rotary.
yield is the breaking point and tensile strength is what it is rated at per square inch
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.
It depends on how the steel is heat treated, so there isn't a single answer.
yield strength = 235 MPa (as implied in the name) tensile strength = 375-460 MPa See the related link for further information. Note that the main difference between different grades of Q235 (e.g. Q235A vs. Q235B) is the impact strength. Q235B has better impact properties than Q235A.
A stress vs strain diagram shows how a material responds to mechanical loading. It provides information about the material's stiffness, strength, and ability to deform before breaking. The slope of the curve indicates the material's stiffness, while the peak stress represents its strength. The area under the curve shows the material's toughness.
No, double strength glass is just 1/8" thisck vs. 1/16" of single strength
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measure the thickness of the glass, double strength is 1/8" thick while single strength is 1/16" thick
MYAMMEE have more strength
just punch them all
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A stress vs strain curve provides information about how a material responds to applied forces. It shows the relationship between stress (force per unit area) and strain (deformation) in the material, indicating its stiffness, strength, and toughness. The curve can reveal the material's elastic behavior, yield point, ultimate strength, and ability to deform before breaking, helping to understand its mechanical properties and performance under different conditions.