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How does the stress-strain curve relate to the mechanical properties of a material?

How does the stress-strain curve relate to the mechanical properties of a material?

The stress-strain curve provides design engineers with a long list of important parameters needed for application design. A stress-strain graph gives us many mechanical properties such as strength, toughness, elasticity, yield point, strain energy, resilience, and elongation during load. It also helps in fabrication.

Why does the engineering stress-strain curve decrease?

After the yield point, the curve typically decreases slightly because of dislocations escaping from Cottrell atmospheres. As deformation continues, the stress increases on account of strain hardening until it reaches the ultimate tensile stress.

Why do we use the engineering stress-strain curve if the true stress-strain curve is more accurate?

The true stress-strain curve is ideal for showing the actual strain (and strength) of the material. Some materials scientists may be interested in fundamental properties of the material. In this case, the true stress-strain curve is better. This curve tells the actual state of stress in the material at any point.

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Which point on the stress-strain curve occurs after the elastic limit?

ultimate point
Which point on the stress strain curve occurs after the ultimate point? Explanation: After the ultimate point the value of stress will reduce on increasing of strain and ultimately the material will break. Explanation: The elastic limit is that limit up to which any material behaves like an elastic material.

What does stress-strain curve tell you?

Stress strain curves visually display the material’s deformation in response to a tensile, compressive, or torsional load. Depending on the material being tested, a stress strain curve can indicate key properties of the material including its elastic region, plastic region, yield point, and ultimate tensile strength.

What is stress mechanical engineering?

Stress is the ratio of applied force F to a cross section area – defined as “force per unit area”. tensile stress – stress that tends to stretch or lengthen the material – acts normal to the stressed area. compressive stress – stress that tends to compress or shorten the material – acts normal to the stressed area.

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What is engineering stress and engineering strain?

Engineering strain is calculated by: True stress is the applied load divided by the actual cross-sectional area (the changing area with time) of material. Engineering stress is the applied load divided by the original cross-sectional area of material. Also known as nominal stress.

Why does the engineering stress-strain curve peak and drop whereas the true stress-strain curve keep on going up?

Why does the engineering stress-strain curve peak and drop whereas the true stress-strain curve keep on going up? – Quora. It’s because engineering stress is load divided by the original specimen cross sectional area whereas the true stress–true strain curve incorporates the instantaneous area.

How will you differentiate engineering stress-strain with true stress-strain explain with the help of stress-strain diagram?

Also known as nominal stress. Engineering strain is the amount that a material deforms per unit length in a tensile test. Also known as nominal strain….True stress: σt =F/A.

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F Load
A Cross-sectional area of specimen at which the load is applied
δ Total elongation
L0 Original value of the gage length

How would you differentiate the engineering vs true stress-strain diagram?

Hi, engineering stress is the applied load divided by the original cross-sectional area of a material. Also known as nominal stress. True stress is the applied load divided by the actual cross-sectional area ( the changing area with respect to time) of the specimen at that load.

At which point elastic limit is observed in stress-strain curve shown below?

The point B in the curve is the Yield Point or the elastic limit and the corresponding stress is the Yield Strength (Sy) of the material. Once the load is increased further, the stress starting exceeding the Yield Strength. This means that the strain increases rapidly even for a small change in the stress.