Effective Strain Calculation for MEng Materials

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Hydrostatic stresses and effective strain are crucial for understanding worn surfaces in materials engineering. The equation for equivalent strain, E(Z) = (√3/3) * tan(θ), relates the shear angle of the interface to strain calculations. Stress is defined as the ratio of applied force to the area, while strain is the change in length divided by the original length. Clarification is sought on how to apply these concepts, especially regarding the strain of steel. Understanding these relationships is essential for analyzing material behavior under stress.
darkelf
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Hi,

I need some help here. I'm an MEng Materials with no full background in engineering. So I'm in a bit over my head.

I'm trying to understand the concept of hydrostatic stresses and effective strain in connection to worn surfaces. I am told I just need to know the equations but then I'm a bit confused.

I'm trying understand how equivalent strain is calculated from the shear angle of the interface θ.

In other words how this equation came about


E (Z) = (square root of 3/3) * tan theta


Can anyone please guide/help me?

Thanks.
 
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Stress is the ratio of applied force to the perpendicular area and strain is the ratio of. Change in length divided to the original length! What about the strain of a steel?
 
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