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What is the difference between "Maximum Principal Stress", "Maximum Principal Back Stress", "Maximum Principal Value of Stress", and "Major Principal Value of Stress"?

As far as I know, the "major" component is always the value with the highest magnitude. But what is the difference to the other results?
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  • Major principal stress is the principal stress with maximum absolute value. For example, at an integration point, Sigma_1=-100, Sigma_2=-200 and Sigma_3=-300, major principal stress is -300. Maximum principal stress is the highest value, in this example -100.
     
    The back stress tensor is relevant to viscoplasticity. Where the yield surface can shift if you use kinematic hardening.
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  • Major principal stress is the principal stress with maximum absolute value. For example, at an integration point, Sigma_1=-100, Sigma_2=-200 and Sigma_3=-300, major principal stress is -300. Maximum principal stress is the highest value, in this example -100.
     
    The back stress tensor is relevant to viscoplasticity. Where the yield surface can shift if you use kinematic hardening.
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