Hi, experts.

My understanding is that a plastic strain increment (△ε_p) can never be negative (it can be either positive or zero), as long as the material conforms to the consistency condition.

That is to say, ε_p for t(timestep)=n+1 is always larger than that for timestep=n.

This is because the plastic deformation is permanent; the plastic strain is accumulated as the deformation proceeds and not recovered after unloading.

Then I am wondering if this is the case for an elastic strain increment (△ε_e) as well.

My question is,

Is an elastic strain increment always non-negative? or can it be negative?

As of now, I assume that if the total strain(ε = ε_e + ε_p) for t=n+1 is smaller than that for t=n, the negative elastic strain increment is possible. Am I right?

Please leave comments if anyone knows the answer.

Thank you in advance!

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