Deformation calculation of energy storage container

4 FAQs about [Deformation calculation of energy storage container]

How do you calculate the energy stored by plastic deformation?

(1) A 1 = E s 1 + Q 1. If we isothermally anneal the accumulated defects and return the system to the initial state with the initial dislocation density ρ 0 along the path 1→3, the energy stored by plastic deformation in state 3 will be zero while the residual plastic strain will be ε 1.

Is plastic deformation a dissipative process?

Plastic deformation is a highly dissipative process involving dislocation production and storage, motion and annihilation. It has long been recognised that most of the mechanical energy expended in plastic straining is converted into heat while the remainder (a few percent only) is stored in the deformed solid as internal energy , , , .

What is plastic deformation?

1. Background and motivation Plastic deformation is a highly dissipative process involving dislocation production and storage, motion and annihilation.

How do you calculate stored energy after a rapid initial growth?

One can see that after a rapid initial growth this function reaches a (quasi-) steady-state plateau, and the stored energy is linear on the increment of the dislocation density Δ ρ = ρ ρ 0 when ρ ≫ ρ 0: (18) E s ≈ ε β 2 2 σ S (ρ ρ 0) = α G b 2 k 1 (ρ ρ 0)

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