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Voigt Notation Explained Visually | From σ = C:ε to a 6x6 Matrix
What is Voigt notation in continuum mechanics? Voigt notation is a compact way to turn symmetric second-order tensors into 6-component vectors. In small-strain linear elasticity, the tensor law is σ = C : ε or in index notation, σij = Cijkl εkl Because the Cauchy stress tensor and infinitesimal strain tensor are symmetric, each 3x3 tensor ...
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