Strain Tensor

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a strain tensor is a mathematical representation of the deformation experienced by a material under an applied load. it describes how lengths and angles change as a material is subjected to stress, allowing engineers to analyze the behavior of materials under different conditions. the strain tensor is a symmetric second-order tensor, meaning it is represented by a 3x3 matrix with six independent components. the strain tensor is a key parameter in the study of materials mechanics and is often used in conjunction with the stress tensor to fully characterize the deformation of a material.

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hi there, i sent you calculations in  the attachment and super similar sketch for it(not 1:1).

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please find attached.

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Strain Tensor

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