What is the lowest order theory that accounts for warping

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With regard to the bending of symmetric laminates, what is the lowest order theory that accounts for warping of the cross section? The term order refers to the order of the terms retained in a power series expansion of displacements in the coordinate normal to the middle plane. What order theory would you need to use to account for transverse normal strain effects in contact problems involving smooth rigid indentors and laminates?

Reference no: EM131292485

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