“…Ever since re-entrant foams with random internal structures were first studied as an auxetic material [19], there has been a proliferation of studies on different negative Poisson's ratio structures, including re-entrant designs [20][21][22], rotating polygons [23,24], double-V structures [25][26][27], and chiral-type geometries [9,[28][29][30]. Regardless of the classification, auxetic structures, in general, display low stiffnesses compared to rigid stretch-dominated lattices [31], as their deformation has to be bending-dominated [21,[32][33][34][35][36] or joint-rotationdominated [9,37,38] in order for the negative Poisson's ratio to be appreciable.…”