“…Here it must be noted that unlike stiffness, the Poisson's ratio is a two-dimensional property and in anisotropic materials, its sign and magnitude may depend not only on the direction of stretching, but also on the orthogonal direction being measured. Unfortunately, in view of the complexity associated with studying the Poisson's ratios, studies reporting this property in tendons have been limited in number [2,[14][15][16][17][18][19], and normally make various assumptions, which may have resulted in incomplete reporting of the Poisson's ratio. For example, in most ex vivo studies on the Poisson's ratios of tendons it had been assumed that the tendon exhibits transverse isotropy, with reported values typically ranging between 0.4 and 4.3 [2,[14][15][16][17] when the Poisson's ratio is measured in the elastic region.…”