The mechanoelastic features of five types of sutures were studied. The
breaking stress for each was determined by means of tensile tests in
which a constant strain rate was applied, and a tensile test with grad
uated stress and relaxation defined the elastic limit, i.e. the point
beyond which deformation becomes irreversible. The study of the stress
-strain curve during this elastic period enabled us to obtain the math
ematical function that governs these reversible deformations, which sh
ows excellence of fit (R(2) > 0.98). The prime derivative at each poin
t of the resulting functions is the elastic modulus, the best paramete
r for comparing the elasticities of the suture threads. Since breaking
stress alone does not suitably define the mechanical quality of a sut
ure, we propose the use of other parameters during the elastic period,
such as percentage of elongation at a point 10 times lower than the e
lastic limit (safety coefficient of 10), and tensile stress and elasti
c modulus at the said point, which are more reliable in the assessment
of the resistance and elasticity of these threads.