The primary role of tendons is to transmit contractile forces to the skeleton to generate joint movement. In doing so, however, tendons do not behave as rigid bodies. In this chapter, the mechanical behavior of tendons and its major determinants and implications are reviewed.
In Vitro MeasurementsMost of our knowledge of the mechanical properties of tendons comes from isolated material testing. Two methods have traditionally been used in biomechanics investigations: 1) The free-vibration method, which is based on quantifying the decay in oscillation amplitude that takes place after a transient load is applied to a specimen [1-3]; and 2) tensile testing methodologies, in which the specimen is stretched by an external force while both the specimen deformation and the applied force are recorded [2,[4][5][6]. The latter methodology seems to be preferable, mostly because it is considered to mimic adequately the way that loading is imposed on tendons in real life [7][8][9][10][11][12][13][14].A tensile testing machine is composed of an oscillating actuator and a load cell (see Figure 2-1). The tendon specimen studied is gripped by two clamps, a static one mounted on the load cell and a moving one mounted on the actuator. The actuator is then set to motion while the load cell records the tension associated with the stretching applied. The tensile deformation of the specimen is taken from the displacement of the actuator, in which case the deformation of the whole specimen is quantified, or by means of an extensometer, in which case deformation measurements are taken over a restricted region of the whole specimen.A typical force-deformation plot of an isolated tendon is shown in Figure 2-2. Generally, in force-deformation curves, slopes relate to stiffness (N/mm), and areas to energy (J). In elongation-to-failure conditions, 4 different regions can be identified in the tendon force-deformation curve. Region I is the initial concave portion of the curve, in which stiffness gradually increases; it is referred to as the tendon "toe" region. Loads within the toe region elongate the tendon by reducing the crimp angle of the collagen fibers at rest, but they do not cause further fiber stretching. Hence, loading within the toe region does not exceed the tendon elastic limit, and subsequent unloading restores the tendon to its initial length. Further elongation brings the tendon into the "linear" Region II, in which stiffness remains constant as a function of elongation. In this region, elongation is the result of stretching imposed in the already aligned fibers by the load imposed in the preceding toe region. At the end point of this region, some fibers start to fail. Thus, A) the tendon stiffness begins to drop; and B) unloading from this point does not restore the tendon's initial length. Elongation beyond the linear region brings the tendon into Region III, where additional fiber failure occurs in an unpredictable fashion. Further elongation brings the tendon into Region IV, where complete failure occurs [4,5,[15][16][17][18...