Training shoes are available with different technical features, many of which relate to the sole cushioning system. Such systems tend to fall into two classes: air‐soled (AS) and non‐air‐soled (NAS). In the current work, finite element analyses were used to determine whether a hyperelastic constitutive equation can be used to model deformation that is consistent with physical, quasi‐static, uniaxial compression tests. An axisymmetric mesh of homogeneous N=1 hyperfoam elements was used and the material constants were independently and incrementally adjusted in successive runs until the results matched physical tests. The use of N=1 hyperelasticity keeps the number of free parameters to a minimum, to encourage the use of the model for future design analyses. However the finite element results suggests that only the power‐stiffening index, α, need be varied to account for the measured difference in trainer response. This index then lends itself to use as an indicator of relative cushioning and, potentially, of running economy.
To confirm that cushioning, as measured by α, has a beneficial effect on running economy, 14 athletes were randomly assigned to wear AS or NAS trainers during two submaximal bouts of treadmill running. Contrary to expectations, no significant difference was found in oxygen uptake, heartrate or rating of perceived exertion with either type of shoe. The expected improvement in these physiological factors must be negated by another shoe parameter. This forces a reappraisal of the value of any single parameter as a performance indicator. A second likely influence is the shoe weight, W, but both product designers and runners would benefit from knowing the relative effect of these conflicting factors. The grouping α√W is suggested as a shoe performance index.
Some treatment is also given to the matter of ‘energy return’ in trainers, in a bid to correct widespread misconceptions about this claimed effect.