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Figure 6


Fig. 6. Stability plot of a spring–mass simulation dependent on angle of attack ({alpha}TD) and spring stiffness (Formula 5). Stable running requires a proper adjustment of angle of attack to spring stiffness (Seyfarth et al., 2002). The black J-shaped area guarantees at least 30 following contacts (end of simulation) and is referred to as the self-stable area. The circles (first contact) and squares (second contact) represent the data from the track types i=1–3 of a typical subject running at 4.8±0.16 m s–1. Two distinct regions of stiffness and angle of attack combinations were found. From the first to the second contact both stiffness and angle of attack decrease in accordance with the results of the simulation. However, in most cases the experimental results do not fit into the area of self-stability but, rather, into an area that guarantees at least five subsequent contacts. Initial parameter of simulation: horizontal component of the initial velocity {nu}x,0=4.8 m s-1, initial apex height y0=1.0 m, body mass m=80 kg, initial leg length l0=1 m. The grey scale on the right of the graph indicates how many subsequent steps of stable running can be made with the chosen combination of angle of attack and spring stiffness.





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