spacer gif spacer gif spacer gif spacer gif spacer gif
 QUICK SEARCH:   [advanced]


spacer gif
     Home     Help     Feedback     Subscriptions     Archive     Search     Table of Contents    

Right arrow Help viewing high resolution images
Right arrow Return to article

(Downloading may take up to 30 seconds.
If the slide opens in your browser, select File -> Save As to save it.)

Click on image to view larger version.


Figure 1


Fig. 1. Model geometry. (A) A 4-bar linkage consisting of a stiff hindleg (red, length Lhind), back, foreleg (blue, length Lfore) and the ground between the hind and front feet. The path of the body centre of mass (COM) and its rotations are calculated from purely geometric considerations as the hindleg vaults over the vertical (B). The stride begins at the instant of hindfoot placement. Both hind- and foreleg angles are assumed to sweep an equal angle before and after vertical. The initial foreleg angle {theta}fore* is determined from the phase. The hindlimb angle is incremented, changing COM position (green dots) and body angle, and the appropriate time step for each increment throughout the stride is calculated such that the total mechanical energy is constant (although see the `powering strategies' section). Interchanges between mechanical energy components (potential, kinetic and rotational kinetic energies), velocities and accelerations were thus calculated from the 4-bar linkage geometry as a function of time. Total mechanical energy was adjusted so that the model and observed mean horizontal velocities corresponded.





Right arrow Return to article