Abstract

We examined whether elephants shift to using bouncing (i.e. running) mechanics at any speed. To do this, we measured the three-dimensional centre of mass (CM) motions and torso rotations of African and Asian elephants using a novel multisensor method. Hundreds of continuous stride cycles were recorded in the field. African and Asian elephants moved very similarly. Near the mechanically and metabolically optimal speed (a Froude number (Fr) of 0.09), an inverted pendulum mechanism predominated. With increasing speed, the locomotor dynamics quickly but continuously became less like vaulting and more like bouncing. Our mechanical energy analysis of the CM suggests that at a surprisingly slow speed (approx. 2.2 m s(-1), Fr 0.25), the hindlimbs exhibited bouncing, not vaulting, mechanics during weight support. We infer that a gait transition happens at this relatively slow speed: elephants begin using their compliant hindlimbs like pogo sticks to some extent to drive the body, bouncing over their relatively stiff, vaulting forelimbs. Hence, they are not as rigid limbed as typically characterized for graviportal animals, and use regular walking as well as at least one form of running gait.

Highlights

  • As the epitome of graviportal animals (Gregory 1912; Gray 1968; Coombs 1978), elephants possess pillar-like legs for supporting their massive body weight

  • We aim to test whether bouncing limb or centre of mass (CM) mechanics are used at any speed, or if all observable speeds in elephants comprise only standard vaulting mechanics

  • We developed a novel multiple inertial sensor method, following Pfau et al (2005, 2006), incorporating three-dimensional accelerometers and gyroscopes to measure the three-dimensional body CM dynamics and the torso rotations of several elephants

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Summary

Introduction

As the epitome of graviportal animals (Gregory 1912; Gray 1968; Coombs 1978), elephants possess pillar-like legs for supporting their massive body weight (exceeding 7000 kg in some animals; Wood 1972; Christiansen 2004). Fast moving elephants exceed Froude numbers (Fr, where FrZvelocity2!(gravitational acceleration!hip height)K1) of 1.0, even reaching Fr 3.4 (Hutchinson et al 2003), speeds at which most other quadrupedal mammals gallop (Alexander & Jayes 1983) Across their entire speed range, elephants constantly keep at least one foot on the ground; they never change their footfall pattern to one that uses a whole-body aerial phase (Hutchinson et al 2003, 2006)

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