8 research outputs found

    The single-step recovery predictions for 2 scenarii from [11] with and without upper-body inertia against the experimental results.

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    <p>The single-step recovery predictions for 2 scenarii from [<a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0151166#pone.0151166.ref011" target="_blank">11</a>] with and without upper-body inertia against the experimental results.</p

    Stride length results for multiple-step recovery scenario from [32].

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    <p>The 3<sup><i>rd</i></sup> stride, reported by [<a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0151166#pone.0151166.ref032" target="_blank">32</a>] but not predicted by our model, was only observed for 2 out of 28 subjects.</p

    The basic principle of Model Predictive Control.

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    <p>At any time instant <i>t</i> the most recent mechanical system state <i>x</i>(<i>t</i>) is sampled and fed to the controller. The control is computed minimizing the cost <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0151166#pone.0151166.e003" target="_blank">function 2</a> to bring the internal model to a standstill posture.The computed control vector <i>u</i>, consisting of the CoM and flywheel jerks and the future step positions, is then applied back to the mechanical system.</p

    Effect of varying weight coefficients w<sub>2</sub> and w<sub>3</sub> on the resulting predicted single step length and duration for the inclination of 21.6° from vertical.

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    <p>Effect of varying weight coefficients w<sub>2</sub> and w<sub>3</sub> on the resulting predicted single step length and duration for the inclination of 21.6° from vertical.</p

    Effect of varying weight coefficients w<sub>4</sub> and w<sub>5</sub> on the resulting predicted single step length and duration for the inclination of 21.6° from vertical.

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    <p>Effect of varying weight coefficients w<sub>4</sub> and w<sub>5</sub> on the resulting predicted single step length and duration for the inclination of 21.6° from vertical.</p

    Model Parameters.

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    <p>Model Parameters.</p

    The two representations used of the human body.

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    <p>Left: <i>Mechanical</i> system: simple inverted pendulum + flywheel model, i.e. the CoM follows a circular arc. Right: <i>Internal</i> model: linearized inverted pendulum + flywheel model, i.e. the CoM travels at a constant height <i>h</i>.</p
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