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Fig 1.

A 3-dimensional render of the BENCH apparatus.

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Fig 1 Expand

Fig 2.

Simulation scenario.

Measurements of the chair, musculoskeletal model and contact geometry (yellow circles).

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Table 1.

Subtask and end of the kinematic and the modelled phases.

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Table 1 Expand

Fig 3.

STS cycle described according to their kinematics and to the controllers.

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Fig 3 Expand

Table 2.

Control variables for both controllers.

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Table 2 Expand

Table 3.

Phase-dependent penalizations in the cost function for the 4-phases controller optimization.

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Table 3 Expand

Table 4.

Phase-dependent penalizations in the cost function for the 2-phases controller optimization.

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Table 4 Expand

Table 5.

Comparison between algorithms for detection of kinematic phases.

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Table 6.

Comparison of the three first phases between experimental, 4-phases and 2-phases model.

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Table 6 Expand

Table 7.

Comparison between 4-phases controller and 2-phases controller along the STS simulation.

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Table 7 Expand

Fig 4.

Experimental (grey) and 4-phases controller (green) joint angles [deg] comparison (mean ± std).

Blue vertical lines: experimental cycle times; green vertical lines: 4-phases controller cycle times. Cross-correlation coefficient: r(hip) = 0.99 (Δ = 0%), and r(knee) = 0.93 (Δ = 0%), r(ankle) = 0.68 (Δ = -25%).

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Fig 4 Expand

Fig 5.

Experimental (grey) and 4-phases controller (green) muscle activation comparison (mean ± std).

Activations is normalized between 0.1 (tonic activation) and 1. Blue vertical lines: experimental cycle times; green vertical lines: 4-phases controller cycle times. Cross-correlation coefficient: r(SOL) = 0.45 (Δ = 0%), r(GAS) = 0.93 (Δ = 0%), r(TA) = 0.31 (Δ = 12%), r(VAS) = 0.96 (Δ = 0%), r(RF) = 0.51 (Δ = 60%), r(BF) = 0.77 (Δ = 0%), r(GLU) = 0.96 (Δ = 0%).

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Fig 5 Expand

Fig 6.

Comparison (mean ± std) of the reaction forces [N for the 4-phases controller.

Grey: experimental data, green: simulated data; blue vertical lines: experimental cycle times; green vertical lines: 4-phases controller cycle times. rFseat = 0.86, Δ = -3%; rFground = 0.91, Δ = 0%.

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Fig 6 Expand

Fig 7.

Experimental (grey) and 2-phases controller (orange) joint angles [deg] comparison (mean ± std).

Blue vertical lines: experimental cycle times; orange vertical lines: 2-phases controller cycle times. Cross-correlation coefficient: r(hip) = 0.99 (Δ = 0%), and r(knee) = 0.97 (Δ = 0%), r(ankle) = 0.67 (Δ = -8%).

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Fig 7 Expand

Fig 8.

Experimental (grey) and 2-phases controller (orange) muscle activation comparison (mean ± std).

Activations is normalized between 0.1 (tonic activation) and 1. Blue vertical lines: experimental cycle times; orange vertical lines: 2-phases controller cycle times. Cross-correlation coefficient: r(SOL) = 0.65 (Δ = 0%), r(GAS) = 0.79 (Δ = 0%), r(TA) = 0.58 (Δ = 11%), r(VAS) = 0.85 (Δ = 3%), r(RF) = 0.48 (Δ = -18%), r(BF) = 0.83 (Δ = 3%), r(GLU) = 0.96 (Δ = 0%).

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Fig 8 Expand

Fig 9.

Comparison (mean ± std) of the reaction forces [N] for the 2-phases controller.

Grey: experimental data, orange: simulated data; blue vertical lines: experimental cycle times; orange vertical lines: 2-phases controller cycle times. rFseat = 0.96, Δ% = 0; rground = 0.90, Δ% = 3.

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Fig 9 Expand