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Paul showed me how to drop and bend my right elbow to add weight to the bow rather than muscle pressure.
Inspiratory muscle pressure (Pmus) was reduced with PAV (−35.9 ± 2.3% versus placebo; P < 0.05).
However, challenges regarding muscle pressure loss and limited elongation potential have been identified.
Exploiting differential flatness with carriage position and mean muscle pressure as flat outputs, a trajectory control is designed and implemented.
The relationship of Pmus [1] (respiratory muscle pressure) and diaphragmatic function (displacement-excursion/ thickening ratio) has not however been adequately investigated.
Open image in new window Figure 13 Results of the hip muscle pressure Open image in new window Figure 14 Results of the source chamber pressure.
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The final steady muscle pressures varied with source pressures (Figure 15(a)).
Exploiting differential flatness with end-effector position and mean muscle pressures as flat outputs, a cascaded trajectory control is designed.
Hence, the control design for the outer control loop can be simplified by considering these controlled muscle pressures as ideal control inputs.
Muscle pressures and WOB were derived considering the ensemble averages of the breaths recorded during each run.
Spirometry, single breath nitrogen test, arterial blood gases, static maximum inspiratory (P i max) and expiratory (P e max) muscle pressures, and mouth occlusion pressure (P0.1) were also measured.
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