Download Control System Design for Electrical Stimulation in Upper by Chris Freeman PDF

By Chris Freeman

This publication offers a finished framework for model-based electric stimulation (ES) controller layout, masking the entire strategy had to boost a process for assisting individuals with actual impairments practice sensible top limb projects reminiscent of consuming, greedy and manipulating objects.

The booklet first demonstrates strategies for modelling and deciding on biomechanical versions of the reaction of ES, overlaying a wide selection of points together with mechanical help constructions, kinematics, electrode placement, projects, and sensor destinations. It then is going directly to exhibit how advanced useful actions of day-by-day dwelling may be captured within the type of optimisation difficulties, and extends ES regulate layout to deal with this example. It then lays out a layout method, balance stipulations, and strong functionality standards that allow keep an eye on schemes to be constructed systematically and transparently, making sure that they could function successfully within the presence of life like modelling uncertainty, physiological version and size noise.

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Additional info for Control System Design for Electrical Stimulation in Upper Limb Rehabilitation: Modelling, Identification and Robust Performance

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Ki − 2). 17) becomes hIRC,1 (u1 ) hIRC,2 (u2 ) = Lg1 Lfk1 −1 h1 (xs ) Lg1 Lfk2 −1 h2 (xs ) Lg2 Lfk1 −1 h1 (xs ) Lg2 Lfk2 −1 h2 (xs ) −1 v− Lfk1 h1 (xs ) Lfk2 h2 (xs ) with k1 = 3 if n1,1 = 0, and k1 = 4 otherwise, and k2 = 3 if n2,1 = 0, and k2 = 4 otherwise. 20) otherwise. The case ni,1 = 0, i ∈ {1, 2} is now assumed, however similar analysis applies if ni,1 = 0. 20) yield the decoupled signals 30 3 Feedback Control Design φ2(4) = v1 , φ5(4) = v2 where φi(k) = δk φi . 1. 22) v = ΦP − Λ ⎢ (2) (2) ⎥ ˆ ⎣ ΦP − ΦP ⎦ (3) (3) ˆP − ΦP Φ (4) with Λ = [A0 , A1 , A2 , A3 ].

With no interaction F v,i = 0, reducing to the requirement that Fv (·) is passive. Stimulated muscle selection: Musculo-tendon coupling produces moments τP¯ (·) about uncontrolled joints due to applied ES. This solely has the effect of displacing the equilibrium point Φ ∗¯ . 10). Note that the mechanical support must provide sufficient support such that an equilibrium point, Φ ∗¯ , P exists for the uncontrolled joints. 2 Case Study: Input-Output Linearizing Controller The feedback control design approach is next illustrated by applying it to the clinically relevant system that was introduced in Sect.

Control Syst. Technol. 43(6), 1710–1718 (2013) 11. J. Olver, Applied mathematics lecture notes. Technical report (2012) 12. A. Isidori, Nonlinear Control Systems, 2nd edn. (Springer, New York, 1989) 13. W. Jordan, P. Smith, Nonlinear Ordinary Differential Equations, An Introduction to Dynamical Systems (Oxford University Press, Oxford, 2006) 14. L. R. Popovic, Functional electrical stimulation: closed-loop control of induced muscle contractions. IEEE Control Syst. Mag. 28(2), 40–50 (2008) 15. T.

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