2006
DOI: 10.1016/j.jbiomech.2005.06.005
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Sensitivity of a Hill-based muscle model to perturbations in model parameters

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Cited by 189 publications
(179 citation statements)
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“…A FFS was constructed based on the mean kinematic data of each cat. We then examined the changes in the maximal directions of these FFSs due to perturbations of ±50% to all nonzero muscle moment arms, perturbations of ±50% to the maximum force value for each muscle, and 1° perturbations to each joint angle (cf., Lehman and Stark, 1982;Scovil and Ronsky, 2006). In addition, we tested the influence of an externally applied moment limit, the use of the pseudoinverse of the full seven degree of freedom system Jacobian (J T ) + , and of scaling individual segment lengths to match the kinematic data.…”
Section: Sensitivity Analysismentioning
confidence: 99%
“…A FFS was constructed based on the mean kinematic data of each cat. We then examined the changes in the maximal directions of these FFSs due to perturbations of ±50% to all nonzero muscle moment arms, perturbations of ±50% to the maximum force value for each muscle, and 1° perturbations to each joint angle (cf., Lehman and Stark, 1982;Scovil and Ronsky, 2006). In addition, we tested the influence of an externally applied moment limit, the use of the pseudoinverse of the full seven degree of freedom system Jacobian (J T ) + , and of scaling individual segment lengths to match the kinematic data.…”
Section: Sensitivity Analysismentioning
confidence: 99%
“…As a consequence the total ankle plantar flexion torque T = T 9 (θ A , ω A ) + T 10 (θ A , θ K , ω A , ω K ) where T 9 (θ A , ω A ) Note. Nomenclature and bounds based upon the following: maximum eccentric torque T max (N·m) (Dudley et al, 1990;Webber & Kriellers, 1997), maximum isometric torque T 0 (N·m) , maximum concentric velocity ω max (rad/s) , vertical asymptote (ω = -ω c ) ω c (rad/s) (UB- Scovil and Ronsky, 2006); (LB-Umberger et al, 2006), width of torque-angle relationship k 2 , optimum angle, θ opt (rad) (UB permitted outside joint range where curve may be ascending only), minimum muscle activation, a min , activation rate, m and point of inflection ω 1 (rad/s) (Amiridis et al, 1996) and moment arm ratio R (LB- Brindle et al, 2008), (UB-Grieve et al, 1978). No boundary values were met for the optimal set of parameters for the single joint and two joint solutions.…”
Section: Methodsmentioning
confidence: 99%
“…Typically these models are constructed using measurements sourced from a wide variety of experimental protocols, where the data may have come from animals, humans, in-vivo or in-vitro preparations, living participants or cadavers. Scovil and Ronsky (2006) have highlighted how perturbations to individual muscle model properties/parameters can introduce large errors to a simulation model.…”
mentioning
confidence: 99%
“…Most of these models have a common limitation since they use the generic muscle architecture parameters reported in the literature to estimate muscle forces, such as to employ the average muscle architecture values collected from cadavers, ignoring the individual muscle architecture of the studied population, such as the older population (Pandy & Andriacchi, 2010). When used as parameters for it, the muscle architecture is capable of significantly changing the muscle model estimation of muscle force as well as that of the joint movements (Brand, Pedersen, & Friederich, 1986;Raikova & Prilutsky, 2001;Redl, Gfoehler, & Pandy, 2007;Scovil & Ronsky, 2006;Thelen, 2003). It is possible that the models (Arnold, et al, 2010;Delp et al, 1990) that were previously developed and validated for the estimation of muscle moment in young adults (Thelen, 2003) incorrectly estimate the muscle moment produced by older people.…”
Section: Introductionmentioning
confidence: 99%