2007
DOI: 10.1016/j.bspc.2007.07.007
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Isometric muscle contraction induced by repetitive peripheral magnetic stimulation (RPMS)—Modeling and identification

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Cited by 9 publications
(5 citation statements)
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“…In addition to serving as a tool to design and test new neuromuscular stimulation equipment in silico , the model can replace the usually predefined sigmoid functions for the recruiting curve or the behavior of another contractile element in biomechanical models [ 44 ], [ 65 ], [ 66 ]. The incorporation into such a framework furthermore provides all temporal aspects of force generation, such as force onset, fatigue and pulse repetition rate, and enables the incorporation into a control loop for functional magnetic stimulation [ 67 ], [ 68 ].…”
Section: Discussionmentioning
confidence: 99%
“…In addition to serving as a tool to design and test new neuromuscular stimulation equipment in silico , the model can replace the usually predefined sigmoid functions for the recruiting curve or the behavior of another contractile element in biomechanical models [ 44 ], [ 65 ], [ 66 ]. The incorporation into such a framework furthermore provides all temporal aspects of force generation, such as force onset, fatigue and pulse repetition rate, and enables the incorporation into a control loop for functional magnetic stimulation [ 67 ], [ 68 ].…”
Section: Discussionmentioning
confidence: 99%
“…In addition to serving as a tool to design and test new neuromuscular stimulation equipment in silico , the model can replace the usually predefined sigmoid functions for the recruiting curve or the behavior of another contractile element in biomechanical models (44, 67, 68). The incorporation into such a framework furthermore provides all temporal aspects of force generation, such as force onset, fatigue and pulse repetition rate, and enables the incorporation into a control loop for functional magnetic stimulation (69, 70).…”
Section: Discussionmentioning
confidence: 99%
“…Es ist somit eine Online-Anwendung möglich. Das verwendete Parameteradaptionsverfahren ist in [13] erklärt.…”
Section: Identifikation Bei Nicht Messbarem Y Nunclassified
“…Für die Modellgleichung vonτ s (ausführlich in [13]) wird die Rekrutierungscharakteristik ρ(u) mit der Funktionρ(u) = ρ(arctan(u),η) mitη T = [û thrûsat ] approximiert. Das qualitative Vorwissen über die sigmoide Form mit Schwellwert u thr und Sättigungswert u sat wird so in die Identifikation eingebracht.…”
Section: Modellgleichungunclassified
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