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Reuvers, E. D. H. M.

Publications and source records attributed to Reuvers, E. D. H. M..

2 recordsLinked to original sources

What is the influence of knee joint movement on the maximal average mechanical power output of human quadriceps femoris muscle?

Performance during motor activities such as wheelchair riding, cycling, rowing and speed skating, depends critically on the average mechanical power output (AMPO) produced by the muscles. To maximise short-duration performance, limb movements should allow muscles to deliver maximal AMPO. However, it is unclear which movement maximises AMPO of human muscle. In this study, we employed a Hill-type muscle-tendon-complex (MTC) model to predict the maximally attainable AMPO of human m. quadriceps femoris for various imposed periodic knee joint movements. Based on these predictions, we selected one set of conditions predicted to yield identical maximally attainable AMPO despite substantial variations in knee joint movements and another set of conditions predicted to yield substantial variations in maximally attainable AMPO. In the experiment, periodic knee joint movements were fully imposed by a knee dynamometer. Participants were instructed to maximise AMPO and, to this end, received visual feedback on their cumulative mechanical work throughout each cycle. Experimental data closely matched predictions derived from the Hill-type MTC model, confirming the validity of the model. Model predictions showed a substantial influence of knee joint movement on the maximally attainable AMPO. Specifically, predictions revealed a strong interaction between cycle frequency and knee joint excursion: increasing one necessitates a decrease in the other to maximise AMPO. Even more interestingly, m. quadriceps femoris should spend about 80% of the cycle duration while shortening, independent of cycle frequency and/or knee joint excursion.

physiology↗

Accuracy of experimentally estimated muscle properties: Evaluation and improvement using a newly developed toolbox

The mechanical behaviour of a muscle-tendon complex depends on properties such as the force-length relationships, the force-velocity relationship, and the excitation dynamics. Quick-release and step-ramp experiments are commonly used to estimate these properties. The accuracy of these methods is unclear, as the actual values of these properties are unknown in experiments on real muscle. We conducted a modelling study using a Hill-type muscle-tendon complex model with literature-derived parameter values and simulated quick-release, step-ramp, and isometric experiments. From the simulated experiments, we assessed how accurately the models parameter values could be retrieved. Using a method traditionally used in literature, the series elastic element stiffness was underestimated by ~35%, due to the incorrect assumption that muscle fibres do not shorten during quick releases. Consequently, this yielded an overestimation of the excitation dynamics activation time constants of ~20%. We developed an improved method that accounted for muscle fibre length shortening during quick releases. Using our improved method, all parameter values closely matched their actual values. A sensitivity analysis showed that the most critical parameters were robust to perturbations in experimental data. Lastly, we compared Hill-type MTC model predictions against in situ data from three rat m. gastrocnemius medialis muscles. Predictions based on parameters from the improved method showed closer agreement than those based on the traditional method -- both for quick-release, step-ramp, and isometric experiments, as well as for independent stretch-shortening cycles. In conclusion, the improved method enables more accurate estimates of muscle-tendon complex properties, addressing limitations of the traditionally used method.

physiology↗