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Non-linear dynamics in muscle fatigue and strength model during maximal self-perceived elbow extensors training
Authors:Jelena Popadic Gacesa  Tijana Ivancevic  Nik Ivancevic  Feodora Popic Paljic  Nikola Grujic
Institution:1. Biochemistry and Molecular Genetics, School of Medicine, University of Colorado Denver, Anschutz Medical Campus, Aurora, CO, United States;2. Bonfils Blood Center, Denver, CO, United States;3. Surgery, School of Medicine, University of Colorado Denver, Anschutz Medical Campus, Aurora, CO, United States;4. Pediatrics, School of Medicine, University of Colorado Denver, Anschutz Medical Campus, Aurora, CO, United States;2. Sport Science Research Institute, Incheon National University, Incheon, South Korea;3. Motor Behavior Laboratory, University of Florida, Gainesville, Florida
Abstract:Our aim was to determine the dynamics in muscle strength increase and fatigue development during repetitive maximal contraction in specific maximal self-perceived elbow extensors training program. We will derive our functional model for m. triceps brachii in spirit of traditional Hill’s two-component muscular model and after fitting our data, develop a prediction tool for this specific training system. Thirty-six healthy young men (21±1.0 y, BMI 25.4±7.2 kg/m2), who did not take part in any formal resistance exercise regime, volunteered for this study. The training protocol was performed on the isoacceleration dynamometer, lasted for 12 weeks, with a frequency of five sessions per week. Each training session included five sets of 10 maximal contractions (elbow extensions) with a 1 min resting period between each set. The non-linear dynamic system model was used for fitting our data in conjunction with the Levenberg–Marquardt regression algorithm. As a proper dynamical system, our functional model of m. triceps brachii can be used for prediction and control. The model can be used for the predictions of muscular fatigue in a single series, the cumulative daily muscular fatigue and the muscular growth throughout the training process. In conclusion, the application of non-linear dynamics in this particular training model allows us to mathematically explain some functional changes in the skeletal muscle as a result of its adaptation to programmed physical activity—training.
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