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Force-velocity test on a stationary cycle ergometer: methodological recommendations.

Briar L Rudsits1, Will G Hopkins1, Christophe A Hautier2

  • 1Institute of Sport, Exercise and Active Living, Victoria University , Melbourne , Australia.

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Summary
This summary is machine-generated.

Accurate force-velocity testing requires careful selection of pedal cycles to capture true maximal power. Advanced polynomial modeling reveals asymmetric power-cadence relationships in most individuals, crucial for precise performance assessment.

Keywords:
electromyographymaximal cadencemovement variabilitypower-cadence relationshipstorque-cadence relationships

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Area of Science:

  • Sports Science and Biomechanics
  • Exercise Physiology

Background:

  • Stationary cycle ergometers are standard for assessing lower limb torque and power.
  • Current testing and modeling methods may not fully capture individual force-velocity characteristics.

Purpose of the Study:

  • To investigate how testing and modeling procedures affect the assessment of torque-cadence and power-cadence relationships.
  • To identify optimal methods for modeling these relationships for accurate performance evaluation.

Main Methods:

  • Seventeen males performed 6-second all-out efforts on a cycle ergometer.
  • Analysis focused on selecting pedal cycles representing true maximal power, considering electromyography (EMG) and coactivation.
  • Torque-cadence and power-cadence relationships were modeled using linear, second-order polynomial, and third-order polynomial regressions.

Main Results:

  • True maximal power was achieved in a subset of pedal cycles; power was reduced in others.
  • Higher EMG and coactivation, with lower variability, characterized maximal power pedal cycles.
  • Second- and third-order polynomial models provided a better fit than traditional linear models, revealing asymmetric power-cadence relationships in most participants.

Conclusions:

  • Accurate assessment of torque- and power-cadence relationships necessitates selecting pedal cycles with true maximal power.
  • Second-order polynomial regression for torque-cadence and third-order for power-cadence relationships offer superior modeling.
  • Power-cadence relationships are often asymmetric, with rapid declines beyond 180 rpm, particularly in non-cyclists.