The discriminant capabilities of stability measures, trunk kinematics, and step kinematics in classifying successful and failed compensatory stepping responses by young adults

Academic Article

Abstract

  • This study evaluated the discriminant capability of stability measures, trunk kinematics, and step kinematics to classify successful and failed compensatory stepping responses. In addition, the shared variance between stability measures, step kinematics, and trunk kinematics is reported. The stability measures included the anteroposterior distance (d) between the body center of mass and the stepping limb toe, the margin of stability (MOS), as well as time-to-boundary considering velocity (TTB v), velocity and acceleration (TTB a), and MOS (TTB MOS). Kinematic measures included trunk flexion angle and angular velocity, step length, and the time after disturbance onset of recovery step completion. Fourteen young adults stood on a treadmill that delivered surface accelerations necessitating multiple forward compensatory steps. Thirteen subjects fell from an initial disturbance, but recovered from a second, identical disturbance. Trunk flexion velocity at completion of the first recovery step and trunk flexion angle at completion of the second step had the greatest overall classification of all measures (92.3%). TTB v and TTB a at completion of both steps had the greatest classification accuracy of all stability measures (80.8%). The length of the first recovery step (r≤0.70) and trunk flexion angle at completion of the second recovery step (r≤-0.54) had the largest correlations with stability measures. Although TTB v and TTB a demonstrated somewhat smaller discriminant capabilities than trunk kinematics, the small correlations between these stability measures and trunk kinematics (|r|≤0.52) suggest that they reflect two important, yet different, aspects of a compensatory stepping response. © 2011 Elsevier Ltd.
  • Digital Object Identifier (doi)

    Author List

  • Crenshaw JR; Rosenblatt NJ; Hurt CP; Grabiner MD
  • Start Page

  • 129
  • End Page

  • 133
  • Volume

  • 45
  • Issue

  • 1