• Title of article

    Estimation of trunk muscle forces using the finite element method and in vivo loads measured by telemeterized internal spinal fixation devices

  • Author/Authors

    Jorge Calisse، نويسنده , , Antonius Rohlmann، نويسنده , , Georg Bergmann، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 1999
  • Pages
    5
  • From page
    727
  • To page
    731
  • Abstract
    Direct quantitative measurement of muscle forces is not possible. Forces in the trunk muscles were estimated for standing and flexion of the upper body using three-dimensional, nonlinear finite element models of the lumbar spine with and without an internal spinal fixation device. Muscle forces assumed were two pairs dorsally and one ventrally, each representing several muscles. Muscle forces in the model with internal fixators were varied in discrete steps until the implant loads calculated closely corresponded to those measured in a patient with an instrumented implant. The calculated angles between adjacent lumbar vertebrae were compared with corresponding values measured on X-ray films of a patient as well as with literature values and served as a second criterion for predicting muscle forces. For the model without an implant, the muscle forces of the first model were slightly varied until the lumbar spine shape and the intradiscal pressure were physiological. The abdomen was shown to have a considerable supporting function for flexion.
  • Keywords
    forsome standard activities , 1997).A direct quantitative measurement of muscle forces isnot possible. EMG allows the estimation of muscle forcesafter loading the upper body with a given moment(McGill , even the sign of a main loadcomponent in the "xators di!ered from that measured inpatients (Rohlmann et al. , many nonrigid factors a!ecttheEMGsignal amplitude (De Luca , 1997). Thus in mostpositions , Muscle forces , Schultz et al. (1982) and otherscreated a model considering several muscles. Loading ofthe spine in vivo is very complex , precise determination of muscle forces from anEMG is not possible. In order to calculate spinal loadswhen carrying a weight , Lumbar spine , and the magnitudes of* Corresponding , Finite element method , Standing , Flexion , 1998). When muscle forces were disregardedin an in vitro experiment , Internal spinal "xator1. IntroductionThe spine is stabilized by muscles. In vivo measurementswith telemeterized internal spinal "xation deviceshave shown that muscles strongly in#uence "xator loads(Rohlmann et al. , it was found that , including standing and #exion of the upperbody , 1992). However
  • Journal title
    Journal of Biomechanics
  • Serial Year
    1999
  • Journal title
    Journal of Biomechanics
  • Record number

    450876