An unbraced osteoligamentous spine is a flexible structure, moves with many degrees of freedom and is unable to support large compression and shear forces that arise during everyday activities. The trunk musculature plays a crucial role in supporting the spine, similar to guy wires spanning from a mast or a communication tower. To enable the transmission of forces, mechanical stability of the spinal system must be assured. The purpose of this work was to develop a method to quantify lumbar spine stability in vivo.
The first task was to extend an existing model that incorporated myoelectrically assisted muscle force predictions and passive tissue force predictions from vertebral kinematics (described in McGill and Norman, 1986; McGill, 1992) and to include a full anatomical description over the entire length of the lumbar spine. The hybrid of the optimization and EMG assisted approach was developed and described to meet the model's requirements of biological sensitivity and balanced moments about three axes. Secondly, a bond Distribution-Moment muscle model was incorporated to obtain a relationship between the muscle force and stiffness. Finally, a mathematical description of stability was formalized and used to assess the stability of three healthy subjects performing several three dimensional, dynamic tasks.
Two major findings emerged from this study: