Julius Wolff Institute, Charité - Universitätsmedizin Berlin, Augustenburger Platz 1, 13353 Berlin, Germany.
Med Eng Phys. 2013 Sep;35(9):1385-90. doi: 10.1016/j.medengphy.2013.03.007. Epub 2013 Apr 6.
Knowledge about in vivo spinal compressive forces is a basic requirement for spinal biomechanics. Their direct measurement is not yet possible. Therefore, compressive forces are estimated from in vivo measured intradiscal pressure values. However, it is still not evident how precise these estimations are. A finite element model of the spine was employed to simulate elementary body positions and the compressive force at level L4-5 was calculated. This value was compared with different estimations calculated by multiplying the intradiscal pressure with the disc's cross-sectional area and with a correction factor. A model specific and different previously employed correction factors were used. Separately, in vivo forces were estimated from previously measured pressure values. A model specific correction factor leads for all body positions to a good estimation (error <4%) of the force except for extension (error >27%). Non-model specific correction factors lead to estimation errors of up to 44%. When accounting for these limitations, in vivo forces were estimated e.g. for standing between 430 N and 600 N. Compressive forces can be estimated for non-extended body positions when the individual correction factor is known. In vivo forces can be estimated from intradiscal pressure values within a certain range.
了解体内脊柱压缩力是脊柱生物力学的基本要求。目前还无法直接测量这些力。因此,人们从体内测量的椎间盘内压力值来估算压缩力。然而,这些估算的精确程度尚不清楚。本研究采用脊柱有限元模型来模拟基本体位,并计算 L4-5 节段的压缩力。将该值与通过椎间盘内压力乘以椎间盘的横截面积和校正系数计算的不同估算值进行比较。使用了特定于模型和之前使用的不同校正系数。此外,还从之前测量的压力值估算了体内的力。对于所有体位,特定于模型的校正系数都能很好地估算力(误差<4%),除了伸展位(误差>27%)。非特定于模型的校正系数会导致高达 44%的估算误差。考虑到这些限制,例如在站立位时,体内力估计值在 430 N 到 600 N 之间。当知道个体校正系数时,可在非伸展体位下估算压缩力。在一定范围内,可根据椎间盘内压力值估算体内力。