Major Matthew J, Kenney Laurence P J, Twiste Martin, Howard David
Northwestern University Prosthetics-Orthotics Center, Northwestern University, 680 N Lake Shore Dr, Suite 1100, Chicago, IL 60611, USA.
J Rehabil Res Dev. 2012;49(6):815-29. doi: 10.1682/jrrd.2011.06.0108.
Achieving the required functionality of a transtibial prosthesis during the stance phase of gait (e.g., shock absorption, close to normal roll-over characteristics, and smooth transition into swing) depends on the Amputee Independent Prosthesis Properties (AIPPs), defined here as the mechanical properties of the prosthesis that directly influence the performance of the amputee. Accordingly, if research studies are to advance the design of prostheses to achieve improved user performance, AIPPs must be a primary consideration. However, the majority of reported studies can be categorized as either human performance testing of commercial prosthetic components or AIPP characterization; only in a few notable cases have studies combined these two approaches. Moreover, very little consistency exists in the current methods used for AIPP characterization, thus making comparisons between the results of such studies very difficult. This article introduces a framework for studying prosthesis design, which includes AIPP characterization, human performance and/or gait simulation studies, and detailed design. This framework provides a structure for reviewing previous approaches to AIPP characterization, discussing both their merits and shortcomings and their use in previous experimental and simulation studies. For the purposes of this review, stance phase AIPP models have been categorized as either lumped parameter or roll-over shape based.
在步态支撑期实现经胫骨假肢所需的功能(例如,减震、接近正常的滚动特性以及平稳过渡到摆动期)取决于截肢者独立假肢特性(AIPPs),在此定义为直接影响截肢者表现的假肢机械特性。因此,如果研究要推进假肢设计以实现更好的用户表现,AIPPs必须是首要考虑因素。然而,大多数已报道的研究可归类为商业假肢组件的人体性能测试或AIPP特性描述;只有在少数显著案例中,研究才将这两种方法结合起来。此外,目前用于AIPP特性描述的方法几乎没有一致性,因此很难比较此类研究的结果。本文介绍了一个用于研究假肢设计的框架,其中包括AIPP特性描述、人体性能和/或步态模拟研究以及详细设计。该框架为回顾先前的AIPP特性描述方法提供了一个结构,讨论了它们的优缺点以及在先前实验和模拟研究中的应用。为了本次综述的目的,支撑期AIPP模型已被归类为集中参数模型或基于滚动形状的模型。