Hegarty-Craver M, Grant E, Kravitz S, Reid L, Kwon K, Oxhenham W
North Carolina State University, Raleigh, NC.
J Wound Care. 2014 Sep;23(9):S14, S16, S18-22. doi: 10.12968/jowc.2014.23.Sup9.S14.
The objective of this paper is to provide a definition for interface compression that uses essential principles of engineering science. This definition discusses factors that influence the amount of applied pressure, including the size of the limb, the amount of fabric tension (graduated pressure profile), the number of layers, and the material creep characteristics. Laplace's law has been applied to compression therapy. Tension-extension profiles have been derived for different types of compression fabric to demonstrate the effects of resistance and friction. Force-time profiles have been derived for different types of fabric compression systems to demonstrate the effects of creep (creep is defined generally as the irreversible deformation of a material over time in the presence of a constantly applied load). Here, the fabric compression systems were applied to a test-bed that supplied a constant force to the fabric; creep was taken as the loss of compression (pressure) over time. Laplace's law has been interpreted for compression therapy. The amount of fabric tension is determined by the extent to which it is stretched during application, as well as by changes in the size of the limb. The fabric's relative elasticity, which is quantified by the rigidity index and is related to the slope of the tension-extension profile, dictates the amount that the applied force changes with extension. Compression systems that use multiple layers of fabric are generally more resistive to stretching than single-layer systems. Friction acting between the layers, as well as the added force from each layer, serves to increase the overall compression of these systems. As the applied force rises, the amount of pressure supplied by the fabric increases. However, when the same force (or fabric extension) is used, the applied pressure is less when distributed over a larger surface area. In other words, as the circumference of the limb increases, the pressure decreases. This is the driving principle behind graduated compression. In addition to the changes in fabric tension resulting from extension, the creep characteristics of the material affect the amount of compression provided throughout the wear cycle. The factors influencing interface compression are multi-faceted. Based upon the interpretation of the material properties of compression fabrics (tension-extension profile, number of fabric layers, and creep), new therapeutic guidelines have been established, and others clarified.
This study was sponsored by Carolon. L. Reid, and S. Kravitz are employees of Carolon and E. Grant is a Member of the Board. M. Hegarty-Craver and C. Kwon have received monetary compensation as researchers for Carolon.
本文的目的是提供一个基于工程科学基本原理的界面压力定义。该定义讨论了影响施加压力大小的因素,包括肢体尺寸、织物张力大小(梯度压力分布)、层数以及材料的蠕变特性。拉普拉斯定律已应用于压力治疗。已推导了不同类型压力织物的张力 - 伸长曲线,以证明阻力和摩擦的影响。已推导了不同类型织物压力系统的力 - 时间曲线,以证明蠕变的影响(蠕变通常定义为材料在持续施加负载的情况下随时间发生的不可逆变形)。在此,将织物压力系统应用于一个向织物施加恒定力的试验台;蠕变被视为压力随时间的损失。拉普拉斯定律已用于压力治疗的解释。织物张力的大小取决于其在应用过程中的拉伸程度以及肢体尺寸的变化。织物的相对弹性由刚度指数量化,且与张力 - 伸长曲线的斜率相关,它决定了施加力随伸长的变化量。使用多层织物的压力系统通常比单层系统更抗拉伸。层间的摩擦力以及每层增加的力有助于增加这些系统的整体压力。随着施加力的增加,织物提供的压力量也会增加。然而,当使用相同的力(或织物伸长)时,分布在较大表面积上时施加的压力较小。换句话说,随着肢体周长的增加,压力会降低。这就是梯度压力背后的驱动原理。除了伸长导致的织物张力变化外,材料的蠕变特性会影响整个穿着周期内提供的压力量。影响界面压力的因素是多方面的。基于对压力织物材料特性(张力 - 伸长曲线、织物层数和蠕变)的解释,已制定了新的治疗指南,并对其他指南进行了明确。
本研究由卡罗隆公司赞助。卡罗隆公司的员工卡罗隆·L·里德、S·克拉维茨以及董事会成员E·格兰特。M·赫加蒂 - 克雷弗和C·权作为卡罗隆公司的研究人员已获得金钱补偿。