University of Auckland, Auckland Bioengineering Institute, 70 Symonds Street, Auckland, New Zealand.
Biomech Model Mechanobiol. 2011 Feb;10(1):27-38. doi: 10.1007/s10237-010-0216-8. Epub 2010 Apr 29.
The complex mechanical properties of skin have been the subject of much study in recent years. Several experimental methods developed to measure the mechanical properties of skin in vivo, such as suction or torsion, are unable to measure skin's anisotropic characteristics. An experiment characterising the mechanical properties of in vivo human skin using a novel force-sensitive micro-robot is presented. The micro-robot applied in-plane deformations to the anterior forearm and the posterior upper arm. The behaviour of the skin in each area is highly nonlinear, anisotropic, and viscoelastic. The response of the upper arm skin is very dependent on the orientation of the arm. A finite element model consisting of an Ogden strain energy function and quasi-linear viscoelasticity was developed to simulate the experiments. An orthogonal initial stress field, representing the in vivo skin tension, was used as an additional model parameter. The model simulated the experiments accurately with an error-of-fit of 17.5% for the anterior lower forearm area, 6.5% for the anterior upper forearm and 9.3% for the posterior upper arm. The maximum in vivo tension in each area determined by the model was 6.2 Nm(-1) in the anterior lower forearm, 11.4 Nm(-1) in anterior upper forearm and 5.6 Nm(-1) in the posterior upper arm. The results also show that a finite element model with a neo-Hookean strain energy function cannot simulate the experiments with the same accuracy.
近年来,皮肤的复杂力学特性一直是许多研究的主题。已经开发了几种实验方法来测量皮肤的体内机械性能,例如吸力或扭转,但这些方法无法测量皮肤的各向异性特征。本文介绍了一种使用新型力敏微机器人来描述体内人类皮肤机械性能的实验。微机器人在前臂前侧和上臂后侧施加面内变形。每个区域的皮肤行为具有高度的非线性、各向异性和粘弹性。上臂皮肤的响应非常依赖于手臂的方向。开发了一个由 Ogden 应变能函数和拟线性粘弹性组成的有限元模型来模拟实验。正交初始应力场,代表体内皮肤张力,用作附加模型参数。该模型以 17.5%的拟合误差准确地模拟了实验,在前臂前侧下部区域的误差为 6.5%,在前臂前侧上部区域的误差为 6.5%,在上臂后侧区域的误差为 9.3%。模型确定的每个区域的最大体内张力在前臂前侧下部为 6.2 Nm(-1),在前臂前侧上部为 11.4 Nm(-1),在上臂后侧为 5.6 Nm(-1)。结果还表明,具有 neo-Hookean 应变能函数的有限元模型无法以相同的精度模拟实验。