Determination of membrane tension during balloon distension of intestine.

H Gregersen, G S Kassab, Y C Fung
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Abstract

During the last decades, it has become increasingly common to make balloons distension in visceral organs in vivo. In particular this is true for studies of gastrointestinal motor function and biomechanics. Balloon distension is often used for assessment of small intestinal compliance and tension based on Laplace's law for cylindrical pressure pipes. This commonly used law is valid only when the balloon-distended intestine is cylindrical. Experimentally, it is seen that the diameter of the balloon-distended intestine is not a constant, but variable in the axial direction. Hence, it is necessary to improve Laplace's law for intestinal investigation. In this paper we develop the framework for determination of the tension distribution in circumferential and longitudinal direction during balloon distension. When the radii of curvature are measured from a photograph of the intestinal profile, then the membrane stress resultants can be computed everywhere in the intestine in contact with the balloon from the equations of equilibrium. The experimental data were obtained from small intestinal segments from five pigs and three guinea pigs. Papaverine was injected before the animals were sacrificed to relax the intestinal smooth muscle. The segments were immersed in a bath with calcium-free Krebs solution with dextran and EGTA. A balloon was distended in the lumen with pressures up to 15 cmH2O in the pigs and 10 cmH2O in the guinea pigs and radii were measured along the z-axis. The tension in circumferential direction had its maximum approximately 25% away from the middle of the balloon. The circumferential tension was 2-3 times higher than the longitudinal tension. In conclusion when we know the shape of the intestine, we can compute the circumferential and longitudinal components of tension. The large variation in tensions along the z axis must be considered when performing balloon distension studies in the gastrointestinal tract for studying physiological and pathophysiological problems in which loading conditions are important, e.g. intestinal mechanoreceptor studies in order to obtain accurate description of the biomechanics and the stimulus-response function.

肠球囊扩张过程中膜张力的测定。
在过去的几十年里,在体内内脏器官中使气球膨胀已经变得越来越普遍。对于胃肠道运动功能和生物力学的研究尤其如此。基于圆柱压力管的拉普拉斯定律,气囊扩张常用于小肠顺应性和张力的评估。这个常用的规律只有在气球膨胀的肠呈圆柱形时才有效。实验发现,气球膨胀肠的直径在轴向上不是恒定的,而是变化的。因此,有必要对肠道调查中的拉普拉斯定律进行改进。本文建立了测定气球膨胀过程中周向和纵向张力分布的框架。当从肠道轮廓的照片中测量曲率半径时,就可以根据平衡方程计算出与气球接触的肠道中任何地方的膜应力结果。实验数据取自5头猪和3只豚鼠的小肠段。在处死前注射罂粟碱放松肠道平滑肌。片段浸泡在含有葡聚糖和EGTA的无钙Krebs溶液中。在猪和豚鼠的管腔内用压力分别达到15 cmH2O和10 cmH2O的球囊膨胀,沿z轴测量半径。在距离球囊中心约25%处,圆周方向的张力达到最大值。周向张力比纵向张力高2-3倍。总之,当我们知道肠的形状时,我们可以计算出张力的周向和纵向分量。为了准确描述生物力学和刺激-反应函数,在研究负荷条件重要的生理和病理生理问题(如肠机械受体研究)时,在胃肠道进行球囊膨胀研究时,必须考虑沿z轴张力的大变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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