The role of radial elastic properties in the development of aortic dissections.

PURPOSE

The response of the upper and lower thoracic aorta to radial tensile stresses was compared with the response to circumferential and longitudinal stresses to understand the role of tensile stress in the tearing phase of an aortic dissection.

METHODS

Square tissue samples (1.6 by 1.6 cm) were cut from the upper and lower segments of six porcine thoracic aortas and were elongated in the radial direction with a tensile testing machine. The radial extensibility of the thoracic aorta was compared with adjacent tissue samples that were tested in tension in the circumferential and longitudinal directions based on Young's modulus (ie, the ratio of tensile stress to strain).

RESULTS

The elastic properties of the thoracic aorta in the radial direction were markedly different from both the circumferential and longitudinal properties. The average Young's modulus (calculated immediately before failing) was significantly lower in the radial direction for both the upper and lower thoracic segments (61.4 +/- 4.3 kPa, SEM) than the Young's modulus of corresponding segments in the circumferential and longitudinal directions that were not tested to failure (151.1 +/- 8.6 kPa and 112.7 +/- 9.2 kPa, respectively; P <. 05). Sections 7 micrometer thick were collected from four samples obtained from one upper thoracic aorta that were strained at 0, 1.0, 2.5, and 4.0 and then stained either with Movat's pentachrome or with hematoxylin and eosin. Histological analysis of the samples stressed in the radial direction revealed that smooth muscle cells were torn loose from their attachments to each other and to adjacent elastin.

CONCLUSION

Although the aorta normally functions under radial compressive stresses associated with lumen blood pressure, these results show that the aorta tears radially at a much lower value of stress than would have been predicted from previous studies that have reported longitudinal and circumferential Young's modulus. This could explain why dissections propagate readily once the initial tear occurs.