Intraluminal thrombus may play a role in abdominal aortic aneurysm pathogenesis and rupture. The purpose of this work was to demonstrate the feasibility of a new non-invasive method for the determination of the biomechanical features of the aortic wall and luminal boundary in abdominal aortic aneurysm containing intraluminal thrombus. Automated ultrasonographic measures of infrarenal aortic cross-sectional area (A) were obtained on-line along with non-invasive arterial pressure (p) from eight patients of mean (s.e.m.) age 74(3) years, with abdominal aortic aneurysm (mean dimensions 5.9(0.4) x 5.3(0.5) cm) containing intraluminal thrombus. Luminal boundary and abdominal aortic aneurysm wall were scanned separately. Compliance (C) was computed as C = (Amax - Amin)/[Amax(Pmax - Pmin)], where 'max and 'min' represent maximum and minimum values, respectively. Mean compliance was lower for the abdominal aortic aneurysm wall alone than for the luminal surface enclosed by intraluminal thrombus: 4.0(0.9) x 10(-4)/mmHg versus 9.8(1.7) x 10(-4)/mmHg (P < 0.01). Intraluminal thrombus area was nearly constant over the cardiac cycle, indicating that the thrombus is virtually incompressible. This noninvasive method to assess biomechanical features of abdominal aortic aneurysm has potential to further the understanding of the influences of intraluminal thrombus on aneurysm disease.
Abstract Portions of coronary and other blood vessels undergo cyclic bending due to attachment to the heart or crossing of joints [1,4,9]. Bending of a vascular segment alters the local transmural stresses and strains [5,13] as well as the shear stresses acting on the endothelial surface [8,11]. Fluctuations in both shear stress and in-plane stretch have been shown to influence endothelial cell and smooth muscle cell biology [12]. The purpose of the present work was to create a model to expose perfused, intact vascular segments to cyclic bending in-vitro. Such a system would enable the assessment of the biologic response of vascular tissue to combined alterations in transmural stress and shear stress produced by cyclic bending.
Silicone is a synthetic polymer consisting of a linear backbone of repeating, alternating silicone and oxygen atoms. Each silicone atom has two groups attached to it, referred to as R groups, representing any organic group that may be attached to the backbone. These rubbers can therefore undergo large recoverable deformations, hence the wide use of silicone rubbers as material analogues in the study of arterial vessels [1,2] and other soft tissues. Abdominal aortic aneurysms (AAAs) are permanent irreversible dilations of the infrarenal section of the aorta that will eventually expand to the point of rupture if left untreated. Many previous studies have focussed on the numerical prediction of wall stresses and ultimately rupture prediction of AAAs [3,4]. However, there have been limited reports as to how these aneurysms behave experimentally [2,5]. Also, previous experimental work has employed the use of a single material to represent the AAA wall, even though it is known that a realistic AAA may have differing materials properties at various locations throughout the aneurysm [6].
Surgical repair of abdominal aortic aneurysms (AAA) is associated with a considerable mortality rate, thus making less invasive therapies appealing. One of the more popular therapies is the placement of an endovascular prosthesis. Its function is to maintain vessel patency while attenuating the load on the AAA wall. To avoid dislodgment and migration, it is very important that the prosthesis be appropriately sized. The designer must take into account the variety of shapes to which the prosthesis must conform, and the clinician must take care to select an appropriate length. We have developed a finite element based technique which can be used for the geometric analysis of AAA. The technique requires the description of the AAA in a cylindrical coordinate system whose z-axis passes cleanly through the inside of the AAA. For a highly tortuous AAA, such an axis may not exist, rendering the mapping until recently impossible. We present a modified cylindrical coordinate system for the 3D geometric analysis of highly tortuous AAA. The method offers the additional capability for determining AAA length, which is critical to the selection of endovascular prosthesis sizing.