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Stability of aneurysm solutions in a fluid-filled elastic membrane tube 被引量:1
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作者 A. T. Irichev Y.-B. Fu 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2012年第4期1209-1218,共10页
When a hyperelastic membrane tube is inflated by an internal pressure, a localized bulge will form when the pressure reaches a critical value. As inflation continues the bulge will grow until it reaches a maximum size... When a hyperelastic membrane tube is inflated by an internal pressure, a localized bulge will form when the pressure reaches a critical value. As inflation continues the bulge will grow until it reaches a maximum size after which it will then propagate in both directions to form a hat-like profile. The stability of such bulging solutions has recently been studied by neglecting the inertia of the inflating fluid and it was shown that such bulging solutions are unstable under pressure control. In this paper we extend this recent study by assuming that the inflation is by an inviscid fluid whose inertia we take into account in the stability analysis. This reflects more closely the situation of aneurysm forma- tion in human arteries which motivates the current series of studies. It is shown that fluid inertia would significantly reduce the growth rate of the unstable mode and thus it has a strong stabilizing effect. 展开更多
关键词 ANEURYSMS localized bulging STABILITY Bi- furcation
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