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Extensional flows with viscous heating
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DOI：10.1017/S0022112006003338.png)
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In this paper we investigate the role played by viscous heating in extensional flows of viscous threads with temperature-dependent viscosity. We show that there exists an interesting interplay between the effects of viscous heating, which accelerates thinning, and inertia, which prevents pinch-off. We first consider steady drawing of a thread that is fed through a fixed aperture at given speed and pulled with a constant force at a fixed downstream location. For pulling forces above a critical value, we show that inertialess solutions cannot exist and inertia is crucial in controlling the dynamics. We also consider the unsteady stretching of a thread that is fixed at one end and pulled with a constant force at the other end. In contrast to the case in which inertia is neglected, the thread will always pinch at the end where the force is applied. Our results show that viscous heating can have a profound effect on the final shape and total extension at pinching.
Keyword:
TEMPERATURE-DEPENDENT VISCOSITY
TAYLOR-COUETTE FLOW
FIBERS
STABILITY
TENSION
期刊
IF:
3.9
论文数:
2.0W
被引数:
9.4W
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