脉动热管:非线性状态下的运行

Alok Kumar, Suneet Singh, Nadeem Ahmed
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摘要

全球对小型化技术的关注使紧凑型电子器件成为热管理研究的核心。高紧凑密度的电子器件是非常高的散热系统。为了保持这些设备的可靠性和耐用性,必须消除这种高热流密度。在众多的散热系统中,脉动热管(PHP)已经显示出其独立和混合的用途。它们的体积小,结构无芯,在不同操作条件下的性能使其成为一种很有前途的小面积除热剂,无论是地面还是太空。尽管它们的几何结构简单,但由于瞬态运行过程中涉及的多物理场过程,PHPs表现出复杂的动力学特性。在用数学模型对系统进行分析以获得系统的工作特性时,复杂的动力学是难以解释的。多物理场相互作用之间的相互作用使系统高度非线性,对初始条件非常敏感。因此,根本问题在于对非线性状态下动力学的理解。对一个最先进的模型进行了非线性稳定性分析。液体段塞的振荡行为与弹簧系统相似。与几个热力学过程有关的参数已经改变,以捕捉在动态变化使用余维一和二分析。利用MATCONT对分别包含液塞和汽塞守恒方程的非线性微分方程组进行了数值求解。分岔分析表明,随着参数和启动工况的变化,其动态变化也与文献相符。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pulsating Heat Pipe: Operation in Nonlinear Regime
The global attention toward miniaturization technologies puts compact electronic devices at the core of thermal management research. The high compact density electronic devices are very high heat-dissipating systems. The removal of this high heat flux is imperative to maintain the reliability and durability of these devices. Among many heat removal systems, Pulsating Heat Pipes (PHP) have shown both their standalone and hybrid utility. Their miniature size with wickless structure and performance in different operating conditions put them as a promising heat removing agent in small area applications, be it terrestrial or space. Despite their simple geometry, PHPs exhibit complex dynamical characteristics due to the multiphysics processes involved during the transient operation. The complex dynamics is not easy to explain while analyzing the system by the mathematical models, used to obtain operating characteristics. The interplay between the multiphysics interactions makes the system highly nonlinear, which is very sensitive to the initial conditions. Therefore, the fundamental problem lies in the understanding of the dynamics in the nonlinear regime. Nonlinear stability analysis has been carried out on a state-of-the-art model. The oscillatory behavior of the liquid slug is modeled similarly to the springmass system. The parameters related to several thermodynamic processes have been varied to capture the change in the dynamics using codimension one and two analyses. The system of non-linear differential equations, containing the conservation equations for the liquid slug and vapor plug separately, has been solved numerically using MATCONT. Bifurcation analysis shows the sudden changes in the dynamics while varying the parameters and the start-up operating conditions also match with the literature.
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