To concentrate on the intensity move of the falling film evaporator with stage change on the two sides, in this paper we assembled the numerical model and the actual model where the fluid film inside the cylinder is laminar and fierce. The film thickness of the condensate at various hub positions, all out condensate volume and speed circulation, and temperature dispersion of condensate outside the cylinder can be acquired by working out the proposed model.
In the interim, the fluid film thickness, speed conveyance and temperature appropriation inside the cylinder were acquired by mathematical reproduction by considering the impact of the fluid film with various organizations on the intensity move during liquid stream. With ethanol-water as the system, the general intensity move coefficient and intensity move amount of the falling film evaporator were acquired by the computation of the model. The precision of the proposed model was affirmed by tests. The model and the computation of intensity move proposed in this paper have gigantic importance for the essential information and hypothetical direction of the intensity move execution expectation and functional advancement of the evaporator.
The falling film vanishing has broadly concerned different researchers for its short home time, little temperature distinction and high intensity move coefficient. It has moreover turned into a hotly debated issue in the field of intensity move research. Further investigating the peculiarity of falling film stream has incredible importance for the research of upgraded heat move. Warm properties are basic for upgraded heat move [1-5]. The research on the intensity move of falling film dissipation is classified into three: hypothetical research, trial research and mathematical reproduction (table 1). Double effect falling film evaporator.
In 1916, Nusselt [6] uncovered the fluid film stream standard example and established the groundwork for the intensity move research for the smooth vertical cylinder surface. Notwithstanding, there is an incredible contrast between this ideal stream process and the real application. There is a significant blunder between the anticipated outcome and the trial esteem. The outcome and the trial esteem are bigger than the hypothetical worth.
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