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基于扩散近似法和双通量法耦合的多孔介质内燃烧辐射换热计算方法
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作者 李德波 宋正昶 《计算物理》 CSCD 北大核心 2013年第2期203-208,共6页
将Rosseland辐射模型和双通量法结合,对瓦斯气体在泡沫陶瓷中预混燃烧辐射换热计算方法进行研究.数值模拟的结果与试验结果吻合比较好,证明提出的辐射换热计算方法是有效的.
关键词 辐射换热计算方法 Rosseland扩散近似法 双通量法 瓦斯预混燃烧 多孔介质
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板式换热器在船舶轮机中的应用 被引量:2
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作者 李丰华 《船舶物资与市场》 2022年第5期53-55,共3页
伴随社会经济的持续、稳健化发展,科学技术水平的不断提升,许多先进技术、理念被应用在船舶的设计、生产当中,强有力推动着此领域的发展与完善;轮机乃是船舶运作的关键性设备,保障其运作正常、高效,十分必要且关键;而要想强化船舶轮机... 伴随社会经济的持续、稳健化发展,科学技术水平的不断提升,许多先进技术、理念被应用在船舶的设计、生产当中,强有力推动着此领域的发展与完善;轮机乃是船舶运作的关键性设备,保障其运作正常、高效,十分必要且关键;而要想强化船舶轮机运作质量,板式换热器的应用必不可少。本文结合当前实况,首先对板式换热器的基本构造及特点进行改善,总结其换热计算方法,且就其在船舶轮机中的应用及所需注意事项作剖析,望能为此领域应用研究提供一些参考。 展开更多
关键词 船舶轮机 板式换热 换热计算方法
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Condensing Heat Exchanger
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作者 Janusz Lichota Krzysztof Polko Kazimierz Wojs 《Journal of Energy and Power Engineering》 2014年第9期1511-1542,共32页
The paper shows a method of designing a heat exchanger recovering heat from the condensation of water vapour contained in flue gases. A heat exchanger condenses water vapour and SO2 (sulphur dioxide) in the presence... The paper shows a method of designing a heat exchanger recovering heat from the condensation of water vapour contained in flue gases. A heat exchanger condenses water vapour and SO2 (sulphur dioxide) in the presence of inert gases (CO2, CO, N2, O2) contained in flue gases. A mathematical model and a sample design of a heat exchanger were presented. The heat exchange is capable of recovering from a dozen or so to several dozen percent of heat from flue gases escaping into the atmosphere. A second advantage of the heat exchanger is the possibility to reduce the emissions of SO2 considerably. Depending on the parameters, it can be even a sevenfold reduction in the emissions. The main mathematical tool used for designing the condensing heat exchanger is the Colburn-Hougen method. The authors omitted that part of the method which requires iterative calculations. The Mollier diagram was used instead. 展开更多
关键词 Heat exchanger CONDENSATION heat recovery flue gases.
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Pattern Formations in Heat Convection Problems
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作者 Takaaki NISHIDA Yoshiaki TERAMOTO 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2009年第6期769-784,共16页
After Bénard's experiment in 1900, Rayleigh formulated heat convection problems by the Oberbeck-Boussinesq approximation in the horizontal strip domain in 1916. The pattern formations have been investigated by t... After Bénard's experiment in 1900, Rayleigh formulated heat convection problems by the Oberbeck-Boussinesq approximation in the horizontal strip domain in 1916. The pattern formations have been investigated by the bifurcation theory, weakly nonlinear theories and computational approaches. The boundary conditions for the velocity on the upper and lower boundaries are usually assumed as stress-free or no-slip. In the first part of this paper, some bifurcation pictures for the case of the stress-free on the upper boundary and the no-slip on the lower boundary are obtained. In the second part of this paper, the bifurcation pictures for the case of the stress-free on both boundaries by a computer assisted proof are verified. At last., Bénard-Marangoni heat convections for the ease of the free surface of the upper boundary are considered. 展开更多
关键词 Oberbeck-Boussinesq equation Heat convection Pattern formation Computer assisted proof
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