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A Mathematical Model for Optimizing the Structure of A Flat Micro Heat Pipe with Fiber Wick

机译：用纤维芯优化扁平微热管结构的数学模型

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Han Tian; Liu Xiaowei; Zhang Rui; ?wang Chao;
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年度 2016
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1. A Mathematical Model for Predicting the Thermal Resistance of a Flat Micro Heat Pipe with Fiber Wick [J] . Han Tian, Liu Xiaowei Advanced Science Letters . 2012,第Null期

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2. A Mathematical Model For Analyzing The Thermal Characteristics Of A Flat Micro Heat Pipe With A Grooved Wick [J] . Kyu Hyung Do, Sung Jin Kim, Suresh V. Garimella International Journal of Heat and Mass Transfer . 2008,第19a20期

机译：分析带凹槽棉芯的扁平微热管热特性的数学模型
3. A numerical model for transport in flat heat pipes considering wick microstructure effects [J] . Ram Ranjan, Jayathi Y. Murthy, Suresh V. Garimella, International Journal of Heat and Mass Transfer . 2011,第1a3期

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4. A Mathematical Model for Optimizing the Structure of a Flat Micro Heat Pipe with Fiber Wick [C] . Tian Han, Zhu Zhang 2012 Second International Conference on Instrumentation, Measurement, Computer, Communication and Control. . 2012

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5. Modeling of Heat Transfer and Flow Patterns in a Porous Wick of a Mechanically Pumped Loop Heat Pipe: Parametric Study Using ANSYS Fluent [D] . Ali, Md. Shujan. 2017

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6. Regional Control and Optimization of Heat Input during CMT by Wire Arc Additive Manufacturing: Modeling and Microstructure Effects [O] . Furong Chen, Yihang Yang, Hualong Feng 2021

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7. A Mathematical Model for Analyzing the Thermal Characteristics of a Flat Micro Heat Pipe with a Grooved Wick [O] . Do, K H, Kim, S J, Garimella, S V 2008

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8. Mathematical model of thermal spikes in microwave heating of ceramic oxide fibers [R] . Thomas, J. R., Unruh, W. P., Vogt, G. J. 1994

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A Mathematical Model for Optimizing the Structure of A Flat Micro Heat Pipe with Fiber Wick

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