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隨機紊流之微粒傳送過程 = Particle transport as ...

國立虎尾科技大學

隨機紊流之微粒傳送過程 = Particle transport as a stochastic process of turbulent boundary layer flow

紀錄類型:	書目-語言資料,印刷品 : 單行本
並列題名:	Particle transport as a stochastic process of turbulent boundary layer flow
作者:	陳英凱,
其他作者:	邱明志,
其他團體作者:	國立虎尾科技大學
出版地:	雲林縣
出版者:	國立虎尾科技大學;
出版年:	民96[2007]
版本:	初版
面頁冊數:	76面圖,表 : 30公分;
標題:	布朗擴散
標題:	Brownian diffusion
電子資源:	http://140.130.12.251/ETD-db/ETD-search-c/view_etd?URN=etd-0626107-130139
摘要註:	根據 Laplace transform schemes 算出在連續渦流的生命週期中速度、溫度和濃度的平均分佈，透過統計學隨機過程的觀念來討論子層接近模式。在黏滯子層的平均成長週期中，微粒傳遞渦流過程被自動地歸類是平均分佈，而可分析解提供了在研究懸浮微粒工程上簡單且可靠的工具，而Brownian diffusion、turbulent fluctuation、thermophoresis、and turbophoresis，對微粒自然沈澱的影響，在某種程度上可以用量化的方式表達。本研究證明了理論結果與實驗數據相類似，而在子層接近的模式中可以在可分析解中加入影響微粒自然沈澱的影響因子，藉此可延伸研究範圍與應用層面。 Mean distributions of velocity、temperature and concentration during the lifetime of successive eddies are derived from Laplace transform schemes. The comparable mechanisms of mean component that dominates the transport processes are automatically considered on the average growth period of viscous sublayer by formulating the mean distributions as a stochastic process with the aid of sublayer approach model. Analytical solution offers a simple and reliable computational tool of practical use to aerosol engineers. The effects of Brownian diffusion, turbulent fluctuation, thermophoresis, and turbophoresis on the physical trends of particle deposition rate are quantitatively revealed in some extent. The agreement with existing theoretical and experimental data validates that the sublayer approach model can further extend by including appropriate forces in the analytical formulation through the equilibrium among acceleration terms.

隨機紊流之微粒傳送過程 = Particle transport as a stochastic process of turbulent boundary layer flow
陳, 英凱

隨機紊流之微粒傳送過程 = Particle transport as a stochastic process of turbulent boundary layer flow / 陳英凱撰 - 初版. - 雲林縣 : 國立虎尾科技大學, 民96[2007]. - 76面 ; 圖,表 ; 30公分.
參考書目：面.
布朗擴散Brownian diffusion

邱, 明志

隨機紊流之微粒傳送過程 = Particle transport as a stochastic process of turbulent boundary layer flow
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