• 作者： Tseug, Wen-Hsing; Lin, Chun-I
• 中文摘要： 本文提出了一個描述惰性氣氛下匹偶性氣固反應之數學模式。在諾森擴散區和一般擴散區我們分別導出了統禦方程式。整個系統會受到六個無因次參數:.sigma./sup 2/、.beta.、.gamma.、I/sub 1/、n和N/sub sh/的影響。當.sigma./sup 2/、.beta.、.gamma.和I/sub 1/的值增加時; 化學反應加速。當n或N/sub Sh/的值降低時,反應亦加速。
• 英文摘要： A mathematical model has been proposed to describe the coupled gas-solid reactions in an inert atmosphere. Two sets of governing equations have been derived to represent the system in Knudsen diffusion region and in normal diffusion region, respectively. The whole system is characterized by six dimensionless parameters: .sigma./sup 2/, .beta.,.gamma., I/sub 1/, n and N/sub Sh/. The reaction is found to be fast when the value of .sigma./sup 2/, .beta.,.gamma., or I/sub 1/ is high, or the value of either n or N/sub Sh/ is low.
• 中文關鍵字： 數學模擬; 氣固反應; 匹偶性氣固反應; 惰性氣氛
• 英文關鍵字： Mathematical Model; Gas-Solid Reaction; Coupled Gas-Solid Reaction; Inert Gas Atmosphere