• 설비공학논문집
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• 제14권9호
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• pp.699-705
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• 2002

The present study discusses the deviation from the pure dead-time model of passive scalars such as temperature and concentration in the Poiseulle flow Even in the case of no thermal diffusion, there exists a substantial amount of damping and large deviation of phase lag from that computed by the traditional dead-time model after only 10 diameter downstream. These are caused by the phase difference of temperature in the radial direction due to the nonuniform velocity distribution. In the presence of thermal diffusion, damping is more pronounced.

• Bulletin of the Korean Chemical Society
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• 제3권1호
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• pp.23-30
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• 1982

For the study of transport phenomena of an aqueous NaCl solution through a cuprophane membrane, a new apparatus was constructed. The volumc flow rate Q, the permeability coefficient U, and the permeability constant K were measured or determined by using this apparatus. The experimental temperature range was 5 to $35^{\circ}C$, and the applied pressure increments were 10 to 40 psi. By assuming that the cuprophane membrane is composed of n parallel cylindrical capillaries of circular cross-section and that the flow of the solution through the capillaries follows the Poiseulle law, the mean radius r of the capillaries and the number n of the latter in the membrane were evaluated. By using a reasonable assumption concerning the radius ${\eta}'$ of the species diffusing through the membrane, it was concluded that the contribution of the diffusive flow to the total flow rate Q is less than 10%. Thus, the Q was treated as the rate due to the viscous flow, and the viscosity ${\eta}_m$ of the solution in the membrane phase was evaluted, and it was found that ηm is nearly equal to ${\eta}_b$, the bulk viscosity of the solution. From this fact, it was concluded that in the capillaries, no change occurs in the physical state of the NaCl solution. The value of ( = 4.27 kcal/mole) and ${\Delta}Sm^{\neq}$(4.28 eu) were obtained for the viscous flow. A possible explanation was given.

• 한국가스학회지
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• 제8권3호
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• pp.43-51
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• 2004

GMS(generalized Maxwell Stefan) 모형을 이용하여 나노기공성 TPABr (Tetrapropylammoniumbromide) templating 실리카/알루미나 복합막에서 $CO_2$와 $N_2$의 투과 및 분리 특성을 해석하였다. 담체로 쓰이는 메조포러스 알루미나 지지체에서의 기체 투과는 누슨 확산 (Knudsen diffusion) 및 점성 확산 (viscous diffusion 혹은 Poiseuille flow)에 의존하였으며, 이러한 투과메커니즘은 DGM (dusty gas model)을 통하여 규명할 수 있었다. 본 연구에 사용한 복합막의 분리 특성을 결정 짖는 TPABr templating silica layer의 경우 강한 흡착 특성으로 인하여, 기공 확산보다는 표면 확산(surface diffusion)을 나타내었다. 따라서 GMS 모형을 통해 다성분계의 표면 확산 투과/분리 메커니즘을 성공적으로 해석할 수 있었다. 본 연구에서 사용된 복합무기막에서는 흡착량과 표면 확산 현상이 복합적으로 일어나기 때문에, 강흡착질인 $CO_2$와 비교적 약흡착질인 $N_2$ 혼합물 분리에 있어, $CO_2$의 pore-blocking 현상으로 인해 $CO_2$가 투과 농축되었다.