2015
DOI: 10.1016/j.desal.2015.04.007
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Quantification of the defect size of ultrafiltration membrane system using mathematical model

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Cited by 4 publications
(3 citation statements)
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“…Therefore, the modified coefficient ω in Equation (4b) was assumed to be equivalent to 0. Wang et al [20] had come up with similar results and given a reasonable explanation. Therefore, in the simulation in this study, the effect of the membrane deformation properties on defect size was ignored.…”
Section: Membrane Damage Characterizationmentioning
confidence: 58%
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“…Therefore, the modified coefficient ω in Equation (4b) was assumed to be equivalent to 0. Wang et al [20] had come up with similar results and given a reasonable explanation. Therefore, in the simulation in this study, the effect of the membrane deformation properties on defect size was ignored.…”
Section: Membrane Damage Characterizationmentioning
confidence: 58%
“…It was found that the pressure value of the gas chamber did not obviously decline. For example, with the conditions of water depth 30 mm, gas chamber volume 365.59 mL, and original applied pressure 95.48 kPa, the pressure declined from 95.48 kPa to 94.60 kPa after 100 s. This pressure decay can be mainly attributed to gas diffusion through intact pores [20], proving that the experimental system was intact, airtight, and sealed hermetically. Figure 4 shows the time dependence of gas chamber pressure and PDR of different needle sizes (0.20 mm, 0.22 mm, 0.30 mm, and 0.35 mm).…”
Section: Effects Of Defect Size On Gas Chamber Pressure and Pdrmentioning
confidence: 92%
“…막여과 공정이 정수처리 시설에 도입되는 가장 큰 이유 중 하나는 크립토스포리디움(Cryptosporidium parvum)과 지아디아(giardia) 등의 병원성 미생물이나 탁도 에 대한 높은 제거율로 인한 안정적인 수질공급이 가능 하기 때문인데, 이는 막완결성이 확보되어야만 보장할 수 있다 [4]. 따라서 막여과 운전을 하는 동안 막 손상이 나 파단의 발생에 대하여 막여과 공정 시스템에서 정확 하게 판단할 수 있어야 한다 [5] 1차 측 압력손실시험을 수행할 때 △P는 압력계의 최 저감도한계값, α는 P max 까지 가압하는 모듈수를 말하 고, β는 손상된 막으로 시간에 따른 누출공기량(L/min) 과 T(min)의 압력손실시험 시간과의 관계로 질량을 나 타낼 수 있다 [10]. 위의 식…”
Section: 서 론 1)unclassified