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4期 环境科学 127 loop reactor. Applied Catalysis B: Environ mental, 1998 tocatalytic oxidation reactors, Part I: Flat" plate configure 16:347-357 tion.J Solar Energy Engineering, 1994, 116 Bactericidal and detoxification effects ith titaniu m dioxide i m mobilized on large silica gel beads to TiO thin fil m phot catalysts. Environ. Sci. Technol. 998,32(5):726~728 19 Burns A R et al. Effect of inorganic ions in heterogeneous ganis in water using supported catalysts. TiO on sand hot catalysis of TCE. J. Environ mental ater Res,,l991,25(10):1169-1176 1999,Jn,,77~85 27 Matthe ws W R et al. Destruction of phenol in water with 20 Vidal A et al. Mogyorodi. Photocatalytic degradation of thio sun, sand, and phot catalysis. Solar Energy, 1992, 49(6) arba mate herbicide active ing re dients in water. Applied 507~513 Catalysis B: Environ mental, 1999, 21: 259-267. :8 Wyness P et al. Perfor mance of nonconcentrating solar phor 21 Crittenden C j et al. Solar detoxification of fuel conta min tocatalytic oxidation reactors, Part II: shallow pond configur ration.J. Solar Energy Engineering, 1994, 116:8-13. n ment Research, 1996, 68(3): 270-278 : 9, Peill J N et al. Iron( Ill)-doped Q sized TiO coatings in a 22 Zhang Y et al. Fixed bed phot catalysts for solar deconta mr fiber optic cable phot oche mical reactor. J. Photoche m. Pho nation of water. Environ. Sci. Technol., 1994, 28(3) tobio. A: Che m,:1 997 435-44 30 Ray K A et al. Novel pht ocatalytic reactor 23 Herrmann FMet al, TiO- based solar photoc cation. Environ mental and Energy Engineering, 1998,4 fication of water containing organic pollutants. Case studies (2): 477-483 of 2, t dichlorophenoxyaceticacid (2, +D) and of benzofur 31 Saltiel C et al. Perfor mance analysis of solar water detoxifr ran. Applied Catalysis B: Environ mental, 1998,17: 15 cation syste ms by detailed si mulation, (In): AS ME- JsES KSES International Solar Energy Conference. New York 24 Wyness P et al. Perfor mance of nonconcentrating solar phor ASME,1992,21-28   ≤   ∞√   16  ∗ 1   1 ≤∏∏2  ∏ ¬    ¬ ¬ 1 °1 °2 1   ≤1  118  ∗ 1  ∏   1 ∞ ∏   × ≤ ∞  1 ∞√ ∞  1  ∗ 1  ∂1  1 ° 2   √   1  ≤  ∞√ 21  ∗ 1  ≤ ≤ 1 ≥¬ ∏22 ∏∏¬2 • ∞√2   68  ∗ 1   ≠ 1 ƒ¬22    ∞√1 ≥1 ×1    28    ∗ 1   2  1 ×2¬2    ∏1 ≤ ∏  2¬  2⁄   ∏2    ≤   ∞√   17   ∗ 1  • ° 1 ° 2 ¬  °  ƒ2 ∏2   ≥∞ ∞ 116  ∗ 1  ≥∏ 1   ¬   ×    ∞√1 ≥1 ×1   32  ∗ 1    •  1 °¬√  ∏2   ∏ ∏ 1 ×  1 •  1  25  ∗ 1    •  1 ⁄∏      ∏ ≥∞  49   ∗ 1  • ° 1 ° 2 ¬ °  ∏2  1 ≥∞ ∞ 116  ∗ 1 1 ° 1 2 ±2 ×   21 °1 °2 1   ≤1  108  ∗ 1     1 √  ∏2  ∞√  ∞ ∞   44   ∗ 1  ≥≤ 1 °   ¬2     ∏1   ≥  ∞2≥∞≥2 ≥∞≥  ≥ ∞ ≤  ≠ ≥  ∞ 1  ∗ 1  期 环 境 科 学 
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