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(1)‚]æ~>Æ·~ã²æ. òY. Vol. 9, No. 1, pp. 54~62, 2004. ÏbR J"* ÆWª ŽFÆ~ ÿ*8 ;z ßWö ^¿B ~º 'Ë. B>â ÁB÷¢ *ÁRçÒ ÁB;~ 1. 1. 1. 2. ‚·&v ÆÏ~ã" 7&v ÆÏ". 1. 2. The Effect of Flushing Solutions on ElectroKinetic/ Remediation of Ferrous Soil Contaminated by Lead. Á. Á. Á. Soo-Sam Kim1 Byung-Il Kim1 Sang-Jae Han1 Jung-Hwan Kim2 1. Hanyang University, 2Chungang University. ABSTRACT In order to enhance the efficiency of removal a series of ElectroKinetic Remediation (EKR) tests on ferrous soil contaminated by lead are carried out using acids, chelates and surfactant as flushing agents. The test results indicate that pH in the electrolyte rapidly reached at steady state as the introduce of flushing solution of the lower pH, the type of flushing solution have no effect the distribution of electrical voltage within the sample but the increasing of solution concentration increases it at x/L=0.9. In the distribution of the residual lead in the sample SDS is the highest. Also, the removal efficiency for acetic acid concentration of 1mM is the highest but the concentration of acetic acid significantly have no effect. Key words : Ferrous, Electrokinetic remediation, Acis, Chclate, Surfactant. º £ ^.  ’öBº Ïb‚ J"B FV>" ÆWªš ï ŽFB ÆWª ŽFÆö &‚ ;z ÎNj ËçÊV *š ^¿B‚ Ö, Ò.šÞB 5 ꚂWB¢ ÒÏ~ ÿ*V ;z þj ~& . þÖ" "«>º ^¿B~ pH & Ôj>ƒ ·(,z)&>–~ pHº z Vž *ö ;çç 8ö ê~&b–, *{ ª

(2) ~ ãÖ ^¿B «~ ö 8ž Nšº ’² ¾æ¾æ p~, "«Ï‡~ ³ê& Ã&Žö 8¢ (+)b‚¦V ;zB –Òž 0.9æ6ö B~ *{f z ’² ¾æ¾º ãËj & . $‚, ršNW ꚂWBž SDS& &Ë ¸f º~ Ï³ê ª

(3) ¢ & . ^¿B ³ê~ ãÖ 1 mM~ Acetic acidöB &Ë ·^‚ ;zÎNj &æò, j^ÞÖ~ ³ê æzº Æ Wª ŽFÆ(Ferrous soil)~ ÿ*V ;z ÎNö – 'Ëj ~æ Fº ©b‚ ¾æÒ . *Ú : Æ9ª ŽFÆ, ÿ*8 ;z, Ö, Ò.šÞB, Ꚃ9B 1.. * V. š &¦ª~ þf EK ÎNš ·^‚ šRÒ¾šÞ j &ç ò‚ þ‚ ã֚`, ¢¢šÞf ?f ¶ Æö z &rÚ òö &‚ \º ç&'b‚ ' . š RÒ¾šÞ~ ãÖ &æ*~%>(Variable charge mineral) ‚ ·šN L~Ë(CEC)š pHö ~š'š`, ¢¢šÞ~. &R>W~

(4) z æ>ö Ôf >&~ ç~ *VËj ' Ï~º ÿ*V(š~ EK) ;z VFš 7.³ $º FV >‚ J"* æ>ö ç‚ Î¢ š ® . ¾,. 1). *Corresponding author : [email protected] : 2003. 11. 13 : 2003. 12. 12 : 2004. 6. 30. ö%>¢ î~ # Æ~. ²Òߞ¢ Hæ. 54.

(5) ÏbR J"* Æ9ª ŽFÆ~ ÿ*8 ;z ß9ö ^¿B ~º Ë. ãÖ ;*~7>(Fixed charge mineral)‚ CEC& pHö j~š'šV H^ö 6Æ7b-J"b~ ç^·Ïš EK VF~ ÎNö – 'Ëj † > ® . šRÒ¾šÞ~ CEC& «¶ &˶Ò~ Žê ֏ (Broken edge)öB B>º ©"º Ò ¶Æ~ ãÖ "‚ ÿ;~~ö ~š B>`, Ï~ &¦ªš Ž*b ; ‚B êÖ $º >Öz ;‚ ºš‚ . šf ?f ; º ϚB çb‚ šÒ~æ pº š B–~V Ú[ . $‚, ¶Æ~ ãÖ ÆÖzb " ?f ®Bbš šÒ ~, FVb Žïš ’V H^ö šRÒ¾šÞö jš ç &'b‚ ¸f jÏËj ž . šº EK ;ö ~š B >º Ö*Fb‚ Æ·~ pH¢ ÔºV Ú[ º ©j ~ ~–, 8¢B J"bj ϚÊV& jv' Ú[ . šH jÏËj ÔºV *šB NaOAc/HOAcf ?f z >w FÚ¢ šÏ† > ® . z>w FÚ¢ Òφ ãÖ, ¢>'b‚ ꚂWB º FVJ"b~ EK ;z¢ ËçÊV *š, Ò O zB $º Ò.šÞBº 7.³~ EK ;z¢ ËçÊV *š "‚ ÒÏ>–, ꚂWBf Ò.šÞB¢ b~  ÒÏ~Vê ‚ . $‚, ֚ jÏ˚ – ¶Æö & ~ ò~ pH¢ Ôº–¾, Ö*F~ šÿj /êÊV *š Ò .³Ž*b~ Ϛ¢ *š ÒÏB . šH, Ö" šNj

(6) Ž~ ®º ꚂWB Ò ;Öj ÒÏ~&j ãÖ ~ –WWª 7 ¢¦& ϚF > ® º ^B , Ò.šÞf ?f ãÖ ÒÏ ê ¾Ò>~ ² > ^B š BV>Vê ~&V H^ö , šö &‚ ' .‚ –~& jº~ .  ’öBº FVb" ÆWªš ï ŽFB ¶Æ ö &‚ ÿ*V ËçV»~ 'Ï" ËçV» ê ;zßW j «~¶ “Ú ¶Æö &~ ¢N~ ÿ*V ^ ¿ þj ~& . ^¿B‚º Ö(j^ÞÖ, "Ö), Ò .šÞB(’Ö, EDTA) 5 ršNW ꚂWB(SDS)¢ F;~&, ³ê –š~ ãÖ j^ÞÖj F;~ 0, 1, 10, 50, 100 mM‚ ³ê æzö 8ž ÿ*V ;z ßWj «~¶ ~& . 1). 2). 1). 3~4). 55. ö ~š B–>– , ֚ ;†>ƒ 7.³~ B–Nf ËçB . ¾, Steele and Pichtel(1998) ö 8šš Ï ºÂÎNf Ö~ ³êö j~š'ªš BB : ® . H+). 6). 7). 8). 2.2 Acetic acid. º ;‚ ¶W~ êî& ¾º Zï~ ‡Ú‚, ª¶ï 60.05, Ÿº6 16.6 C, pº6 117.8 C, j7 1.0492š . £Öš–, 1 mol >χöBº 0.4%;ê šÒ~ j^Þ֚N" >²šNš B . ï '~š Ö;z>V ’Öæ‚ ÎÞÆöº Ö;ç& >º – š©j .֚¢ ‚ . Cline and Reed(1993) ~ ã Ö  Æîö Acetic acid¢ ^¿B‚ Òς þj Û š B–Nf ÆîF;" ^¿B~ ³êö – 'Ëj Aæ p~  B~& . Ëã>(2003) ~ ãÖ Ëçbî‚ Ž ϚBž .Öj "«Žb‚B .ç>º >wf  (1) " (2)f ?  ~& .  (1)öBf ?š .Ö~ Ôf pH‚ žš 6ÆRšö ‡O* 7.³š šNz>Ú îO š Ϛ~² B . $‚  (2)ö BB :f ?š r ¦"ö ;WB >Öz Ž*>j ϚBž .Öj "«Ž b‚B Ϛ >ö Ϛ>² B . Acetic acid(CH3COOH). o. o. 9). 10). Pb2+ (clay)2− + 2CH3COO− + 2H+.  2H. +. (clay)2− + Pb2+ + 2CH3COO−. (1). 2CH3COO− + 2H+ + Pb(OH)2.  2CH COO. −. 3. + Pb2+ + 2H2O. (2). 5). 2.. ^¿*~ ßW # J"> *` zšî¾. Ö(HCl; Hydrochloric acid) "Ö~ j7f 1.190, ª¶ïf 36.46 gš . Û Zï š ³ê 35% šç~ ©j ê‚ "֚¢ ~–, ê‚ "Öf ¶'ž êî& ¾º χš . HCl~ ãÖ Ïf Ôf pHöB~ ËçB îO 5 šNv~(Pb ö &‚ 2.1. 2+. 2.3 SDS(Sodium Dodecyl Sulfate). º ršNW ꚂWB‚ CMCº 8 mM;êš . z' ’Wf(H C-(CH ) -CH OSO -Na )š, ª¶ïf 288 gb‚ ÛJWš ± . SDSf ?š Ö" šNj

(7) Ž~º z>~ ãÖ * >~ pH¢ Ã&Ò > ®  rJ^ ® . šº  ~ 7>–W 7 ÚÆ‚ Wªj ϚÒ > ®b– š‚ žš ϚB –W>~ Ž*b‚ R>ê>~ 6²& ¢V F > ® . $‚, º 10 mM šç~ ³ê¢ "«~&j ãÖ Clay¢ Ϛ* š ﮺ *çš ¾æÒb– (Pore clogging), V¢B Clay¢

(8) Ž~º Æ·~ 'Ïö º ‚ê& ®  B~& . SDS¢ "«~&j ãÖ Æ·Rš" BF 7.³~ îO >wj â 1ö B~& . 1êöBº Æ· R šö îšfš ‡O~, 2êöB Æ· Ršö ‡OB .³"~ ç^·Ïj ۚ ꚂWBf .³š îO>² B (3ê). V¢B 4êöBº Æ· Ršb‚¦V ÎÚ 11). SDS. 3. 2 10. 2. 3. 2. 3). Journal of KoSSGE Vol. 9, No. 1, pp. 54~62, 2004.

(9) B>âÁB÷¢Á‚çÒÁB;~. 56. Fig. 3. Schematic illustration of the citric acid and Pb2+ reaction.. Fig. 1. Desorption mechanism of heavy metals by anionic surfactants (Modified from Mulligan et al., 1999).. .³ FVb Ob(Metal-organic complex) ;‚ £² îOšÚÚ 7.³ ¶FšN(Free metal ion)ö ~‚ ëW ^B¢ 6²Ò > ®, îOê ŸV ’Ú Ob ;‚ B Æ· Ú R"ö ^B& ìº ©b‚ rJ^ ® . .³" ç&'b‚ n;‚ Obj ;W~º citric acid f ?f FVÖf formicš¾ lactic acidf ?š n;‚ Obj ;W~æ pº © ö jš Æ·b‚¦V .³j Fÿz ʺ–  – potentialj <º . ‚ö~š, & ª¶ï FV ršN(organic anions)š FV Ò*(Ligand) ‚Ž ·Ï~V r^ž–, š r 7.³~ Fÿz¢ Ã& ʺ 3&æ ズ Ñ Ò* v~(ligand-exchange) >wj ۚ Æ· Ršö ‡OB .³j ~~Žö ~š, ~ .³j ‡O‚ .³-Özb Ršj ϚŽö ~š, q χ ÚöB .³j ObzŽö ~šBš . $‚ º ¾ÒB 7.³~ χ Ú ;º FVÖ ³ê 10 mM šçb‚ ¾Ò‚ ãÖ &¦ª .³-FVb Ob~ ; ¢ &ææ‚ .³ ¶FšNö ~‚ ëW^Bº ìº © b‚ š–, FVÖ~ ;º 7.³" Obj š–¾ ¶FšN ç(Cit ) _f organic-H~ ;(HCit , H Cit , H Cit)‚ šÒ~æ‚ 7.³ ¾Òê FÂ>ö šÒ~º F VÖj 禪 ²>~ ÒÒÏ † > ®  ~& . Citric acid "«ö ~‚  Rš" Ï~ .ç>º –ÿ f j¾f ? ( (3), â 3). 12). 13). Fig. 2. Schematic of anionic surfactant micelle containing solubilized organic and bound counterions (Modified from Somasundaran and Krishnakumar, 1997).. ^ ¾N .³" ꚂWB& šÿ~šB, ֓ .³ O >j ;W~² B (5ê). â 2º â 1öB ;WB ꚂWB-.³ O>š 1 & $º 2& ·šNW .³š >&‚ &*B îšf~ R šö ֏(Bind)>Ú îšfš Wj r > ®V r^ö ÿ*V ;z &N *j Ë~ šÿ† > ® º © j B‚ ©š . \Ö) ’Öf &ª¶ FVÖb‚ bö ¾ Ÿº ;֚–, ; K‚ Ò.šÞBš . ª¶ïf 210.14 gš–, ª¶f HOOCCH (COH)(COOH)CH COOHÁ2H O $º C H (OH) (COOH) ‚ R*B . š FV֚ 7.³" ;‚ OzË K(Complexing ability)j &^ Æ· Ú J"B 7.³j 2.4 Citric acid(. 2. 2. 2. 3. Journal of KoSSGE Vol. 9, No. 1, pp. 54~62, 2004. 3. 3. 3−. 2−. 2. −. 3. Soil − Pb + HOOCCH2 (COH) (COOH) CH2COO− + H+.  Soil − H + Pb +. 2+. +. HOOCCH2 (COH) (COOH)CH2COO−. (3). 2.5 EDTA(Ethylenediaminetetraacetic acid). º &¦ª~ .³" ;‚ >ÏW Ò.šÞ¢ ; W~º ËKj &æ ®V r^ö 7.³b‚ J"B  b‚¦V 7.³j ºÂ~V *šB ÒÏB . bö & ‚ Ïšêº 22 CöB 100 ml~ bö 0.2 gš Ÿº . ª ¶ïf 404.47 gš . EDTA4-šNf C 6B~ ҚÞö EDTA. 2). o.

(10) ÏbR J"* Æ9ª ŽFÆ~ ÿ*8 ;z ß9ö ^¿B ~º Ë. 57. pšö šÒ~º b‚, Gnb‚ 6ê~&j r ¯f  j j ®î . ‚ 1" 2öº ò~ V bW 5 æ >~ã' ßWj B~& . XF ;7ªC(XRF) Ö" ‚ 3" ?f Ö"¢ áj > ®î . SiO f Al O & "Wªb‚ ¾æÒb`, Fe O & 7.67%‚ ç® ¸f 8j š ® . 2. 2. 3. 2. 3. ÿ*8 ;z þ 3.2.1 EK ;z þ Ë~ EK ;z þ Ë~º f Ú 5 Ö¦‚ ’W>Ú ®. . f Úº C 5&æ þš ÿö >¯F > ®êƒ '' ªÒ >Ú ®Ú *{ 5 ^¿Ï‡~ F« 5 ¾Ò> ~ Fš '' ëã'b‚ šÚê (â 5). ž¦öB ~ ÿ>ãÒ ;Wj Oæ~V *š f~ ·¦öº ^¿ χš Ú ®º îÒJ :æ(Mariotte bottle)j J~~& b`, r¦öº ¶F“² ú~(Overflow)& &Ë~êƒ ~& . $‚, ¦³ Ë~‚º ''~ *~öB *{j G; † > ®º *{G;Ï öŽ" ò¢ ªÒ~V *‚ ò .Ï Æ6, ê² * 5 Porous stoneš ® . 3.2. Fig. 4. EDTA complex of Pb2+ : [Pb(EDTA)]2−.. B .³" 7† > ® (6¶Ò Ò*). ¯, 4B~ Acetate " 2B~ î² ö¶& F֏j ;W~V *š Ò ÏF > ®º ¶F*¶3(jF *¶3)j &æ ® ( â 4). &¦ª~ .³-EDTA Ò.šÞº rb‚ &*>Ú ®V r^ö, EOf EMö ~š ·b‚ Ë~ šÿ† > ® . 2). 3.. þ. ò ß9  ’öB Òς òº .V pH& 4.9ž ¢> Ö Æ‚ ‚·&v nÖÆ¢Ê~ ž" Ö~ æ‚öB 50 cm. þ –š  ’öBº ‚ 4~‚ 5f ?š ’² ^¿B «~ê þ" ^¿B ³êê þj ~& . ^¿B «~~ ãÖ HCl, Acetic acidº ϚB‚Ž, Citric acidf EDTAº Ò.šÞB‚Ž Ò SDSº ꚂWB‚Ž ÒÏ>îb–, ^¿B ³ê –šöBº Acetic acid¢ Ò 3.2.2. 3.1. Table 1. Sample properties Specific gravity 2.604. Liquid limit (%) 37.1. Plastic index 8.88. Activity. USCS. 4.1. ML. Table 2. Geoenvironmental properties of the sample Initial pH 4.9. CEC (=meq/100 g dry soil) 6.68. Organic content (%) 9.85. Carbonate content (%) 1.23. Specific area (m2/g) 30.4. Fig. 5. Schematic diagram of EK test cell. Table 3. XRF Result SiO2 (Wt%) 58.84. Al2O3 (Wt%) 20.63. TiO2 (Wt%) 0.86. Fe2O3 (Wt%) 7.67. MgO (Wt%) 0.78. CaO (Wt%) 0.10. Na2O (Wt%) 0.12. K2O (Wt%) 2.29. MnO (Wt%) 0.03. P2O5 (Wt%) 0.07. L.O.I. (Wt%) 9.04. total (Wt%) 100.43. Journal of KoSSGE Vol. 9, No. 1, pp. 54~62, 2004.

(11) B>âÁB÷¢ÁRçÒÁB;~. 58 Table 4. Test conditions (Flushing solution) Pb C0 (mg/kg). Fixed factors Duration (days). Variable factors Volt. (V/cm). Agents. 1000. 15. 1.0. Initial Conc. (mM) Initial pH. HCl. Acetic. Citric. EDTA. SDS. 50. 50. 50. 50. 50. 1.79. 3.07. 2.54. 3.13. 4.67. Table 5. Test condition (Concentration) Pb C0 (mg/kg). Fixed factors Duration (days). Variable factors Volt. (V/cm). 1000. 20. 1.0. Flushing agents(Acetic acid) Initial Conc. (mM) Initial pH. Ï~& . šº j^Þ֚ ÒÏ>z¢ê ~ *V*ê ê¢ ’² Ã&Êæ p, ~ã'b‚ n*~ ªš F > ®V r^š–, $‚ j^ršÞšNf r ¦" öB jϚW "~ ;Wj Oæ~ Ôf *V*êê ' ~ B* 5 r ¦"öB~ "ê‚ ö.æ ²Öj ï j > ® º Ë6j &æ ®V r^š . v þ Îv *{ãÒº ÿ¢~² 'Ï>î . 14). ;z þ O» b& *ËöB v¦B ç‚ jB ò¢ 110Û5 C ~ š–‚öB 24* šç š–‚ ê No. 40Ú¢ šÏ~  – «¶¢ B–~& . No. 40Ú¢ Û"‚ ò¢ ‡W ‚ê šç~ Ž>j& >êƒ îÖÏ(Pb(NO ) )" jšN >¢ b~ B–B .V Ï ³ê& 1000 mg/kgž b >¢ Î&~ ÛJò¢ B–~& . B–B ò¢ EK f~ ' _~ö F҂ ·b‚ R«‚ r f~ Ú¢ ¾Z~‚ £~² £ 50² ;ê æÏ‚ ê ò~ öb ‚ ž~ BB n *ö  bB ò¢ R«~ ¾Z~‚ æÏ~& . ¢; ¸š š~‚ ò& ^æ æ pj r ræ šf ?f ";j >~& . ‚« ' _~ö R«B ò~ ·öº – Nš& ìrj .j þ j ۚ {ž† > ®îb–, þ Ö"öº – 'Ëj  ~æ pj ©b‚ 6~ þj ê¯~& . 3.2.3 EK. o. 3 2. 7.³~ ³ê G; O» Ïö &‚ ³ê ï&º Æ·J";þ»ö &~ >¯~& . ¯, ³šò 10 gö 0.1N HCl χ 50 mL ¢ I 1* êû‚ ê –ª«š(Whatman No. 42)‚ "~ ‡j ICP¢ šÏ~ ªC~& . 3.2.4. Journal of KoSSGE Vol. 9, No. 1, pp. 54~62, 2004. 0. 1. 10. 50. 100. 6.36. 3.74. 3.28. 3.01. 2.85. 4.. þ Ö # ª+. 4.1 ·(,z)&>–ö*~ pH æz >~ *Vªš >wj ۚ (+)öB W>º >²š N (−)öB W>º >ÖzšNö ~š (+)öB~ pHº £ 3š~ræ 6²~`, (−)öBº £ 11šçræ Ã&‚ . šf ?f Ö&  \~ ÿ*V ;z þ öBê ¾æÒ (â 6). ^¿B «~fº –~ çìš (−)öB~ pHº j" †ž *ö ;çç 8ö ê ~&b`, (+)~ ãÖ HClš &Ë †ž *ö ;çç  8ö ê~& . šº HCl~ .V pH& 1.79‚ &Ë ÔV H^š . (+)öB~ pH 8f SDS, Citric acid, Acetic acid Ò EDTA Bb‚ ¸² ¾æÒb`, ;ç çö ê~º *ê z ¶Ò² ¾æÒ . EDTA~ ã Ö (+)öB~ pHº –~ * ;zV*ö žö ¸f 8j &b`, jL' æz š – ©b‚ ¾æÒ . šf ? f Ö‚ ž~ EDTA~ ãÖ òÚ¦‚~ Ö*F~ šÿš ² ÚJj ©b‚ $B . ^¿Ï‡j Acetic acid‚ ;Ê ³ê¢ ҂ þöBº (+)öB pH& 1 mM¢ Bž~š Îv F҂ Ö¢ & .. òÚ *{ãÒ~ æz (+)öB ;WB >²šN (−)öB ;WB >Öz šNš ò¾šB bš ;W>–¾, pH 6* 'öB Ž *b~ B b‚ ž~ šN.š B>–, š‚¦ V &“Ã&‚ ž‚ *V*êê~ 6²f *{N~ Ã& &  \öBê x/L=0.9æ6öB BB ©b‚ ¾æÒ. . â 7f þ jò ç* ò Ú¦öB~ *{ ª

(12) ¢ ¾æÞ ©b‚ ^¿B «~ö 8ž Nšº ’² ¾æ 4.2.

(13) ÏbR J"* Æ9ª ŽFÆ~ ÿ*8 ;z ß9ö ^¿B ~º Ë. Fig. 6. Changes in pH of the electrolyte with elapsed time.. 59. Fig. 8. Changes in electrical potential with elapsed time (at x/ L=0.9).. ¾æ p~b`, ³ê –š~ ãÖ ³ê& Ã&Žö V¢ (+)b‚¦V ;z* –Òž 0.9æ6öB~ *{f z ’² ¾æ¾º ãËj & . šº ^¿Ï‡öB~ j^ ÞÖ~ ³ê Ã&ö Vž *>öB~ šN Ã& 5 š ö Vž *V*êê~ Ã& r^š¢ $* . *ö Vž 0.9æ6öB~ *{~ æz ·çj ¾æÞ â 8~ ãÖ SDS& &Ë ·f *{j & . EDTA~ ãÖ *{~ æz V*š z ^² ²º>î . * ;zV *ö žö ^¿B «~ê‚ jvš š, SDS<HCl< Acetic ~ Citric<EDTABb‚ ¾æÒ . ^¿B ³ê~ ã Ö 0<10 ~ 50<1<100 mM Bb‚ *{~ æz·çj & b–, &ڂ ³ê& Ã&Žö V¢ 0.9æ6öB~ šN ³ê 5 *V *êê~ Ã&‚ ž~ *{f Ã&~º ãËj & . þê Ž>j ª

(14) þ ê Ž>j ª

(15) ¢ ¾æÚº â 9~ ãÖ ^¿B «~ê Nšº ’æ pf ©b‚ $>–, *VâR  ~ 'Ëb‚ &>–‚¦V ò Ú¦‚~ *šî χ~ F«š B~&, š‚ ž~ (+) ¦"öBº .V 4.3. Fig. 7. Electrical potential distribution within the test sample.. Journal of KoSSGE Vol. 9, No. 1, pp. 54~62, 2004.

(16) 60. B>âÁB÷¢ÁRçÒÁB;~. Fig. 9. Distribution of normalized water content within the test sample.. Fig. 10. pH Distribution within the test sample after tests.. Ž>j £* ’² ¾æÂ ©b‚ $B . (−) ¦ "~ ãÖ *šî χ~ (−)b‚~ F‚ ž~ . V Ž>j £* 6²‚ ©b‚ $>–, SDS~ ãÖ 0.7æ6öB &Ë – Ž>j æz& ž ©f â 7ö BB *{ ª

(17) f jvš " r &Ë – *{ã҂ ž~ š 'öB “¦'ž EOïš ’² ¾æÒV r ^ž ©b‚ $B . ^¿B ³ê–š~ ãÖ –~ * º*ö žö Ž>j& £ 1.1 "*ö ®rj & . 100 mM~ ãÖ (+) ¦"öB ž ³êö jš ·f Ž> j Ã&& ž ©f š 'ö~ *{ãÒ& ž ^¿ B z †š² ïêz& >Ú b~ /š ç&'b‚ ö‚~æ p~V r^ö BB Ö"¢ ÒòB .. ž~ jϚ B ò~ pH& ’² æz~æ pf © b‚ 6B . šº ^¿Ï‡j Acetic acid‚ Òς ã Ööê 100 mMj "«~&röê ®’~ pHº – æ z& ìº ©b‚ê {ž† > ®î .. þ ê pH ª

(18) ÆWª ŽFÆö &‚ ÿ*V Ëç þ ê ò Ú¦ öB~ pH¢ â 10ö B~& . âö BB :f ?š –~ * º*ö žö pHº .V~f jv~ – æz¢ šæ p~ . šº  ’öB ÒÏB ò& ¸f FVbŽï" ÆÖzb Žïj &rV r^ö š‚ 4.4. Journal of KoSSGE Vol. 9, No. 1, pp. 54~62, 2004. þ ê ³ê ª

(19) # *`N â 11öº ¢>ÖÆö &‚ ^¿B &N þ Ö"¢ B‚ ©š . ^¿B «~~ ãÖ ^¿B F;ê‚ Ï~ ª

(20) ·çš š² ¾æÒ . ¯, ϚB‚ ÒÏB Acetic acidf HClš F҂ ª

(21) ãËj, Ò.šÞBž Citric acidf EDTA& F҂ ª

(22) ·çj & . Ò îæ ïb‚ ršNW ꚂWBž SDS& &Ë ¸² ª

(23) ~  ®î . SDS& &Ë ¸f º~ Ï³ê¢ ž šFº .V pH& 4.67‚ Ï~ îOš ¢>'b‚ Ôf pH(£ 4.2;ê)öB BB ©j Jš " r, ç&'b‚ Ï~ îOš Ϛ~æ p~V r^ž ©b‚ 6B . $‚, Ï ~ ³ê& ò~ 7¦öB &Ë ¸f ©f SDS, Citric acid 5 EDTA‚ š Îv Ï" Obj ;W~ rš N ;¢ ~V r^ö ·(+)ö "«>š EOö ~š 4.5.

(24) ÏbR J"* Æ9ª ŽFÆ~ ÿ*8 ;z ß9ö ^¿B ~º Ë. Fig. 11. Distribution of the residual lead within the test sample.. ·(+)b‚ šÿ~æò >&OË(-)b‚~ *VšNš ÿ(EM)ö ~‚ Oš¢ AV H^ö ò~ 7¦ö » ' * ©b‚ $* . ^¿B ³ê~ ãÖ Ï~ ª

(25) ·çöBº ^¿B~ F Zö 8¢  –ÿ ·çš š² ¾æÒ . ¯, ^¿B& ÒÏ>æ pf BlankþöBº r ¦"öB &Ë – ³ê~ 6²& &æò, ^¿B& ÒÏB ãÖ (+) ¦ "öBê ³ê~ *'š B~& . (+) ¦"öB~ ³ ê *'f 1<100<10 ~ 50 mMBb‚ ¾æÒb`, r ¦ "öBº Î ³ê& – 6²¢ & . *Ú'ž ãË j "H 1 mM~ Acetic acidöB &Ë ·^‚ ;zÎNj &b–, Wong et al.(1997)  Acar and Alshawebkeh (1993) & B‚ :f ?š j^ÞÖ~ ³ê æzº Æ Wª ŽFÆ~ ÿ*V ;z ÎNö – 'Ëj ~æ p º ©b‚ $B . 4). 15). 5.. Ö V. ^¿B‚ Ö, Ò.šÞB 5 ꚂWB¢ ÒÏ~ F. 61. Vb ÆWªš ï ŽFB ÆWª ŽFÆ(Ferrous soil) ö &~ ‚ ËçB ÿ*V ;z ßW þ Ö. r ?f ֆj áj > ®î . 1. "«>º ^¿B~ pH& Ôj>ƒ ·(,z)&>– ~ pHº z †ž *ö ;çç 8ö ê~& . 2. þ jò ç* ò Ú¦öB~ *{ ª

(26) ~ ãÖ ^¿B «~ö 8ž Nšº ’² ¾æ¾æ p~b–, j ^ÞÖ~ ãÖ *>öB~ šN Ã& 5 šö 8ž * V*êê~ Ã&‚ ž~ ³ê& Ã&Žö 8¢ (+)b ‚¦V ;zB –Òž 0.9æ6öB~ *{f z ’² ¾æ¾º ãËj & . 3. ò Ú¦öB~ ]¦'ž *{ãÒ& &Ë – SDS ~ ãÖ 0.7æ6öB &Ë – Ž>j æz¢ &b–, ^¿B ³ê–š~ ãÖ –~ * º*ö žö Ž>j& £ 1.1 "*ö ®rj & . 4. ^¿B «~~ ãÖ ÏšB‚ ÒÏB Acetic acidf HClš F҂ º~ Ï³ê ª

(27) ãËj, Ò.šÞBž Citric acidf EDTA& F҂ ª

(28) ·çj & . Ò  ršNW ꚂWBž SDS& &Ë ¸f º~ Ï³ê ª

(29) ¢ & . SDS& &Ë ¸f º~ Ï³ê¢ ž š Fº .V pH& 4.67‚ &Ë ¸j Ï~ îOš Ϛ~æ p~V H^ž ©b‚ $B . 5. ^¿B ³ê~ ãÖ 1 mM~ Acetic acidöB &Ë · ^‚ ;zÎNj &æò, j^ÞÖ~ ³ê æzº ÆW ª ŽFÆ~ ÿ*V ;z ÎNö – 'Ëj ~æ pº ©b‚ ¾æÒ .. ^^ò 1. Li, R.S.O., “A study of the efficiency and enhancement of electro-kinetic extraction of a heavy metal from contaminated soils”, Ph.D thesis, McGill University, Montreal, Canada, p. 224 (1997). 2. Yeung, A.T., Hsu, C.N., and Menon, R.M., “EDTAenhanced electrokinetic extraction of lead”, J. of Geotechnical Engineering, 122(8), pp. 666-673 (1996). Column 3. ,“. šÒö Æ·^¿j *R êšRWB~ F;V»" j šÏR

(30) zæ[Ú &j7 j>ÏW FVÏ ~ B– – ÿö &R ’”, 7&v (1997).. 4. Wong, J.S.H., Hicks, R.D., and Probstein, R.F., “EDTAenhanced electroremediation of metal-contaminated soils”, Journal of Hazardous Materials, 55, pp. 61-79 (1997). 5. , “Electrokinetic ”, (2000). 6. Reddy, B.E., Carriere, P.C., Moore, R., “Flushing of a Pb II contaminated soil using HCl, EDTA, and CaCl”, J. of Envi-. ‚çÒ V»ö ~‚ J"Æ~ *VâRf 7 .³ šÿ ßW 7&v Journal of KoSSGE Vol. 9, No. 1, pp. 54~62, 2004.

(31) 62. B>âÁB÷¢ÁRçÒÁB;~. ronmental Engineering, 122(1), pp. 48-50 (1996). 7. Semer, R., Reddy, K., “Evaluation of soil washing process to remove mixed contaminants from a sandy loam”, Journal of Hazardous Materials, 45, pp. 45-57 (1996). 8. Steele, M.C., Pichtel, J., “Ex-situ remediation of a metalcontaminated superfund soil using selective extractants”, J. of Environmental Engineering, 124(7), pp. 639-645 (1998). 9. Cline, S.R., Reed, B.R., and Matsumoto, B.E. “Efficiencies of soil washing solutions for the remediation of lead contaminated soils”, Proc. 25th Mid-Atlantic Indus., Waste Conf. 25, pp. 93-101 (1993). 10. ,“ ”, (2003). 11. Taha, M.R., Acar, Y.B., Gale, R.J., and Zappi, M.E. “Surfactant enhanced electrokinetic remediation of NAPLs in. Ëã> 7.³ J"Æö &‚ ÿ*V ;zÎN~ ËçV » ž~&v. Journal of KoSSGE Vol. 9, No. 1, pp. 54~62, 2004. 12.. 13.. 14.. 15.. soils”, 1st Int. Congress on Enviromental Geotechnics, Edmonton, Alberta, Canada, pp. 373-377 (1994). , , , “In-situ soil flushing ”, , pp. 7-8 (1998). KANG, S.K. “The mobilization of heavy metals from contaminated soil using Low molecular weight organic acids”, Ph.D thesis, Oregon state University, Oregon, pp. 30-70 (1994). Alshawabkeh, A.N., Yeung, A.T., and Brika, M.R., “Practical aspects of in-situ electrokinetic extraction”. J. of Environmental Engineering, 125(1), pp. 27-35 (1999). Acar, Y.B., and Alshawabkeh, A.N., “Principles of electrokinetic remediation”, J. of Environ. Sci. Technol., 27(13), pp. 2638-2647 (1993).. šÏ^ W^ ;FV j šÏ‚ J" Æ·Ú 7.³ B–ö &‚ ’ &‚~ã² ºêF &²¢^÷.

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