Removal of natural uranium from groundwater by means of weakly basic anion exchangers

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Transkript:

X 28 Removal of natural uranium from groundwater by means of weakly basic anion exchangers Marcel Riegel Wolfgang W. Höll Riegel ITC - WGT 11.7.28

utline Introduction Equilibrium of sorption Sorption kinetics Sorption dynamics Riegel ITC - WGT 11.7.28

otivation - Uranium Occurrence Seldom up to 1 µg/l In few cases up to / higher than 1 µg/l Standards for uranium Drinking water No standards appointed ecommendation: 1 3 µg/l Mineral water Standard of 2 µg/l (GER) suitable for the preparation of infant food Chemical toxicity Removal Riegel ITC - WGT 11.7.28

peciation of uranium 1 2+ UO 2 UO2CO3 UO ( CO ) 2-2 3 2 UO ( CO ) 4-2 3 3 Fraction of total uranium, % 75 5 25 UO OH 2 + - ( UO ) ( OH) CO 2 2 3 3 ( UO2 ) ( OH 2 ( UO ) ( OH) 2 4 6 8 1 12 14 ph delling with MINEQL, c(u) = 1 µg/l, c(hco 3- ) = 24 mg/l 2 2 Riegel ITC - WGT 11.7.28

echanism of sorption Application of weakly basic anion exchanger + - ( ) 2- ( + ) ( ) 2-3 2 3 3 2 2 2 3 2 NH OH + UO CO R NH UO CO + 2 O ( ) NH OH + SO R NH SO + 2 OH + - 2- + 2- - 3 4 3 2 4 ph Protonation 2-2- N + UO CO R N + UO CO ( ) ( ) 2 3 2 3 2 3 2 Riegel ITC - WGT 11.7.28

actors influencing the sorption (De-) Protonation of the functional groups ph Competitive sorption SO 2-4, HCO 3-, Cl -, NO 3-, NOM Change of speciation HCO 3-, Ca 2+, Mg 2+, ph Riegel ITC - WGT 11.7.28

quilibrium Experimental setup Sorption isotherms Solutions: Pure water + HCO 3 - Tap water + imidazole buffer + imidazole buffer H H N H N c(u) = 1 µg/l V L = 4 ml m IEX =,1 1 g t > 6 h Evaluation with Langmuir Freundlich K L c q = q n max 1+K c q = KFc L Riegel ITC - WGT 11.7.28

n exchangers Lewatit MP 62 Matrix: Styrene - DVB - copolymer Exclusively tertiary amine groups Amberlite IRA 67 / PWA 8 Matrix: Acrylic - DVB - copolymer Secondary and tertiary amine groups Riegel ITC - WGT 11.7.28

quilibrium - Influence of sulfate 2 175 15 45 4 35 q(u), µmol/g 125 1 75 5 25 mg/l sulfate 1 mg/l sulfate 2 mg/l sulfate 3 25 2 15 1 5 q(u), mg/g 25 5 75 1 125 15 175 2 c(u), µg/l ) = 1 µg/l, ph = 7.1 : Lewatit MP 62, matrix: deionised water spiked with 24 mg/l of HCO - 3 Riegel ITC - WGT 11.7.28

quilibrium - Influence of calcium 14 12 1 1 8 Fraction of total U, % q(u), µmol/g 6 4 2 8 6 4 4 6 8 1 2 ph Without mg/l calcium 5 mg/l calcium 1 mg/l calcium 1 mg/l calcium 3 4 6 8 ph 5 UO2 CO3 2 2 Ca 2 UO 4 2 (CO 3 ) 3 6 8 UO 1 12 2CO3 c(u), µg/l UO CO ) = 1 µg/l, ph = 7.5 ( ) 2-1 : Lewatit MP 62, matrix: deionised water + 24 mg/l HCO 3- + CaCl odelling with MINEQL, c(u) = 1 µg/l, c(hco 2 3- ) = 24 mg/l 8 6 4 2 2+ UO 2 ( ) 4-2 3 3 25 2 15 1 q(u), mg/g

quilibrium - Influence of ph / IEX 35 Amberlite IRA 67 3 25 ph = 7. ph = 7.3 8 7 6 q(u), µmol/g 2 15 1 ph = 7.8 ph = 6.9 ph = 7.1 Lewatit MP 62 ph = 7.2 5 4 3 2 q(u), mg/g 5 ph = 8.3 ph = 9.6 ph = 7.5 1 2 4 6 8 1 12 14 c(u), µg/l = 1 / 2 µg/l, matrix: tap water Amberlite IRA 67: ACRYLIC copolyme Lewatit MP 62: STYRENE copolymer

inetics odel: Film / Surface Diffusion c U, q U c U q U * R. n U c U * δ r Transport in the film: n& U n& U = β ( c L = ρ P U D s c * U Transport in the particle: q r U ) Profiles of concentration and loading

netics Determination of the transport coefficients External mass transfer coefficient ß L Short fixed bed reactor Surface diffusions coefficient D s Rotating basket reactor Short fixed bed reactor

inetics Mass transfer coefficient ß L 6 5 ph = 7.5 ph = 7.2 ß L, 1-5 m/s 4 3 2 1 d P =.8 mm 5 1 15 2 25 v F, m/h : Amberlite IRA 67 & Lewatit MP 62, matrix: tap water, c(u) = 1 µg/l

netics Determination of the transport coefficients Rotated basket reactor External mass transfer coefficient ß L Short fixed bed reactor Surface diffusions coefficient D s Rotating basket reactor

inetics Diffusion coefficient D s c (U), µg/l 1 8 6 4 c (U) Ds s = 2 xx1e-13 x 1 m²/s DDs s = 32e-13 x 1-13 m²/s DDs s = 43e-13 x 1-13 m²/s 2 5 1 15 2 25 3 35 4 t, min : Lewatit MP 62, ph = 7.3, d P =.6 mm, matrix: tap water

olumn experiments Laboratory scale CO 2 ph Effluent Sampling Analytics IEX-Column V = 25 ml ph 7. 7.5

olumn breakthrough curve Laboratory scale 14 12 1 8.5 8. 7.5 c(u), µg/l 8 6 c(u) 7. 6.5 ph 4 Prediction 6. 2 ph 5.5 1, 2, 3, 4, 5, 6, Throughput, BV : Amberlite IRA 67, c(u) = 1 µg/l, V = 2 BV/h, matrix: tap water. 5.

olumn breakthrough curve Pilot plant scale 11 1 9 Water purification plant c(u), µg/l 8 7 6 5 4 3 2 1 c(u) feed c(u) effluent Prediction 2, 4, 6, 8, 1, 12, Throughput, BV. : Amberlite IRA 67, V IEX = 7.5 L, V = 28 BV/h, ph = 7.2

olumn breakthrough curve Full plant scale 1 c(u), µg/l 1 1.1.1 Extended effectiveness test catalogue for water treatment substances c(u) feed c(u) effluent.1 1, 2, 3, 4, 5, 6, Throuhgput, BV. : Amberlite IRA 67, V IEX = 3 L, V = 2 BV/h, ph = 6.9

stallation of the first technical plant in GER IEX: Amberlite IRA 67 c(u) = 37 µg/l V IEX = 5 m³. V av = 32 m³/h = 6,5 BV/h ph = 7,3 After half a year (3, BV): c(u) <,1 µg/l Expected operation time: at least 1½ years (9, BV)

onclusions Equilibrium of sorption Elimination of uranium is possible with weakly basic anion exchangers Influencing factors: ph and water matrix Sorption kinetics Combined film / surface diffusion input for modelling of column performance Sorption dynamics Very long operation time Technical implementation already accomplished

cknowledgement Sibylle Heidt Volker Schlitt - TZW Karlsruhe Günther Mann - GUTec Klaus Hagen - Krüger Wabag GmbH BMBF DVGW Thank you very much for your attention

dd on

odel to predict column performance Assumptions Single component Plug flow Film / surface diffusion Basics Equilibrium at exchanger surface Mass balance of the liquid column phase Kinetic approach of film / surface diffusion Mathematics 3 coupled differential equations

quilibrium Influence of ph 14 12 1 q(u), µmol/g 8 6 4 ph = 7,2 2 ph = 7,5 ph = 8,5 4 8 c(u), µg/l12 16 2 ) = 1 µg/l : Lewatit MP 62, matrix: deionised water spiked with 24 mg/l of HCO - 3