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Drinking Water Treatment 1 Lyon, Pollutec 2008 Fine Bubbles, Big Effect Deacidification of Drinking Water Dr. Andreas Dülberg.

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Presentation on theme: "Drinking Water Treatment 1 Lyon, Pollutec 2008 Fine Bubbles, Big Effect Deacidification of Drinking Water Dr. Andreas Dülberg."— Presentation transcript:

1 Drinking Water Treatment 1 Lyon, Pollutec 2008 Fine Bubbles, Big Effect Deacidification of Drinking Water Dr. Andreas Dülberg

2 Drinking Water Treatment 2 Market Leader in Germany Over 400 installations flow-rates between 5 and 5000 m³/h

3 Drinking Water Treatment 3 Cooperation Aquadosil ® Essen Germany Andreas Dülberg CIFEC Neully s. Seine France Luc Derreumaux Cooperation

4 Drinking Water Treatment 4 Contents 1.Problem, Regulations 2.Theoretical Basics 3.Deacidification Methods 4.The Aquadosil ® System (fine bubbles …)

5 Drinking Water Treatment 5 Problem Heavy Metal Incorporation Copper (Cu), Zinc (Zn), Lead (Pb) ‘Redwater’ (Rusty Water), Turbidity Microbiology Loss of Water Due to Leaks Damage of Pipes And Indoor Installations Corrosion

6 Drinking Water Treatment 6 Regulations European requirements: “Water should not be aggressive“ !Binding for all members of the European Community!

7 Drinking Water Treatment 7 Regulations pHcorrosion

8 Drinking Water Treatment 8 Contents 1.Problem, Regulations 2.Theoretical Basics 3.Deacidification Methods 4.The Aquadosil ® System (fine bubbles …)

9 Drinking Water Treatment 9 Theoretical Basics 1)CO 2 + H 2 O ↔ H 2 CO 3 k 0 = 1 x 10 -5 2)H 2 CO 3 ↔ H + + HCO 3 - k 1 = 5 x 10 -7 3)HCO 3 - ↔ H + + CO 3 2- k 2 = 5 x 10 -11 4)H 2 O ↔ H + + OH - k 3 = 1 x 10 -14

10 Drinking Water Treatment 10 Theoretical Basics Titration with NaOH to pH = 4,3 →HCO 3 - (bicarbonate) Titration with HCl to pH = 8,2 →CO 2 (carbon dioxide)

11 Drinking Water Treatment 11 Theoretical Basics ?How does Calcite come into play? Computation of the equilibrium values with iterative procedures 5)(CaCO 3 ) solid ↔ Ca 2+ + CO 3 2- k L = 4.8 x 10 -9 6)CaCO 3 + CO 2 + H 2 O ↔ Ca 2+ + 2(HCO 3 - )

12 Drinking Water Treatment 12 Theoretical Basics Parameters related to calcite / carbonic acid equilibrium pH L: Equlibrium by removal of CO 2 from aggressive water pH C : Equlibrium by adding of calcite to aggressive water CO 2 equil :equilibrium value computed values of water data

13 Drinking Water Treatment 13 Theoretical Basics Descriptions of the Deviation of the Equilibrium (Selection) SI:Saturation Index:pH - pH L metered value

14 Drinking Water Treatment 14 Theoretical Basics CO 2 aggressive :CO 2 – CO 2 equil metered value SI:Saturation Index:pH - pH L Descriptions of the Deviation of the Equilibrium (Selection)

15 Drinking Water Treatment 15 Theoretical Basics Descriptions of the Deviation of the Equilibrium (Selection) D c :theoretical ability of a water, to dissolve calcite (in mg/l) So, what does it mean: “… should not be aggressive“? computed values of water data SI:Saturation Index:pH - pH L CO 2 aggressive :CO 2 – CO 2 equil

16 Drinking Water Treatment 16 Theoretical Basics … should not be aggressive … has led to the following regulations: in Germany:D c ≤ 5 mg/l in France:SI: ≥ 0 (pH ≥ pH L )

17 Drinking Water Treatment 17 Theoretical Basics

18 Drinking Water Treatment 18 Theoretical Basics hard soft

19 Drinking Water Treatment 19 Contents 1.Problem, Regulations 2.Theoretical Basics 3.Deacidification Methods 4.The Aquadosil ® -System (fine bubbles …)

20 Drinking Water Treatment 20 3) Deacidification Methods 1.Neutralisation with chemicals CO 2 + NaOH  NaHCO 3 2.Filtration (marble or neutralite) CO 2 + CaCO 3 + H 2 O  Ca(HCO 3 ) 2 3.Stripping (removal of CO 2 by air) H 2 CO 3  CO 2 + H 2 O

21 Drinking Water Treatment 21 Deacidification Methods  Stripping a)Thermodynamics Distribution Equlibrium : C water = K Henry x C air x P concentrations Henry‘s constant pressure C water (min) = 0,7 mg/l (10 o C) with infinite amounts of air

22 Drinking Water Treatment 22 Methods for Deacidification  Stripping b)Kinetics diffusion-controlled reaction : dC water /dt = A/Z x D x (ΔC water ) flow thickness of the reaction layer exchange surface concentration gradient diffusion coefficient

23 Drinking Water Treatment 23 Contents 1.Problem, Regulations 2.Theoretical Basics 3.Deacidification Methods 4.The Aquadosil ® -System (fine bubbles …)

24 Drinking Water Treatment 24 Stripping  Aquadosil ® -System

25 Drinking Water Treatment 25 Aquadosil ® -System: fine bubbles

26 Drinking Water Treatment 26 Aquadosil ® -System: fine bubbles

27 Drinking Water Treatment 27 Aquadosil ® -System: flat construction Wiesbaden Feed [m³/h]: 500 CO 2 [mg/l]: 38  < 2

28 Drinking Water Treatment 28 Aquadosil ® -System: easily retrofitted Düsseldorf Feed [m³/h]: 1000 CO 2 [mg/l]: 20  5

29 Drinking Water Treatment 29 Aquadosil ® -System: high performance 2 mg/l !

30 Drinking Water Treatment 30 Aquadosil ® -System: high performance Bicarbonate [mmol/l] Calcium [mg/l] Hardness [ o fH] pH [ - ] D c [mg/l] SI [ - ] ≥ 2,040108,2 (equi) 00 ≥ 1,5307,5≥ 7,9≤ 2,5≥ -0,2 ≥ 1,0205≥ 7,7≤ 5≥ -0,7 pH values after physical deacidification CO 2 concentration ≤ 2 mg/l: cleanwater

31 Drinking Water Treatment 31 Aquadosil ® -System: adjustable Basel Feed [m³/h]: 2000 CO 2 [mg/l]: 20  < 2

32 Drinking Water Treatment 32 Aquadosil ® -System: adjustable

33 Drinking Water Treatment 33 fine bubbles  - high efficiency; CO 2 cleanwater < 2 mg/l ! - adjustable flat construction  - easily retrofitted inert sinter ceramic aeration elements  - mechanically and chemically stable - no microbiological growth - low-maintenance operation Aquadosil ® -System: Summary

34 Drinking Water Treatment 34 fin Merci beaucoup pour votre attention!


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