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Water Treatment

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... plants use quicklime (CaO) instead of hydrated lime (Ca(OH) ... Quicklime can easily be converted to hydrated lime by adding it to water in forming a slurry. ... – PowerPoint PPT presentation

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Title: Water Treatment


1
Water Treatment
EC enhanced coagulation, PAP polymer addition
practice, GAC granular activated carbon, PTA
packed tower aeration
2
Water Treatment
3
(No Transcript)
4
Definitions
  • Coagulation - The driving together of small or
    colloidal particles by chemical forces into
    larger ones. Rapid mixing is used and reaction
    occurs very fast.
  • Flocculation - The assembling of coagulated
    particles. Flocculation basins are used to
    provide slow mixing.

5
NATURE OF COLLOIDAL PARTICLES IN WATER
  • 1) Size - Very Small 1 - 1000 nm (sometimes to
    10,000 nm)
  • 10 - 10000 Angstroms
  • 10-4 - 10-7 cm
  • 2) Surface Area - Very Large
  • Diameter of Spheres Surface Area
  • 1 cm 0.487 in2
  • 10-4 cm 33.8 ft2
  • 10-5 cm 3.8 yd2
  • 10-6 cm 0.7 acres
  • 10-7 cm 7 acres
  • 3) Charge - usually negative
  • - Repulsion of similar charges
  • - Cause of colloidal stability

6
Size spectrum of waterborne particles
7
Purpose of Coagulation and Flocculation
  • 1) Removal of colloidal organic and inorganic
    particles that produce color, and retain
    bacterial and viral organisms.
  • 2) Removal of metal ions that may cause hardness,
    scaling, toxicity, taste and odor, etc
  • 3) Increase removal of suspended particulate
    matter and BOD in primary settling basins.
  • 4) Improve performance of secondary settling
    tanks following biological treatment processes.
  • 5) Can be used in the pretreatment of
    contaminated groundwater prior to organic matter
    removal.

8
Chemistry of Coagulation
  • Primary Functions of Coagulant Chemicals
  • 1 ) particle destabilization
  • 2 ) strengthening of flocs to reduce floc breakup
  • Selection of the Type of Coagulant Depends on
  • 1) characteristics of the coagulant
  • 2) particles
  • 3) water quality
  • 4) cost
  • 5) dewatering characteristics of the solids
    produced

9
Chemistry of Coagulation
  • Types of Coagulants
  • 1) Aluminum Sulfate (Al2(SO4)3 ? 14.3 H2O)
  • 2) Ferric Sulfate (Fe2(SO4)3) or (FeCl3)
  • 3) Lime (CaO)
  • 4) Cationic Polymer
  • 5) Anionic Polymer
  • 6) Nonionic Polymer

10
Coagulant Chemicals
  • Alum (aluminum Sulfate), Al2(SO4)314.3H2O is the
    most common coagulant in the United States and is
    often used in conjunction with cationic polymers.
  • Polyaluminum chloride, Al(OH)x(Cl)x, is efficient
    in some waters requiring less pH adjustment and
    producing less sludge.
  • Ferric chloride, FeCl3, may be more effective
    than alum in some applications.
  • Ferric Sulfate, Fe2(SO4)2, is effective in some
    waters and more economical in some locations.
  • Cationic polymers can be used alone as the
    primary coagulant or in conjunction with aluminum
    or iron coagulants.

11
Application of Fe (III) and Al(III) Salts for
Effective Coagulation
  • The aquometal ions of aluminum and iron are
    acidic in nature


If these aquometal species are acidic in water,
what happens to the alkalinity of the water?
12
Application of Fe (III) and Al(III) Salts for
Effective Coagulation
  • Hydrogen ions are liberated by the addition of
    alum and will react with the waters natural
    alkalinity.


Theoretically, each mg/L of alum will consume
approximately 0.50 mg/L (as CaCO3) of alkalinity
and produce 0.44 mg/L of carbon dioxide. If the
natural alkalinity is not sufficient to react
with the alum and buffer the pH, it may be
necessary to add alkalinity to the water in the
form of lime or soda ash.
13
Application of Fe (III) and Al(III) Salts for
Effective Coagulation
  • Stochiometric Equations for lime and soda ash
    addition


Lime
Soda Ash
14
Water Treatment - Jar Testing Procedure
  • Example - Jar tests can be used to evaluate the
    coagulation efficiency of a coagulant. The
    Phipps-Bird jar testing apparatus is recommended
    for use. It consists of six 1-Liter beakers or
    2-Liter square jars and a gang mixer. A jar test
    is performed by first adding the same alum dose
    and varying the pH in each jar. The test can be
    repeated by holding the pH and varying the
    coagulant dose.

15
Water Treatment - Jar Testing Procedure
16
Water Treatment - Jar Testing Procedure
17
Water Treatment - Jar Testing Procedure
  • Example - In this example, two sets of jar tests
    were conducted on a raw water containing 15 NTU
    and an HCO3- alkalinity of 50 mg/L expressed as
    CaCO3. Given the data below, find the optimal pH,
    coagulant dose, and the theoretical amount of
    alkalinity that would be consumed at the optimal
    dose.

18
Water Treatment - Jar Testing Procedure
  • Solution The above results are plotted in the
    following figures.

19
Water Treatment - Jar Testing Procedure
  • pH

20
Water Treatment - Jar Testing Procedure
  • Alum Dose, mg/L

21
Water Treatment - Jar Testing Procedure
  • Solution Base on the plots of the data, the
    optimal pH was chosen as 6.25 and the optimal
    alum dosage was about 12.5 mg/L. The experiments
    may be repeated using a pH of 6.25 and varying
    the alum dose between 10 and 15 mg/L to pinpoint
    the optimal conditions.
  • The amount of alkalinity that will be consumed is
    found by using the stochiometric expressions
    which shows that one mole of alum consumes six
    moles of HCO3- alkalinity.

22
Water Treatment - Jar Testing Procedure
  • Solution The quantity of alkalinity that will
    be consumed is found by using the following
    stochiometric expression.

Using the above equation, and a molecular weight
of 594 for alum, the amount of alkalinity
consumed is calculated as
23
Water Treatment - Jar Testing Procedure
  • Solution

24
Water Treatment - Jar Testing Procedure
  • Equivalent weight concept see Page 138 in
    Textbook.
  • In an acid/base reaction, n is the number of
    hydrogen ions that the molecule transfers. That
    is, an acid gives up an EW of hydrogen ions, and
    a base accepts an EW of hydrogen ions.
  • In a precipitation reaction, n is the valence of
    the element in question. For compounds, n is
    equal to the number of hydrogen ions the would be
    required to replace the cation that is for
    CaCO3, it would take two hydrogen ions to replace
    the calcium, therefore, n 2.
  • In a oxidation/reduction reaction, n is equal to
    the change in oxidation number that the compound
    undergoes in the reaction.

25
Hardness in Water
  • Hardness is a term used to characterize a water
    that does not lather well, causes a scum in the
    bath tub, leaves hard, white, crusty deposits
    (scale) on coffee pots, tea kettles, and hot
    water heaters, and deteriorates fabrics.

Soap will be consumed by the polyvalent cations
first and will not interact effectively with dirt
particles on clothing, and the calcium-soap
complex forms undesirable precipitates.
26
Hardness - Regional Variation
  • In the U.S., there is significant regional
    variation in hardness of both surface water and
    groundwater

27
Hardness - Guidelines
  • The maximum levels of hardness permitted in a
    public water supply is 300 to 500 mg/L.
  • However, most people will object to having water
    harder than about 120 mg/L.
  • Typical Considerations of Total Hardness
  • Low 0-75 mg/L
  • Moderate 75-150 mg/L
  • Moderately Hard 150-200 mg/L
  • Very Hard gt 200 mg/L

28
Hardness Formation in Water
29
Hardness - Classifications
  • Hardness is defined as the sum of all polyvalent
    cations. The common units of expression are in
    mg/L as CaCO3 of meq/L.
  • The predominant polyvalent cations in drinking
    water supplies are calcium (Ca2) and magnesium
    (Mg2) ions. Consequently, the main focus for
    most water softening applications is the removal
    of calcium and magnesium ions.

30
Hardness - Classifications
  • Total Hardness
  • Sum of Magnesium and Calcium Ions
  • Total Hardness (TH) Carbonate Hardness (CH)
    Noncarbonate Hardness (NCH)
  • Carbonate Hardness
  • Caused by cations from the dissolution of calcium
    or magnesium carbonate and bicarbonate in the
    water (chemically equivalent to alkalinity)
  • Noncarbonate Hardness
  • Caused by cations from calcium and magnesium
    compounds of sulfate, chloride, or silicate
    dissolved in the water.

31
Hardness Bar Charts
  • Bar charts are useful in understanding and
    characterizing constituents in water.
  • A conventional bar chart is constructed with
    cations in the upper bar and anions in the lower
    bar.
  • In the upper bar, calcium is placed first
    followed by magnesium. Other cations are placed
    after in no particular order.
  • In the lower bar bicarbonate is placed first
    followed by other anions without any specific
    order.

32
Hardness Bar Charts
  • Example 3-11. Given the following analysis of a
    groundwater, construct a bar chart of the
    constituents expressed as CaCO3.

33
Hardness Bar Charts
  • Example 3-11 Continued

34
Hardness Bar Charts
  • Example 3-11 Continued
  • Note that there is a discrepancy between the
    total cations and anions. The cations total is
    316 (as CaCO3) as compared to anions total of 312
    mg/L (as CaCO3). This is probably because the
    there are other ions that were not analyzed. If
    complete analysis were conducted, and no
    analytical error occurred, the equivalents of
    cations would exactly equal the equivalents of
    anions. Typically, a complete analysis may vary
    by about 5 because of analytical error.

35
Hardness Bar Charts
  • Example 3-12.
  • A water has an alkalinity of 200 mg/L as CaCO3.
    The Ca2 concentration is 160 mg/L as the ion,
    and the Mg2 concentration is 40 mg/L as the ion.
    The pH is 8.1. Find the total, carbonate and
    noncarbonate hardness.

36
Hardness Bar Charts
  • Example 3-12. Solution.
  • Molecular weights Ca2 40 Mg2 24
  • Valence Ca2 2 Mg2 2
  • Equivalent weights
  • Ca2 40/2 20 mg/meq
  • Mg2 24/2 12 mg/meq

37
Hardness Bar Charts
  • Example 3-12. Solution.
  • By definition, the carbonate hardness is the
    lesser of the total hardness or the alkalinity.
    In this case, the alkalinity is less than the
    total hardness, and the carbonate hardness is
    equal to the alkalinity CH 200 as CaCO3. The
    noncarbonate hardness is equal to the difference
    between the TH and CH as

38
Lime Softening - Process Chemistry
  • In lime softening it is possible to calculate the
    chemical doses necessary to remove hardness.
    Hardness precipitation is based on the following
    two solubility reactions

and
The objective is to precipitate calcium as CaCO3
and the magnesium as Mg(OH)2. Precipitating
calcium as CaCO3 requires the pH of the water to
be raised to about 10.3. Precipitating
magnesium requires the pH of the water to be
raised to about 11.
39
Lime Softening - Process Chemistry
  • When there is not enough natural bicarbonate
    alkalinity (HCO3-) present in the water for
    CaCO3 (s) precipitate to form (noncarbonate
    hardness), carbonate must be added to the water.
  • Magnesium is more expensive to remove than
    calcium, so many times Mg2 is left in the water.
    This is called selective calcium removal.
  • Noncarbonate hardness is more expensive to remove
    than carbonate hardness because another chemical
    needs to be added to provide carbonate.

40
Lime Softening - Process Chemistry
  • The chemical process used to soften water are a
    direct application of the law of mass action.
    Increasing the concentration of carbonate and/or
    hydroxide by the addition of chemicals will drive
    the reactions shown in Eqs 3-58 and 3-59 to the
    the right.
  • Typically the pH of natural water is around 6 -
    8 and the alkalinity exists mostly as
    bicarbonate.
  • The addition of hydroxide or carbonate ions
    causes the carbonate buffer system to move to the
    right as well as an increase in pH.

41
Bicarbonate and Carbonate Species as f (pH)
42
Lime Softening - Process Chemistry
  • The most common source of hydroxide ions is
    calcium hydroxide Ca(OH)2. Many water treatment
    plants use quicklime (CaO) instead of hydrated
    lime (Ca(OH)2 because of economics.
  • Quicklime can easily be converted to hydrated
    lime by adding it to water in forming a slurry.
    This is called slaking.

This reaction is highly exothermic and must be
controlled carefully (1 MJ per gram mole of
lime). When we speak of adding lime we mean
adding calcium hydroxide Ca(OH)2.
43
Hardness TreatmentLime - Soda Ash Softening
  • Precipitation softening removes the calcium and
    magnesium from the water using
  • Unslaked Lime (CaO) or Slaked Lime (Ca(OH)2)
  • Soda Ash (Na2CO3)
  • Added benefits of this treatment
  • Bactericidal action - kills bacteria, viruses,
    algae
  • Removal of iron, manganese, mercury, chromium
  • Aid in turbidity and NOM (THMFP) removal
  • Reduces pipe corrosion and prevents scale in
    boilers

44
Hardness TreatmentLime - Soda Ash Softening
  • Lime (CaO) is sold commercially in forms of
    quicklime and hydrated lime.
  • Quicklime
  • Granular in form
  • Usually greater than 90 CaO with magnesium oxide
    being the primary impurity
  • Usually crushed in a slaker and fed to slurry
    containing about 5 calcium hydroxide
  • Hydrated Lime
  • Powdered and contains about 70 percent CaO
  • Prepared by fluidizing in a tank containing a
    turbine mixer
  • Lime slurry is written as Ca(OH)2.

45
Hardness TreatmentLime - Soda Ash Softening
  • Soda Ash
  • Grayish-white powder
  • Nearly 98 percent sodium carbonate
  • Carbon Dioxide
  • Clear, colorless gas
  • Used for recarbonation, which lowers the pH and
    stabilizes the lime-softened water
  • Recarbonation prevents deposition of hard
    carbonate scale on filter sand and distribution
    piping

46
Lime Softening Softening Reactions
  • Softening reactions are regulated by controlling
    the pH. First any free acids in the water are
    neutralized. Then the pH is raised to
    precipitate CaCO3 if necessary, the pH is raised
    further to remove magnesium. Also if necessary,
    carbonate is added to precipitate noncarbonate
    hardness. The following six important softening
    reactions are presented below

47
Lime Softening Softening Reactions
  • Neutralization of carbonic acid (H2CO3).
  • In order to raise the pH, all the free acids
    present in the water must be neutralized. CO2
    (or H2CO3) is the principal acid present in
    natural waters. Note that no hardness is removed
    in this reaction.

48
Lime Softening Softening Reactions
  • Precipitation of carbonate hardness due to
    calcium.
  • To precipitate calcium as calcium carbonate, the
    pH must be raised to 10.3 Adding lime raises
    the pH and converts all the bicarbonate
    alkalinity to carbonate. The carbonate then
    serves as the common ion for the precipitation
    reaction.

49
Lime Softening Softening Reactions
3. Precipitation of carbonate hardness due to
magnesium. If carbonate hardness due to
magnesium is to be removed, enough lime must be
added to increase the pH to about 11. The
reaction for magnesium may occur in two stages.
The first stage occurs when all the bicarbonate
is converted to carbonate.
50
Lime Softening Softening Reactions
3. Precipitation of carbonate hardness due to
magnesium. With the addition of more lime the
hardness due to magnesium is removed.
51
Lime Softening Softening Reactions
  • Removal of noncarbonate hardness due to calcium.
  • If noncarbonate hardness is to be removed due to
    calcium, no further increase in pH is required.
    Instead additional carbonate (alkalinity) is
    added in the form of soda ash.

52
Lime Softening Softening Reactions
5. Removal of noncarbonate hardness due to
magnesium. If noncarbonate hardness is to be
removed due to magnesium, both lime and soda ash
need to be added. The lime provides the
hydroxide ion for precipitation of the magnesium.

53
Lime Softening Softening Reactions
5. Removal of noncarbonate hardness due to
magnesium. In Eq. 3-66, hardness was not
removed as Ca2 replaced Mg2. To remove calcium
soda ash must be added.
54
Lime Softening Softening Reactions
55
Lime Softening Process Limitations
  • Minimum calcium hardness that can be achieved is
    30 mg/L as CaCO3.
  • Minimum magnesium hardness that can be achieved
    is 10 mg/L as CaCO3.
  • Some municipalities prefer to soften the water to
    about 75 mg/L as CaCO3 because a very soft water
    results in a slimy feeling when using soap.
  • Magnesium in excess of about 40 mg/L as CaCO3
    forms scales on heat exchange elements in hot
    water heaters. Because of the expense in
    removing magnesium, it is normally removed if it
    in excess of 40 mg/L as CaCO3.

56
Lime Softening Process Limitations
  • For magnesium removal an excess of lime equal to
    20 to 40 mg/L as CaCO3 is added to provide an
    increase in the pH and improve kinetics of the
    reaction. About 40 mg/L as CaCO3 is typically
    used.

57
Lime Softening Chemical Additions
  • The chemical additions (as CaCO3) to soften water
    may be summarized as follows

aThe terms lime and Soda refer to mg/L
of Ca(OH)2 and Na2CO3 as CaCO3 equal to mg/L of
ion as CaCO3
58
Lime Softening Softening Reactions
59
Depending upon the softening process utilized,
the treated water will usually have a pH of 10 or
greater. Consequently, it is necessary to lower
the pH and stabilize the water to prevent the
deposition of hard carbonate scale on filter sand
and distribution piping. In this process carbon
dioxide is added to water in sufficient quantity
to lower the pH to within the range of 8.4 to
8.6. When magnesium is removed from the water,
excess lime is added to raise the pH above 11 to
precipitate magnesium hydroxide. In this case
enough CO2 must be added to to neutralize the
excess hydroxide ions as well as to convert the
carbonate ions to bicarbonate ions. These
calculations are discussed in CE4508.
Lime Softening Recarbonation
60
Example 3-13 From the water analysis presented
below, determine the amount of lime and soda (in
mg/L as CaCO3) necessary to soften the water to
80.00 mg/L hardness as CaCO3. Calculate the
quantity of CaCO3 solids produced if the design
flow is 100 ML/d.
Water Composition (mg/L) Ca2 95.20 Mg2
13.44 Na 25.76 CO2 19.36 HCO3-
241.46 SO42- Cl- 67.81
61
Example 3-13 SolutionSet up table and convert
the ion concentrations to CaCO3 equivalents.
62
Example 3-13 bar chart
63
Example 3-13 Solution
  • Based on the bar chart
  • CO2 does not contribute to the hardness
  • TH 293.37 mg/L as CaCO3
  • CH 198.00 mg/L as CaCO3
  • NCH 293.37 198 95.37 mg/L as CaCO3
  • Based on Figure 3-16 the lime dose can be
    determined as

Total 277.51
64
Example 3-13 Solution
  • Calculate the soda ash dose.
  • Since the NCH is equal 95.37 mg/L as CaCO3, and
    the magnesium remaining is 40 mg/L as CaCO3, the
    amount of NCH removed is
  • NCH 95.37 40 55.37 mg/L as CaCO3
  • The amount of soda ash required to remove the NCH
    is
  • Soda Ash 55.37 mg/L as CaCO3.

65
Example 3-13 Solution
  • Calculate the quantity of CaCO3 solids produced
    for a design flow of 100 ML/d.
  • From the bar chart and softening equations (mg/L
    as CaCO3)
  • CO2 44.12 mg/L (Eq 3-61)
  • Ca2(CH) (2x198.00) 396 mg/L (Eq. 3-62)
  • Ca2(NCH) (238.00 198.00) 40 mg/L (Eq. 3-65)
  • Mg2(NCH) (293.53 238.00 - 40) 15.53 mg/L
    (Eq. 3-66)
  • Excess Lime 20 mg/L
  • CaCO3 solubility 30 mg/L

66
Softening Example 3-15
  • Given the following water analysis, determine the
    amount (mg/L) of 90 percent purity CaO and 97
    percent purity Na2CO3 that must be purchased to
    treat the water to a final hardness of 85 mg/L.
  • Water Analysis (mg/L as CaCO3)
  • CO2 21
  • HCO3- 209
  • Ca2 183
  • Mg2 97

67
Softening Example 3-15
  • Solution. First find the TH, CH, and NCH.
  • TH Ca2 Mg2 183 97 280 mg/L
  • CH HCO3- 209 mg/L
  • NCH TH CH 71 mg/L
  • Following Figure 3-16, the lime dose as CaCO3
    assuming 40 mg/L Mg2 as CaCO3 will be left is

68
Softening Example 3-15
  • Solution. Since one mole of CaO equals one mole
    of Ca(OH)2, we find 327 mg/L of CaO as CaCO3.
    Since the molecular weight of CaO is 56
    (equivalent weight 28), and it is 90 purity,
    the concentration of CaO is calculated as

69
Softening Example 3-15
  • Solution Soda Ash Requirement. The amount of NCH
    that can be left in solution is equal to the
    final hardness desired (85 mg/L) minus the CH
    left behind due to solubility, etc.. (40 mg/L)
    and is equal to 85 40 45 mg/L.
  • The NCH reacted is equal to the initial NCH (71
    mg/L) minus the NCH which can be left (45 mg/L)
    and is 71 45 26 mg/L, so from Figure 3-16,
    Na2CO3 26 mg/L as CaCO3

70
Types of Lime Softening Configurations
  • Single stage softening
  • Calcium removal only
  • Flash mixer followed by reactor/clarifier
  • For non carbonate hardness, soda ash is added
    before or after the flash mixer
  • The ph about 10.2 to 10.5 after the flash
    mixer.
  • Waste sludge CaCO3 is recycled to the head of
    the process train to improve the efficiency
    softening process.
  • The second stage of CO2 recarbonation is used to
    lower the pH value around 8.3 to 8.5
  • Filtration is used to removal any particles
    formed after recarbonation as CaCO3.

71
Solids Contactor - Flocculator Clarifier
72
Solids Contactor - Flocculator Clarifier
73
Types of Lime Softening Configurations
  • Single stage softening
  • Calcium removal only
  • Flash mixer followed by reactor/clarifier
  • For non carbonate hardness, soda ash is added
    before or after the flash mixer
  • The ph about 10.2 to 10.5 after the flash
    mixer.
  • Waste sludge CaCO3 is recycled to the head of
    the process train to improve the efficiency
    softening process.
  • The second stage of CO2 recarbonation is used to
    lower the pH value around 8.3 to 8.5
  • Filtration is used to removal any particles
    formed after recarbonation as CaCO3.

74
Solids Contactor - Flocculator Clarifier
75
Solids Contactor - Flocculator Clarifier
76
Types of Lime Softening Configurations
  • Two stage softening
  • Used when magnesium removal is required from
    water with relatively high noncarbonate hardness
  • Excess lime is added with a flash mixer to
    raise the pH to 11.0 or higher to precipitate
    magnesium
  • CO2 recarbonation is used to reduce the pH to
    about 10.0 to 10.6
  • Soda ash is added to precipitate the excess
    lime added for magnesium removal
  • The second stage precipitation step is followed
    by sedimentation
  • CO2 is used to bring the pH to 8.3 to 8.5.
  • Filtration is used to removal any particles
    formed from the second recarbonation step

77
Types of Lime Softening Configurations
  • Split stream softening
  • Part of the water is treated with excess lime
    softening for both calcium and magnesium
    hardness removal. In this part, the magnesium
    hardness can be removed down to its practical
    solubility limit of 10 mg/L
  • Excess lime is added with a flash mixer to
    raise the pH to 11.0 or higher to precipitate
    magnesium
  • The other part of the water is bypassed and
    blended with the softened water prior to
    sedimentation
  • The alkalinity of the bypassed raw water is used
    to neutralize the excess caustic alkalinity
    required to reduce the magnesium in the treated
    water
  • Split treatment works best for groundwaters
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