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Surface Bonding Sites on Soil Minerals

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Title: Surface Bonding Sites on Soil Minerals


1
Surface Bonding Sites on Soil Minerals
Sorption Part B.
  • Assigned Sparks Chapter 5
  • pp. 162-167

2
Cations on permanent charge sites in silicate
clays
  • Outer sphere
  • In M generally complete dispersion of clays
    (diffuse counter ion layer)
  • M2 and M3 Can be somewhat diffuse on outer
    surfaces but tend to form interlayer bridges
    where possible.

3
M2 Interlayer ions in permanent charge clay
(Fig. 3.10, McBride)
Example Ca2 or Mg2  "Outer sphere Complex"
Exchangeable cations
4
Complex system in soils Ca - Na system
5
Ions near hydrous oxide surfaces (and silicate
clay edges)
  • Comparison with permanent charge clays
  • The charge sites are at the surface and covalent
    bonding is possible.
  • However, many ions are exchangeable.
  • Oxides and clay edges contribute to CEC.
  • Alkali metal cations (e.g. Na) are diffuse.
  • Some singly charged anions like nitrate and
    chloride are diffuse.
  • Alkaline earth cations like Mg2 are likely much
    less diffuse but are outer sphere.

6
Many are inner sphere
  • Much more strongly bonded.
  • Transition metals cations.
  • E.g. Cu2, Co2 and Zn2
  • Many oxyanions.
  • PO43-, SeO32-, and AsO42-

7
Surface spectroscopy
  • Reflectance infrared (IR)
  • Diffuse reflectance (DRS)
  • Attenuated total reflectance (ATR)
  • X-ray spectroscopy
  • Use the intense x-rays available at synchrotron
    accelerators
  • X-ray absorption fine structure (XAFS)
  • Can determine inter atomic distances and the
    coordination environment of an atom.
  • E.g Coordination of Cu on Al(OH)3 surfaces
  • Used x-ray wavelengths absorbed by Cu.

8
Periodic table
9
Inner sphere, cation, Pb2 on Al oxide or
hydroxide (octahedra)
Bidentate
10
Inner sphere anion, arsenate I(AsO3-4)
  • Mononuclear and binuclear.

11
Mathematical modeling for inorganic anion and
cation adsorption
12
Surface complexation equations
  • First we will first look at simple case where the
    electrostatic effects are ignored.
  • These constants are sometimes called
    conditional constants

13
Metal Ions (e.g. M2)
  • 1) Monodentate
  • gtS-OH gtS-O- H log K2
  • gtS-O- M2 gtS-OM log Km
  • gtS-OH M2 gtS-OM H log K2Km

14
Metal Ions (e.g. M2) Continued
  • 2) Bidentate
  • 2gtS-OH gtSO- H 2
    log K2
  • 2gtSO- M2 (gtS-O)2M log K2m
  • 2 gtSOH M2 (gtSO)2M 2H log K22K2m
  • Note Protons are displaced by metal ion
    adsorption

15
Anion Adsorption (e.g. A2-)
  • 1) Mononuclear
  • gtSOH H gtS-OH2 log K1
  • gtSOH2 A2- gtS-OH2 A- log KA
  • gtSOH H A2- gtSOH2A- log KAK1

16
Anion Adsorption (e.g. A2-) Continued
  • 2) Binuclear
  • 2gtS-OH 2H A2- (gtS-OH2)2A
  • Note Protons are consumed (OH- displaced) by
    anion adsorption

17
Mathematical Model for Adsorption of Cations
(ignoring charge effects)
  • Consider the monodentate adsorption of Co2 in a
    solution with NO3- or other non-specifically
    adsorbed anion. Total sites for the adsorption of
    Co2
  • gtSt gtS-OH2 gtS-OH gtS-O-
    gtS-O-Co) Eqn. 1
  • gtSt can be determined (e.g. by titration)
  • Substitute equations for Km, K1, and K2 into the
    mass balance equation.
  • We want to describe the adsorption in terms of
    the quantity sorbed, q, as a function of the
    concentration in solution

18
Mathematical Model for Adsorption of Cobalt
  • Express all terms in the sum of sites in terms of
    (S-OCo) and (Co2).
  • gtS-OH H gtS-OH2 log K1
  • gtS-O- H gtS-OH -log K2
  • gtS-OCo gtS-O- Co2
    -log Km
  • gtS-OCo 2H gtSOH2 Co2 logK1/K2Km

19
Mathematical Model for Adsorption of Cobalt
  • From the equation defining Km

20
Mathematical Model for Adsorption Cobalt
  • The monodentate complex can be defined in terms
    of gtS-OH .

21
Mathematical Model for Adsorption Cobalt
  • Substitute equations into equation 1
  • Divide by S-OCo and multiply by (Co2)

22
Mathematical Model for Adsorption Cobalt
  • Invert and multiply through by (Co2). Then the
    fraction of sites with Co
  • With decreasing pH increasing (H) adsorption
    is decreased
  • At constant pH

23
Mathematical Model for Adsorption Cobalt
  • where
  • Then

24
Mathematical Model for Adsorption Cobalt (cont.)
  • This is a Langmuir equation where B (B1/K) is
    the inverse of a pH dependent Langmuir binding
    constant. Thus the Langmuir model should work
    quite well at constant pH.

25
Mathematical Model for Adsorption Cobalt (cont.)
  • If Km 1.0 x 104, Log K1 5.5, and logK2
    -9.5 then
  • pH B
  • 5.5 2
  • 6.5 0.11
  • 7.5 0.01
  • 8.5 0.0011
  • At pH 7.5, if ? 0.5 (Co2) 0.01 M

26
Adsorption on hematite, Fig. 4.3
27
Predicted monodentate Cu adsorption on aluminum
oxide (Fig. 4.4)
28
Adsorption of anions
29
Models that incorporate electrostatic effects
  • Diffuse layer
  • Surface complexation models
  • Constant capacitance
  • Simplifies the diffuse layer into a plane.
  • Triple layer
  • Diffuse double layer model
  • Etc.

30
Constant Capacitance Models (CCM)
  • Two types of counter ions
  • Indifferent electrolyte
  • Surface bound ions that neutralize charge
  • Usually thought to be inner sphere

31
Components of charge
  • Particle charge has 2 components
  • ? ?H ?is
  • Where ?H is the proton charge and sis is the
    charge of the inner sphere sorbed ions.
  • ? can be positive or negative
  • Co2 example
  • ? gtS-OH2 - (gtS-O- gtS-O-Co)
  • Orange - proton charge
  • Red- is charge due to metal ions

32
CCM proton charge assuming no strongly bound
ions. Start with acidity equations
33
E.g. A net negative charge particle
  • Potential difference described by using a simple
    parallel plate condenser model
  • Charge on condenser in moles per surface area
  • ? (area)C?0/F
  • The simple definition of capacitance is
  • C ? ?0-1
  • but we want to use molar units pre unit surface
    area


---------------
34
Surface Potential
  • Calculate the relationship between the surface
    charge and the surface potential assuming the
    surface acts like a parallel plate condenser and
    the particle charge density, ? (mol m-2),
    specific surface area A (m2 g-1), a is the
    suspension density in g L-1 and capacitance, in
    farads m-2 . Then
  • ??????????????????????????????? (CAa?0/F)
  • Solve for surface potential, ?0
  •  ?0 ?F/CAa
  • Substitute into equilibrium equation
  • Note C increases with increasing salt
    concentration

35
  • For a complete discussion, see the discussion of
    the Constant Capacitance Model (CCM), see Sparks
    Chapter 5 and Sposito (pp. 164 -167 )

36
Then
See equation 5.4i in Sparks The negative on F is
because the exponential term was in the devisor
on the right hand side. As ? goes to zero, as a
the PZC the exponential term goes to 1.
37
For the Co2 example need the mass balance
equation for ?
  • ? gtS-OH2 - (gtS-O- gtS-O-Co)
  • Have 4 equilibrium equations and total charge
    equation. 5 equations and 5 unknowns. Can be
    solved easily by iteration using Vminteq.

38
Except for very simple cases CCM requires a
computer program
  • Increase in the concentration of an indifferent
    electrolyte increases the capacitance (decreases
    the surface potential)
  • With increase in salt concentration the surface
    charge must be greater at a given pH. (const.
    potential at constant pH)

39
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40
Hypothetical oxide surface charge in NaCl
(McBride, Fig.3.20) m mol kg-1
41
Inputs for the CCM
  • Proton binding constants (K1 and K2)
  • Metal and anion binding constants
  • Total number of sites
  • Obtained from acid base titration
  • May have to correct for dissolution of the
    hydrous oxide at very low and very high pH.
  • E.g Al(OH)3
  • Capacitance
  • Often is used as a model fitting parameter.

42
Acidity of Oxide Surfaces
  • A function z/r or valance/coordination no.
  • The greater z/r, the lower the pKA values for
    both the first and second ionization
  • Al3 gt Fe3gt Ti4 gt Si4
  • more acid ---gt
  • (see Table 4.1 in McBride)
  • High charge with small size destabilizes the O-H
    bond.

43
pKA values for surfaces
44
Point of zero net charge
  • Arithmetic mean of the pK values
  • PZNC 1/2(logK1 -log K2)

45
Point of zero net charge
46
Metal constants
47
Cation affinity for permanent charge clays
  • M3 gt M2 gt M
  • Alkali Metals
  • Cs gt Rb gt K NH4 gt Na gt Li gt
  • Alkaline Earth Metals
  • Ba2 gt Sr2 gt Ca2 gt Mg2
  • Ions with lower hydration energy, lower z/r, are
    preferred

48
Affinity due to charge and hydration
  • Related to the distance of closest approach to
    the surface (electrostatic bonding).
  • Related to hydrated radius

49
Cation affinity on oxides
  • At pH of pznc and higher, alkaline earth metals
    and alkali metals are held as outer sphere, low
    specificity are exchangeable.
  • Transition metal 2 cations and 3 cations mostly
    held in inner sphere complexes, i.e. are
    specifically adsorbed.
  • The bonding is partial covalent.
  • Preference similar to the order of hydrolysis to
    form hydroxy ions (first hydrolysis constant).
    For divalent metals
  • CugtNigtCogtZn
  • First row transition metals follow Irving
    -Williams

50
Anion Affinity
  • Evaluate electronegativity or "shared charge"
  • Halides (pH lt pznc)
  • F- gt Cl- gt Br- gt I-
  • Follows electronegativity
  • For Cl- to I- mostly outer sphere and are
    exchangeable, F- has a radius similar to OH- and
    is bound much more strongly.

51
Anion Affinity
  • For oxyanions the less the shared charge, the
    greater the affinity (Charges shared with a given
    number of O atoms)
  • PO43- gt SeO32- gt SO42- gt SeO42-
  • 5/4 4/3 6/4 shared
    charge
  • For sulfate and selenate there is greater shared
    charge
  • Mostly outer sphere binding to oxides
  • With greater shared charge electrons are pulled
    away from the O atom and O atoms are poorer
    electron donors (poorer Lewis bases).

52
Influence of Protonation on Adsorption of Anions
  • Adsorption of weak acid anions is influenced by
    the protonation of the anion in solution.
  • Example F-, a strongly adsorbed monovalent anion
  • Increased adsorption with decreasing pH because
    of the increasing positive charge.
  • Maximum adsorption near pKA (pKA 3.8) because
    at lower pH F- is protonated to form molecular HF

53
Adsorption of Anions (continued)
  • Example phosphate
  • Strength of adsorption
  • PO43- gt HPO42- gt H2PO4- (pK1 2.1, pK2 7.2,
    pK3 12.2)
  • Adsorption is increased with decreasing pH down
    to pH 2 but with decreasing slope.

54
Adsorption of some anions
55
Adsorption of anions (Sposito Chap. 8)
56
Role of SOM in cation sorption
57
Sorption of Cations by Organic Matter
  • The most abundant sites are the "hard acid"
    carboxylic acid and phenolic sites. Carboxylic
    acids are more acidic, more important.
  • N and S can be important for small quantities of
    ions adsorbed.
  • Sulfhydryl (thiol RSH) groups important at low
    levels of soft ions (e.g. Hg2,where Km can be gt
    1032)
  • N might be important for Cu2 at low levels
    (stronger complex than for carboxyl groups)

58
Soil organic matter
  • Ionization of carboxyl sites produces negative
    charges
  • Some ionization of phenolic groups is also
    possible

59
Titration of humic acid in NaCl (McBride Fig.
3.21)
60
See modified Henderson Hasselbach equation
61
McBride Fig. 3.22
62
McBride Fig. 3.22
63
SOM and pH dependent cation exchange sites
  • In glaciated regions SOM clearly accounts for
    most of the pH dependent charge.
  • Even in soils high in oxides surface soil SOM is
    generally more important than the oxide
    components.
  • Oxides might be dominant in subsoils

64
Adsorption of Cations on Organic Matter
  • Alkaline earth metals and alkali metals are held
    as outer sphere, low specificity are
    exchangeable.
  • Unlike oxides SOM is an important contributor
    cation exchange even at pH 4
  • Order is usually similar to clays.

65
  • Transition metal 2 cations and 3 cations mostly
    held in inner sphere complexes, i.e. are
    specifically adsorbed.
  • The bonding is partial covalent.
  • Preference similar to the order of hydrolysis to
    form hydroxy ions (first hydrolysis constant).
    For divalent metals
  • CugtNigtCogtZn
  • First row transition metals follow Irving
    -Williams

66
The surface complexation model can be used for SOM
  • For solid organic matter surface complexation
    reactions like used for the calculation of
    binding to oxide surfaces can be used.
  • No positive charges sites
  • E.g.. Co2 with a monodentate and bidentate
    carboxylate sites.
  • St RCOO-RCOOH RCOOCo (RCOO)2Co

67
Adsorption of Cations by Dissolved Organic Matter
(DOC)
  • Complexation with soluble organic acids (fulvic
    acidic and monomeric acids) is important for the
    mobility of some metal ions in solution (e.g.
    Fe(III), Hg2, and Cu2)
  • Increases solubility of some very insoluble ions
    like Fe3 which precipitates as Fe(OH)3. Helps
    plants get Fe.

68
Ions bound to Soil Organic Matter (SOM)
  • Important ions bound to SOM.
  • Al3
  • Fe3 is less important on O.M. than Al3 because
    of low solubility of Fe(OH)3 (ferrihydrite)
  • Cu2
  • Hg2

69
Example Adsorption control of Zn (Fig. 4.14)
70
Short Summary
  • Model sorption
  • KD
  • Freundlich
  • Langmiur
  • Koc for organic compounds

71
Short Summary (cont.)
  • Gouy diffuse double layer model helps explain
    colloidal stability and adds useful electrostatic
    term for adsorption models.
  • Cations and soluble ligands (anions) can
    participate in complex formation on surfaces.
  • Surface complex theory can be used to model
    surface sorption on oxides hydroxides and clay
    edges.
  • Alkali metal ions are indifferent cations and do
    not adsorb on oxides except as weakly held ions
    in the diffuse layer.
  • Alkaline earth cations generally are sorbed in
    outer sphere (and weak inner sphere) complexes
    and are readily exchangeable.

72
  • Anion sorption of weak acids is influenced by the
    formation of lower charged protonated forms.
    (e.g. F- protonation to HF)
  • Surface complexation theory can be used to
    calculate the adsorption of cations by organic
    matter.
  • Adsorption and precipitation can take place
    simultaneously,
  • Eg. Phosphate

73
  • Precipitation and dissolution are generally
    slower than adsorption and desorption.
  • Precipitation is complicated by formation of
    mixed solids.
  • P precipitates and adsorbs in soils.
  • Precipitation occurs in several forms.

74
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