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Acid dissociation constant from titration

A difference plot, also called a Bjerrum plot, is an excellent means to extract metal-ligand formation constants or acid dissociation constants from titration data obtained with electrodes. We will apply the difference plot to an acid-base titration curve. [Pg.263]

To extract acid dissociation constants from an acid-base titration curve, we can construct a difference plot, or Bjerrum plot, which is a graph of the mean fraction of bound protons, H, versus pH. This mean fraction can be measured from the quantities of reagents that were mixed and the measured pH. The theoretical shape of the difference plot is an expression in terms of fractional compositions. Use Excel SOLVER to vary equilibrium constants to obtain the best fit of the theoretical curve to the measured points. This process minimizes the sum of squares [nH(measured) -nH( theoretical) 2. [Pg.266]

G. Papanastasiou and I. Ziogas, Simultaneous Determination of Equivalence Volumes and Acid Dissociation Constants from Potentiometric Titration Data, Talanta 1995,42, 827. [Pg.670]

It is worth mentioning that an attempt was made by Tsao and Willmarth to determine the acid dissociation constant of HO2. The reaction between hydrogen peroxide and peroxydisulphate was used for the generation of the HO2 radical. However, these experiments, like others where the HO2 radical is studied under steady-state conditions, could yield only a value of acidity constant multiplied by a coefficient consisting of a ratio of kinetic parameters. Unfortunately, in this case there are no independent data for the kinetic coefficient, and the value of cannot be evaluated. Considering the kinetic analogue of the titration curve it can be stated only that ionization of HO2 becomes important in the pH range from 4.5-6.5. The value of acidity constant of HO2 obtained by Czapski and Dorfman is (3.5 + 2.0)x 10 mole.l. . ... [Pg.558]

Some aqueous models accept only total inorganic carbon rather than titration alkalinity or carbonate alkalinity. For this reason, the sea water analysis of Table III includes total inorganic carbon which was calculated from pH, total alkalinity and salinity using the apparent sea water constants of Mehrbach et al.(82) for the dissociation of carbonic acid and the boric acid dissociation constant of Lyman (83), as expressed by Li et al. (84). [Pg.883]

Dickson A. G. and Riley J. P. (1979a) The estimation of acid dissociation constants in seawater from potentiometric titrations with strong base I. The ion product of water— K. Mar. Chem. 7, 89-99. [Pg.2874]

The Gran plot is an alternative method for locating the end point in a titration. In this method, a linear plot is produced that can reveal both the acid dissociation constant and the volume of base required to reach the end point. Unlike the normal titration curve and derivative curves, which find the end point only from data located in the end point region, the Gran plot uses data far away from the end point. This can decrease the tedium of taking many measurements after dispensing very small volumes of titrant in the end point region. [Pg.389]

A WApH titration method was used for the determination of acid dissociation constants (pK a values) of ionizable compounds. Microspeciation was investigated by three approaches ( ) selective monitoring of ionizable group by spectrophotometry, ( ) deductive method, and (3) K(z) method for determination of tautomeric ratio from co-solvent mixtures. It has been shown that the WApH technique, for such types of ampholytes, is able to deduce the microconstants and tautomeric ratios, which are in good agreement with the literature data. [Pg.138]

Plot given of pKg vs EtOH concentration (almost linear from 90% down to 18%), however precipitation of diclofenac at EtOH% <50% needed approximate treatment of the titration curves value from extrapolation to 0% EtOH. Also, there was an approximately linear plot of apparent pK and die reciprocal of the dielectric constant, which led to a similar value. The dissociation constants of diclofenac sodium in ediyl alcohol... were determined using the titration mediod. The acid dissociation constant of the drug was decreased by the increase in die concentration of ethanol in... [Pg.172]

The fluorescence of certain compounds as a function of pH has been used for the detection of end points in acid-base titrations. For example, fluorescence of the phenolic form of l-naphthol-4-.sulfonic acid is not detectable by the eye because it occurs in the ultraviolet region. When the compound is converted to the pheno-late ion by the addition of base, however, the emission band shifts to visible wavelengths, where it can readily be seen. It is significant that this change occurs at a different pH than would be predicted from the acid dissociation constant for the compound. The explanation of this discrepancy is that the acid dissociation constant for the excited molecule differs from that for the same species in its ground stale. Changes in acid or base dis-... [Pg.739]

A and A have different colours. The colour of the solution during the titration depends on their relative concentrations, which in turn depends on the pH of the solution and the acid dissociation constant of the indicator (kA). A colour change is visible approximately from [A] = 10[A ] to [A] = 0.1 [A ], so the pH range for the colour change is given by (0.1 10) kA- A typical example is Methyl orange. [Pg.1387]

The formation of a single complex species rather than the stepwise production of such species will clearly simplify complexometric titrations and facilitate the detection of end points. Schwarzenbach2 realised that the acetate ion is able to form acetato complexes of low stability with nearly all polyvalent cations, and that if this property could be reinforced by the chelate effect, then much stronger complexes would be formed by most metal cations. He found that the aminopolycarboxylic acids are excellent complexing agents the most important of these is 1,2-diaminoethanetetra-aceticacid (ethylenediaminetetra-acetic acid). The formula (I) is preferred to (II), since it has been shown from measurements of the dissociation constants that two hydrogen atoms are probably held in the form of zwitterions. The values of pK are respectively pK, = 2.0, pK2 = 2.7,... [Pg.55]

This potential reflects itself in the titration curves of weak polyacids such as poly(acrylic acid) and poly(methacrylic acid) [32]. Apparent dissociation constants of such polyacids change with the dissociation degree of the polyacid because the work to remove a proton from the acid site into the bulk water phase depends on the surface potential of the polyelectrolyte. [Pg.55]

Titrations curves for polyprotic acids have an inflection point for each hydrogen in the formula if the dissociation constant (Ka) for each hydrogen is very different from the others and if any dissociation constant is not too small. The titration curves of the polyprotic acids H2S04 and H3P04 are shown in Figures 5.6 and 5.7. Sulfuric acid has essentially one inflection point (like hydrochloric acid—compare with Figure 5.1(a)), while phosphoric acid has two apparent inflection points. Both hydrogens on the... [Pg.103]

The potentiometric titration curves of gels, which relate the pH of the exterior solution to the degree of ionization of the gel, resemble the titration curves of monofunctional acids or bases. However, the dissociation constants differ, often by two orders of magnitude, from the expected value for the functional group, and the slope of the curves is not the usual one. Addition of neutral salt changes the picture markedly and brings the curves closer to expectation. In the case of weak or medium... [Pg.302]

At the beginning of the titration, before any NaOH is added, the acetic acid is already slightly ionized, to an extent that can be calculated from its dissociation constant (Eqn 2-8). [Pg.64]


See other pages where Acid dissociation constant from titration is mentioned: [Pg.54]    [Pg.82]    [Pg.114]    [Pg.963]    [Pg.54]    [Pg.394]    [Pg.58]    [Pg.64]    [Pg.834]    [Pg.963]    [Pg.4417]    [Pg.287]    [Pg.113]    [Pg.93]    [Pg.681]    [Pg.290]    [Pg.10]    [Pg.35]    [Pg.50]    [Pg.172]    [Pg.282]    [Pg.296]    [Pg.268]    [Pg.209]    [Pg.274]    [Pg.30]    [Pg.21]    [Pg.46]    [Pg.18]    [Pg.7]   
See also in sourсe #XX -- [ Pg.707 , Pg.708 ]




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