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1.
Equations were determined for the calculation of the stoichiometric (molality scale) dissociation constant Km of benzoic acid in dilute aqueous NaCl and KCl solutions at 25°C from the thermodynamic dissociation constant Ka of this acid and from the ionic strength Im of the solution. The salt alone determines mostly the ionic strength of the solutions considered in this study and the equations for Km were based on the single-ion activity coefficient equations of the Hückel type. The existing literature data obtained by conductance measurements and by electromotive force (EMF) measurements on Harned cells were first used to revise the thermodynamic value of the dissociation constant of benzoic acid. A value of Ka = (6.326 ± 0.005) × 10-5 was obtained from the most precise conductivity set [Brockman and Kilpatrick] and this value is supported within their precisions by the less precise conductivity set of Dippy and Williams and by the EMF data set measured by Jones and Parton with quinhydrone electrodes. The new data measured by potentiometric titrations in a glass electrode cell were then used for the estimation of the parameters of the Hückel equations of benzoate ions. The resulting parameters were also tested with the existing literature data measured by cells with and without a liquid junction. The Hückel parameters suggested here are close to those determined previously for anions resulting from aromatic and aliphatic carboxylic acids. By means of the calculation method based on the Hückel equations, Km can be obtained almost within experimental error at least up to Im of about 0.5 mol-kg-1 for benzoic acid in NaCl and KCl solutions.  相似文献   

2.
Dilute aqueous phosphoric acid solutions have been studied by Raman spectroscopy at room temperature and over a broad temperature range from 5 to 301?°C. R-normalized spectra (Bose?CEinstein correction) have been constructed and used for quantitative analysis. The vibrational modes of H3PO4(aq) (pseudo C3v symmetry) have been assigned. The band with the highest intensity, the symmetric stretch ?? s{P(OH)3}(?? 1(a 1)) is strongly polarized while ?? 4(e), the antisymmetric stretch ?? asP(OH)3) is depolarized. The stretching mode of the phosphoryl group (?CP=O), ?? 2(a1) occurs at 1178?cm?1 and is polarized. In the range between 300 and 600?cm?1, the deformation modes are observed. The deformation mode, ??{PO?CH}, involving the O?CH group has been detected at 1250?cm?1 as a very weak and broad mode. In addition to the modes of phosphoric acid, modes of the dissociation product $\mathrm{H}_{2}\mathrm{PO}_{4}^{ -}(\mathrm{aq})$ have been observed. The mode at 1077?cm?1 has been assigned to ?? s{PO2}, and the mode at 877?cm?1 to ?? s{P(OH)2} which is overlapped by ?? s{P(OH)3} of H3PO4(aq). The modes of $\mathrm{H}_{2}\mathrm{PO}_{4}^{ -} \mathrm{(aq)}$ have been measured in dilute solution and were assigned and presented as well. H3PO4 is hydrated in aqueous solution, which can be verified with Raman spectroscopy by following the modes ?? 2(a1) and ?? 1(a1) as a function of temperature. These modes show a strong temperature dependency. The mode ?? 1(a1) broadens and shifts to lower wavenumbers. The mode ?? 2(a1) on the other hand, shifts to higher wavenumbers and broadens considerably with increases in temperature. At 301?°C the phosphoric acid is almost molecular in nature. In very dilute H3PO4 solutions at room temperature, however, the dissociation product, $\mathrm{H}_{2}\mathrm{PO}_{4}^{ -} \mathrm{(aq)}$ is the dominant species. In these dilute H3PO4(aq) solutions no spectroscopic features could be detected for a hydrogen bonded dimeric species of the formula $\mathrm{H}_{5}\mathrm{P}_{2}\mathrm{O}_{8}^{ -}$ (or the neutral dimeric acid H6P2O8). Pyrophosphate formation, although favored at high temperatures, could not be detected in dilute solution even at 301?°C due to the high water activity. In highly concentrated solutions, however, pyrophosphate formation is observable and in hydrate melts the formation of pyrophosphate is already noticeable at room temperature. Quantitative Raman measurements have been carried out to follow the dissociation of H3PO4(aq) over a very broad temperature range. In the temperature interval from 5.0 to 301.0?°C the pK 1 values for H3PO4(aq) have been determined and thermodynamic data have been derived.  相似文献   

3.
The determination of the second dissociation constant of carbonic acid K 2 in 5, 15, and 25 mass% ethanol—water mixed solvents has been made using cell of the type:
at 5 to 45°C. From these data, thermodynamic quantities, dissociation enthalpy, and dissociation entropy were determined. The dependence of pK 2 on dielectric constant of the mixed solvents is discussed in term of the Beveridge model.  相似文献   

4.
The regulation of the concentration of a wide range of small molecules is ubiquitous in biological systems because it enables them to adapt to the continuous changes in the environmental conditions. Herein, we report an aqueous synthetic system that provides an orchestrated, temperature and pH controlled regulation of the complexation between the cyclobis(paraquat-p-phenylene) host ( BBox ) and a 1,5-dialkyloxynaphthalene ( DNP ) guest attached to a well-defined dual responsive copolymer composed of N-isopropylacrylamide as thermoresponsive monomer and acrylic acid as pH-responsive monomer. Controlled, partial release of the BBox , enabling control over its concentration, is based on the tunable partial collapse of the copolymer. This colored supramolecular assembly is one of the first synthetic systems providing control over the concentration of a small molecule, providing great potential as both T and pH chromic materials and as a basis to develop more complex systems with molecular communication.  相似文献   

5.
Promoted by metallic cadmium which was produced by reduction of CdCl2 H2O with samarium in situ, allyl bromide and α-bromocarboxylates react with diorgano diselenides in aqueous solutions to give allylic-type selenides and α-selenocarboxylates in moderate to good yields.  相似文献   

6.
Abstract

Thermodynamic quantities (log K, ΔH, and ΔS) for the interactions of a carbon-bridged cryptand with Li+, Na+, K+, Ca2+, Sr2+, Ba2+, and Pb2+ were determined at 25° C by calorimetric titration in aqueous solution. The cryptand forms complexes with Na+, Sr2+, Ba2+, and Pb2+ with log K ≤ 2. Complexation was not detected for Li+, K+, and Ca2+. Weak interactions with Li+ and K+ and a log K value of 2.4 for Na+ suggest that the cavity size of the cryptand is close to that of Na+ but too small for K+ and too large for Li+. The carbon-bridged cryptand selectively binds Sr2+ (log K = 3.2) over Ca2+ and Ba2+ by more than one order of magnitude.  相似文献   

7.
The dissociation constants of fumaric acid were extracted from UV-vis spectra in the 10–90 C range. These values were used to extract thermodynamic parameters that showed the temperature effects on the dissociations reactions to be dominantly driven by the solvent. The molar absorption coefficients for the fumaric acid, the bifumarate and fumarate species, can be accurately reproduced with the two-term Gauss–Lorentz equation. Deconvolution of these bands showed strong π–π transitions for all species and weaker charge-transfer-to-solvent transitions for the charged species. TD-DFT calculations were used to identify the most important molecular orbitals involved in the vertical excitations of the fumaric acid species. The electron population and their states of delocalization were also estimated with topological analyses of the electron density and of the Becke–Edgecombe Electron Localization Function.  相似文献   

8.
9.
Single-ion activity coefficient equations are presented for the calculation of stoichiometric (molality scale) dissociation constants K m for acetic acid in aqueous NaCl or KCl solutions at 25°C. These equations are of the Pitzer or Hückel type and apply to the case where the inert electrolyte alone determines the ionic strength of the acetic acid solution considered. K m for a certain ionic strength can be calculated from the thermodynamic dissociation constant K a by means of the equations for ionic activity coefficients. The data used in the estimation of the parameters for the activity coefficient equations were taken from the literature. In these data were included results of measurements on galvanic cells without a liquid junction (i.e., on cells of the Harned type). Despite the theoretical difficulties associated with the single-ion activity coefficients, K m can be calculated for acetic acid in NaCl or KCl solutions by the Pitzer or Hückel method (the two methods give practically identical K m values) almost within experimental error at least up to ionic strengths of about 1 mol-kg–1. Potentiometric acetic acid titrations with base solutions (NaOH or KOH) were performed in a glass electrode cell at constant ionic strengths adjusted by NaCl or KCl. These titrations were analyzed by equation E = E o + k(RT/F) ln[m(H+)], where m(H+) is the molality of protons, and E is the electromotive force measured. m(H+) was calculated for each titration point from the volume of the base solution added by using the stoichiometric dissociation constant K m obtained by the Pitzer or Hückel method. During each base titration at a constant ionic strength, E o and k in this equation were observed to be constants and were determined by linear regression analysis. The use of this equation in the analysis of potentiometric glass electrode data represents an improvement when compared to the common methods in use for two reasons. No activity coefficients are needed and problems associated with liquid junction potentials have been eliminated.  相似文献   

10.
Russian Journal of Physical Chemistry A - Heats of dissolution of β-aminobutyric acid in water and aqueous solutions of potassium hydroxide at 298.15 K are measured via direct calorimetry....  相似文献   

11.
The first and second molal dissociation quotients of malonic acid were measured potentiometrically in a concentration cell fitted with hydrogen electrodes. The hydrogen ion molality of malonic acid/bimalonate solutions was measured relative to a standard aqueous HCl solution from 0 to 100°C over 25° intervals at five ionic strengths ranging from 0.1 to 5.0 molal (NaCl). The molal dissociation quotients and available literature data were treated in the all anionic form by a seven-term equation. This treatment yielded the following thermodynamic quantities for the first acid dissociation equilibrium at 25°C: logK 1a =-2.852±0.003, H 1a /o =0.1±0.3 kJ-mol–1, S 1a o =–54.4±1.0 J-mol–1-K–1, and C p,1a o =–185±20 J-mol–1-K–1. Measurements of the bimalonate/malonate system were made over the same intervals of temperature and ionic strength. A similar regression of the present and previously published equilibrium quotients using a seven-term equation yielded the following values for the second acid dissociation equilibrium at 25°C: logK2a=–5.697±0.001, H 2a o =–5.13±0.11 kJ-mol–1, S 2a o =–126.3±0.4 J-mol–1-K–1, and C p,2a o =–250+10 J-mol–1-K–1.Presented at the Second International Symposium on Chemistry in High Temperature Water, Provo, UT, August 1991.  相似文献   

12.
The first and second molal dissociation quotients of succinic acid were measured potentiometrically with a hydrogen-electrode, concentration cell. These measurements were carried out from 0 to 225°C over 25° intervals at five ionic strengths ranging from 0.1 to 5.0 molal (NaCl). The dissociation quotients from this and two other studies were combined and treated with empirical equations to yield the following thermodynamic quantities for the first acid dissociation equilibrium at 25°C: log K1a=–4.210±0.003; H 1a 0 =2.9±0.2 kJ-mol–1; S 1a 0 =–71±1 J-mol–1-K–1; and C p1a 0 =–98±3 J-mol–1-K–1; and for the second acid dissociation equilibrium at 25°C: log K2a=–5.638±0.001; H 2a 0 = –0.5±0.1 kJ-mol–1; S 2a 0 =–109.7±0.4 J-mol–1-K–1; and C p2a 0 = –215±8 J-mol–1-K–1.  相似文献   

13.
The dissociation quotient of benzoic acid was determined potentiometrically in a concentration cell fitted with hydrogen electrodes. The hydrogen ion molality of benzoic acid/benzoate solutions was measured relative to a standard aqueous HCl solution at seven temperatures from 5 to 250°C and at seven ionic strengths ranging from 0.1 to 5.0 molal (NaCl). The molal dissociation quotients and selected literature data were fitted in the isocoulombic (all anionic) form by a six-term equation. This treatment yielded the following thermodynamic quantities for the acid dissociation equilibrium at 25°C and 1 bar: logKa=–4.206±0.006, H a o =0.3±0.3 kJ-mol–1, S a o =–79.6±1.0 J-mol–1-K–1, and C p;a o =–207±5 J-mol–1-K–1. A five-term equation derived to describe the dependence of the dissociation constant on solvent density is accurate to 250°C and 200 MPa.  相似文献   

14.
The first and second molal dissociation quotients of oxalic acid were measured potentiometrically in a concentration cell fitted with hydrogen electrodes. The emf of oxalic acid-bioxalate solutions was measured relative to an HCl standard solution from 25 to 125°C over 25o intervals at nine ionic strengths ranging from 0.1 to 5.0 molal (NaCl). The molal dissociation quotients and available literature data were treated in the all anionic form by a five-term equation that yielded the following thermodynamic quantities at infinite dilution and 25°C: logK1a=–1.277±0.010, H 1a o =–4.1±1.1 kJ-mol–1, S 1a o =38±4 J-K–1-mol–1, and C p,1a o =–168±41 J-K–1-mol–1. Similar measurements of the bioxalate-oxalate system were made at 25o intervals from 0 to 175°C at seven ionic strengths from 0.1 to 5.0m. A similar regression of the experimentally-derived and published equilibrium quotients using a seven-term equation yielded the following values at infinite dilution and 25°C: logK2a=–4.275±0.006, H 2a o =–6.8±0.5 kJ-mol–1, S 2a o =–105±2 J-K–1-mol–1, and C p,2a o =–261±12 J-K–1-mol–1.  相似文献   

15.
Conductivity measurements of oxalic acid and neutral oxalates (disodium oxalate, dipotassium oxalate, dicesium, and diammonium oxalate) were performed on dilute aqueous solutions, c < 3 × 10–3 mol-dm–3, from 5 to 35°C. These data and those available from the literature were analyzed in terms of dissociation steps of oxalic acid, the Onsager conductivity equation for neutral oxalates, the Quint–Viallard conductivity equation for the acid, and the Debye–Hückel equation for activity coefficients, to give the limiting equivalent conductances of bioxalate anion ;(HC2O4 ) and oxalate anion (1/2C2O4 2–) and the corresponding dissociation constants K 1 and K 2.  相似文献   

16.
The protonation of lactate has been studied in a variety of electrolyte solutions using microcalorimetry to reveal a distinct medium influence imposed on the thermochemistry of the equilibrium. The thermochemistry of lactate protonation, when studied directly in 1.0 mol⋅L−1 sodium lactate, agreed well with the studies performed in trifluoromethanesulfonate (triflate). This thermodynamic agreement suggests that the physical chemistry of lactate in the solutions applicable to the TALSPEAK process—a solvent extraction method for separating trivalent actinides from trivalent lanthanides within the scope of used nuclear fuel processing efforts—may be simulated in triflate solutions. Potentiometry, spectrophotometry and microcalorimetry have been subsequently used to study the thermodynamic features of neodymium and americium complexation by lactate using triflate as a strong background electrolyte. Three successive mononuclear lactate complexes were identified for Nd(III) and Am(III). The stability constants for neodymium, β 101=2.60±0.01, β 102=4.66±0.02 and β 103=5.6±0.1, and for americium, β 101=2.60±0.06, β 102=4.7±0.1 and β 103=6.2±0.2, were found to closely agree with the thermodynamic studies reported in sodium perchlorate solutions. Consequently, the thermodynamic medium effect, imposed on the TALSPEAK-related solution equilibria by the presence of strong background electrolytes such as NaClO4 and NaNO3, does not significantly impact the speciation in solution.  相似文献   

17.
By using spectrophotometric and potentiometric techniques the formation constants of the species formed in the systems H^++ Mo(Ⅵ)+nitrilotriacetic acid and H^+ + nitrilotriacetic acid have been determined in aqueous solutions of propanol at 25 ℃ and constant ionic strength 0.1 molodm^-3 sodium perchlorate. The composition of the complex was determined by the continuous variation method. It was shown that molybdenum(Ⅵ) forms a mononuclear 1 : 1 complex with nitrilotriacetic acid of the type MoO3L^-3 at -lg[H^+] =5.8. The formation constants in various media were analyzed in terms of Kamlet and Taft's parameters. Linear relationships were observed when lg Ks was plotted versusp. Finally, the results were discussed in terms of the effect of solvent on complexation.  相似文献   

18.
Russian Journal of General Chemistry - Analysis of the complexing ability of β-substituted porphyrazines toward magnesium acetate and magnesium acetylacetonate in the systems dimethyl...  相似文献   

19.
Carbonyl compounds containing electron-withdrawing substituents are efficiently oxidized by aqueous sodium hypochlorite in the absence of added organic solvents using microwaves.  相似文献   

20.
The spectra of copper(II)–ammonia solutions in 2 mol-kg–1 NH4NO3(aq) were recorded as a function of pH with a new UV–visible flow cell, capable of operating at conditions up to 325°C and 300 bars. Equilibrium constants for the formation of copper(II)–ammonia complexes Cu(NH3)n 2+, 1 n 4, from 30 to 150°C were determined by evolving factor analysis and nonlinear least-squares regression. Measurements at higher temperatures were limited by thermal decomposition of NH4NO3(aq). The formation constants of Cu(NH3)n 2+ decrease with temperature, consistent with extrapolations of literature data from measurements below 100°C. Measurements above 150°C were carried out in 0.5 mol-kg–1 CF3SO3H (aq), at the very high ammonia concentrations required to avoid the precipitation of CuO(s). The spectra are consistent with Cu(NH3)4 2+ as the predominant species, based on extrapolations of peak maxima and molar absorptivities from lower temperatures. Shifts in the spectra of Cu2+ and the Cu(NH3)n 2+ species to higher wavelength and increases in molar absorbance with increasing temperature are discussed in terms of the structure of the complexes.  相似文献   

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