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1.
The interaction between two similar plane double-layers for Mg3(PO4)2 type asymmetric electrolytes was investigated with the aid of λ parameter method. The interaction energies for the system at positive surface potential were expanded in power series at low and high potential, respectively. The accurate numeral results and V′-ξ d curves were given for y 0 ≤ 20 and they can be used to check up the validity of approximate expressions obtained. When y 0 ≥ 5, V′ hardly changes with y 0. The interaction energies between two similar plane parallel double layers for symmetric and asymmetric electrolytes at y 0 = 1 were compared; when ξ d is small, the interaction energies for Mg3(PO4)2 type electrolytes increase more drastically than for other type electrolytes. The present results are also fit for Al2(SO4)3 type asymmetric electrolytes at negative surface potential. The article is published in the original.  相似文献   

2.
The interactions between two similar plane double-layers for Na3PO4 type asymmetric electrolytes are described using hyperelliptic integrals. The mathematical treatments of hyperelliptic integrals are much more difficult than those of elliptic integrals. The system was successfully treated with the aid of the λ parameter method. The interaction energies for the system at positive surface potential are expanded in power series at low, moderate, and high potentials, respectively. The accurate numeral results and V′-ξ d curves are given for y 0 ≤ 20 and can be used to check the validity of approximate expressions obtained. When y 0 ≥ 5, V′ hardly changes with y 0. The interaction energies between two similar plane parallel double layers for symmetric and asymmetric electrolytes at y 0 = 1 were compared; when ξ d → 0, the interaction energies for Na3PO4 type electrolytes are much larger than for electrolytes of other types. The present results are also fit for FeCl3-type asymmetric electrolytes at negative surface potential. The text was submitted by the author in English.  相似文献   

3.
The interaction energies between two double layers for FeCl3 or Na3PO4 type electrolytes at y 0 > 0 >y d>—y 0 were calculated with the aid of 7n parameter methods and the accurate numeral results were given when the dimensionless surface potential of two double layers changes from -20 to +20. When ∣y d∣ > 5, the absolute value of the interaction energies, ∣V’∣, for FeCl3 type electrolytes at y 0= 1 stops to increase. When y 0> 8, the ∣V’∣ for FeCl3 type electrolytes at y d= -1 ceases to change. The influence of y d on ∣V’∣ for FeCl3 type electrolytes is more significant than the influence of y 0. The variation of ∣V’∣ with y d and y 0 for Na3PO4 type electrolytes is opposite to that for FeCl3 type electrolytes. The interaction energies between two dissimilar double layers for Na2SO4, CaCl2, NaCl, Na3PO4 and FeCl3 type electrolytes at y 0= 1 and y d = -10 are compared and the results indicate that the interaction energies close to each other for FeCl3 and CaCl2 type electrolytes and for Na3PO4 and Na2SO4 type electrolytes, respectively. ∣V’∣ increases with the raises of y 0 or ∣y d∣, but decreases with the raises of z + or z -.  相似文献   

4.
The interaction between two similar plane double-layers for Al2(SO4)3 type asymmetric electrolytes was investigated with the aid of λ parameter method. The interaction energies for the system at positive surface potential were expanded in the power series at low and high potential, respectively. The high potential formula can be applied to 0.2 ≤ ye  < y 0 ≤ 20. This almost covers with the bounds of all potential, and that the calculative method is relative simple. The accurate numeral results and V′?ξd curves were given for y 0 ≤ 20. When y 0 ≥ 5, V′ hardly change with y 0. The interaction energies between two similar plane parallel double layers for the different type electrolytes at y 0 = 1 were compared. The present results are also fit for Mg3(PO4)2 type electrolytes at negative surface potential.  相似文献   

5.
Two rapidly convergent series for calculating the interaction energies between two dissimilar double layers for Na2SO4 or CaCl2 types asymmetric electrolytes at y 0 > 0 > yd ≥ −y 0 were derived, the number of the series terms required to obtain the interaction energies with six significant digits is not more than 4 when the dimensionless surface potential of two dissimilar double layers changes from −20 to + 20. The absolute values of the interaction energies V between two dissimilar double layers for Na2SO4, CaCl2 and NaCl types electrolytes obey the following relations: when −y d = y 0, V′Na2SO4 = V′CaCl2; when −y d > y 0, V′Na2SO4 > V′CaCl2; when −y d < y 0, V′Na2SO4 < V′CaCl2; V′Na2SO4 or V′CaCl2 is always less than VNaCl. Several approximate expressions were given for interaction energy at y 0 and −y d ≪ 1.  相似文献   

6.
Phase relations in the Zn2V2O7-Cu2V2O7 system were studied by high-temperature X-ray diffraction and differential thermal analysis. The major phase constituents of the system are solid solutions based on Zn2V2O7 and Cu2V2O7 polymorphs and their coexistence regions. The generation of α-Zn2 − 2x Cu2x V2O7 solid solution, where 0 ≤ x ≤ 0.30, leaves almost unchanged the stabilization temperature of the high-temperature zinc pyrovanadate phase. The α-Cu2 − 2x Zn2x V2O7 homogeneity range is 5 mol % Zn2V2O7. In the range 0.050 ≤ x ≤ 0.09 from 20 to ∼ 620°C, there is the two-phase field of α-Cu2V2O7 and β-Cu2V2O7 base solid solutions. At still higher temperatures, β-Zn2 − 2x Cu2x V2O7 and α-Cu2 − 2x Zn2x V2O7 coexist in the mixed-phase region. β-Zn2 − 2x Cu2x V2O7 solid solution, where 0 ≤ x ≤ 0.30, exists above 610 ± 5°C. The extent of the β′-Cu2V2O7-base solid solution is 9 to 65 mol % Zn2V2O7 at 615 ± 5°C, expanding to 0 mol % Zn2V2O7 with rising temperature. Original Russian Text ¢ T.I. Krasnenko, M.V. Rotermel’, S.A. Petrova, R.G. Zakharov, O.V. Sivtsova, A.N. Chvanova, 2008, published in Zhurnal Neorganicheskoi Khimii, 2008, Vol. 53, No. 10, pp. 1755–1762.  相似文献   

7.
Several rapidly convergent series for the highly efficient calculation of the interaction energies between dissimilar double layers for CaCl2 type electrolytes at y 0 > y d > 0 were derived. The accurate numeral results were given and several approximate expressions were obtained for y 0 ≪ 1. The number of the series terms required to obtain the interaction energies with six significant digits is not more than 3 when the dimensionless surface potential of double layers y 0 ≤ 20. The interaction energies between dissimilar double layers for Na2SO4 or CaCl2 type electrolytes depend significantly on the y d value, while the interaction energies for Na2SO4 type electrolytes is practically independent of y 0. The present results can also be applied to Na2SO4 type electrolytes at y 0 < y d < 0. The text was submitted by the authors in English.  相似文献   

8.
This work reports the study of Bi4V2–xBaxO11–1.5x (0.02≤x≤0.50) series, which is a potential source of solid electrolytes to apply in oxygen sensors. X-ray powder diffraction was used to point out the formation of major ionic conductive phases and minor ones. The modifications of vanadate substructure were probed, at short range, by Fourier-transform infrared spectroscopy. Differential scanning calorimetry evidenced the formation of tetragonal γ phase, which can be ionic conductive, for x=0.14.  相似文献   

9.
The λ parameter method had successfully been applied to calculate the interaction energies between two plane parallel double layers for symmetric electrolytes. When y 0 and |y d | ≤ 20, the number of the series terms required to obtain the interaction energies with six significant digits is not more than 4. If we regard the interaction energies as the function of the hyperbolic function tanh (y 0/2) instead of tanh(y 0/4), then calculating it with the aid of λ parameter method, we can obtain above results at once. This enables one to avoid the mathematical complexity of other methods.  相似文献   

10.
Several rapidly convergent series for highly efficient calculation of the interaction energies between dissimilar double layers for Na2SO4-type electrolytes at y 0 > y d > 0 are derived, the accurate numerical results are given, and several approximate expressions are obtained for y 0 ≪ 1. The number of the series terms required to obtain the interaction energies with six significant digits via the use of the series derived is no more than 2 when the dimensionless surface potential of double layers y 0 ≤ 20. The interaction energies between dissimilar double layers for NaCl-or Na2SO4-type electrolytes are remarkably affected by the value of y d,, but the interaction energies for Na2SO4-type electrolytes are hardly affected by the value of y 0. The present results can also be applied to CaCl2-type electrolytes at y 0 < y d < 0. The text was submitted by the authors in English.  相似文献   

11.
Solid solution phases of a formula Fe8V10W16–xMoxO85 where 0≤x≤4, have been obtained, possessing a structure of the compound Fe8V10W16O85. It was found on the base of XRD and DTA investigations that these solution phases melted incongruently, with increasing the value of x, in the temperature range from 1108 (x=0) to 1083 K (x=4) depositing Fe2WO6 and WO3. The increase of the Mo6+ ions content in the crystal lattice of Fe8V10W16O85 causes the lattice parameters a=b contraction with cbeing almost constant. IR spectra of the Fe8V10W16–xMoxO85 solid solution phases have been recorded.  相似文献   

12.
Chemical equilibria in the high-molecular-weight heparin (Na4hep)-arginine (HArg)-H2O-NaCl and MCl2-Na4hep-HArg-H2O-NaCl systems of electrolytes (M = Ca2+, Mg2+) were calculated by the method of mathematical simulation of chemical equilibria from representative planned pH-metric titration experiment at 2.30 ≤ pH ≤ 10.50 in a physiological solution medium in the presence of 0.154 M NaCl as a background electrolyte at 37°C. The initial concentrations of the basic components were n × 10−3 M (n ≤ 4).  相似文献   

13.
CeO2-based solid solutions with a fluorite structure are promising materials as electrolytes of medium-temperature electrochemical devices: electrolytic cells, oxygen sensors, and solid oxide fuel cells. In this work, studies are presented of the effect of the dopant cation radius and its concentration on the physico-chemical properties of the Ce1 − x Ln x O2 − δ solid solutions (x = 0–0.20; Ln = La, Nd, Sm, Eu, Gd, Dy, Ho, Er, Yb) and also of multicomponent solid solutions of Ce1 − x Ln x/2Ln′ x/2O2 − δ (x = 0–0.20; Ln = Sm, La, Gd and Ln′ = Dy, Nd, Y) and Ce1 − xy Sm x M y O2 − δ (M = Ca, Sr, Ba) obtained using the solid-phase synthesis technique. Electric properties of the samples were studied in the temperature range of 623–1173 K and in the oxygen partial pressure range of 0.01–10−22 MPa. The values of oxygen critical pressure ( pO2 * )\left( {p_{O_2 }^* } \right) are presented, at which the ionic and electron conductivity values are equal. The values were calculated on the basis of experimental dependences at 1023 K at the assumption that the ionic conductivity value is determined only by the dopant concentration and its effective ionic radius and is independent of the oxygen partial pressure.  相似文献   

14.
Interaction between two double layers for FeCl3 type electrolytes at y 0 > y d > 0 were investigated with the aid of λ parameter methods and the accurate numeral results were given. When y d increases, the interaction energies increase at constant y 0 and ξ d . The maximum of the interaction energies between two double layers for $ A_{v_ + } B_{v_ - } $ A_{v_ + } B_{v_ - } type electrolytes at y 0 > y d > 0 is independent of y 0, but increases with the augment of y d . The interaction energies between two double layers for NaCl, CaCl2, FeCl3 and Na2SO4 type electrolytes at y 0 = 5 and y d = 2 were compared. If the negative or positive ions for {ie39-2} type electrolytes have the same charge number, the maximum of their interaction energies increases with the augment of the charge number of the ions with opposite charge. For a pairs conjugate type electrolytes like CaCl2 and Na2SO4 or FeCl3 and Na3PO4, the larger the charge number of the negative ions is, the larger the maximum of the interaction energies is. The results for FeCl3 type electrolytes at y 0 > y d > 0 can also be applied to Na3PO4 type electrolytes at y 0 < y d < 0.  相似文献   

15.
In the compound [Ni(Bptc)2(Bimb)2(H2O)2] (I), where H4Bptc is 3,3′,4,4′-biphenyltetracarboxylic acid; Bimb is 4,4′-bis(1-imidazolyl)biphenyl), Ni(II) has a distorted octahedral coordination geometry, which was bonded with two N atoms from two Bimb ligands, two O atoms from two H2Bptc2− ligands and two water O atoms. The crystal structure of compound I is stabilized by the π-π-stacking and hydrogen bonds interaction.  相似文献   

16.
A series of the mixed transition metal compounds, Li[(Ni1/3Co1/3Mn1/3)1–x-y Al x B y ]O2-z F z (x = 0, 0.02, y = 0, 0.02, z = 0, 0.02), were synthesized via coprecipitation followed by a high-temperature heat-treatment. XRD patterns revealed that this material has a typical α-NaFeO2 type layered structure with R3- m space group. Rietveld refinement explained that cation mixing within the Li(Ni1/3Co1/3Mn1/3)O2 could be absolutely diminished by Al-doping. Al, B and F doped compounds showed both improved physical and electrochemical properties, high tap-density, and delivered a reversible capacity of 190 mAh/g with excellent capacity retention even when the electrodes were cycled between 3.0 and 4.7 V.  相似文献   

17.
Compounds of composition Li x Na1 − x VWO6 (0 ≤ x ≤ 1), which are synthetic analogues of brannerite-type minerals, were produced for the first time by solid-state synthesis at high temperatures. The structure of the compounds and their unlimited miscibility in the solid phase in the LiVWO6-NaVWO6 binary system were determined by X-ray diffraction. The phase equilibrium diagram was studied by differential thermal analysis together with thermodynamic modeling. It was found that the system under investigation is described by the regular solid solutions model.  相似文献   

18.
Phase relations in the solid state in the FeVO4–Co3V2O8 system, in the whole range of components concentration have been studied. It was found that the composition of the phase of the howardevansite type structure, formed in the investigated system, corresponds with the Co2.616Fe4.256V6O24 formula. The phase of the lyonsite type structure has a homogeneity range with the Co3+1.5xFe4–xV6O24 formula (0.476 formula (0.476<x<1.667). The melting temperature and the volume of the unit cell of the lyonsite type structure phase increases together with the rise of cobalt quantity contained in it. Basing on the results of the DTA and XRD measurements a phase diagram of the FeVO4–Co3V2O8 system up to the solidus line was constructed.  相似文献   

19.
One new metal – organic coordination framework formulated as [{Cu(4,4′-bipy)(CH3COO)2}·3H2O]n (1) (where 4,4′-bipy=4,4′-bipyridine) has been hydrothermally synthesised and characterised by elemental analysis, IR and electronic spectroscopy, variable temperature magnetic moment measurement and single crystal X-ray diffraction study. Single crystal X-ray analysis reveals that 1 is one dimensional polymeric compound in which acetate ligand shows both mono- and bidentate bonding mode, and 4,4′-bipy acts as bridging ligand which supports the formation of infinite chains. The global feature of the χ M T vs. T curve in 1 is characteristic of moderate antiferromagnetic interaction and the best fit parameters from 300 down to 2 K are found as J = −78.7 cm−1.  相似文献   

20.
Interaction between two double layers for the Na3PO4 type electrolytes at y 0 > y d > 0 were investigated with the aid of λ parameter methods and the accurate numeral results were given. The maximum of the interaction energies between two double layers for Av+ Bv- A_{v_ + } B_{v_ - } type electrolytes at y 0 > y d > 0 is independent of y 0, but increases with y d . The interaction energies between two double layers for NaCl, CaCl2, FeCl3, Na2SO4 and Na3PO4 type electrolytes at y 0 = 5 and y d = 2 were compared. If the negative or positive ions for Av+ Bv- A_{v_ + } B_{v_ - } type electrolytes have the same charge number, the maximum of their interaction energies increases with the charge number of the ions of opposite charge. If the negative or positive ions of the electrolytes have different charge numbers, the relative heights of the maxima of their interaction energies are indefinite. For the in pairs conjugate type electrolytes like CaCl2 and Na2SO4 or FeCl3 and Na3PO4, the larger the charge number of the negative ions of the electrolytes is, the higher the maximum of their interaction energies is. The results for Na3PO4 type electrolytes at y 0 > y d > 0 can also be applied to FeCl3 type electrolytes at y 0 > y d > 0.  相似文献   

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