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Adsorption isotherms-microscopic modelling

Journal of Electroanalytical Chemistry and Interfacial Electrochemistry, 1977
Abstract A lattice formalism using “spin variables” is employed to analyse multi-state models for the adsorption of neutral dipoles. In particular, a spin-1/2 (two-state) model incorporating permanent and induced dipole moments of the solvent and the organic adsorbate, substrate interactions, and discreteness of charge effects is analysed.
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Adsorption isotherms and thermal fluctuations

Physical Review B, 1996
The influence of thermal fluctuations on adsorption isotherms is calculated within the context of a selfconsistent mean-field theory, and it is found that such fluctuations cannot be neglected in the analysis of adsorption data. This result arises from our observation that substrate-induced hindrance of thermal fluctuations can significantly alter the ...
, Mecke, , Krim
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General purpose adsorption isotherms

Environmental Science & Technology, 1986
The fitting of adsorption isotherm equations to experimental data is often an important aspect of data analysis. If the Langmuir and Freundlich isotherms are used, then consideration must be given to the proper weighting of the observations. Preferably nonlinear regression (nonlinear least squares) should be used since this enables these isotherms to ...
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Adsorption isotherms on fractal substrata

Physical Review A, 1989
Au moyen de simulations de Monte Carlo, on etudie les reactions de recombinaison limitee par diffusion et suivies de la desorption et de l'adsorption de particules isolees a partir de substrats fractals et multifractals. A partir des resultats on admet: a) l'adsorption dissociative et la desorption associative de molecules diatomiques et b) l ...
, Albano, , Mártin
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Adsorption isotherms—A critique

Journal of Electroanalytical Chemistry and Interfacial Electrochemistry, 1973
Summary The possibility or the impossibility of separating the particle and the electrode interactions is discussed in a wider context of the effects due to any two interaction potentials on the equation of state. The involved nature of the pressure dependence on two individually definable forces is illustrated through the Percus Yevick results for ...
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Quantitative Characterization of Adsorption Isotherms Using Isothermal Microcalorimetry

Journal of Pharmaceutical Sciences, 1996
The integral heat of adsorption of water vapor on sodium benzoate samples was determined at various partial vapor pressures using a heat conduction microcalorimeter. An equation is presented to describe the calorimetric integral heat response (mJ/g of solid) as a function of relative humidity.
M, Pudipeddi   +3 more
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ISOTHERMAL AND NON-ISOTHERMAL MULTICOMPONENT ADSORPTION KINETICS

Chemical Engineering Communications, 1990
The model equations in the relaxation form for the multicomponent kinetics of isothermal and non-isothermal adsorption, taking into account all major distinctive features of the interphase heat and mass exchange inside porous grains and at their surface (see points 1 to 4 below) for P (“pore”) and S (“solid”) models of mass transfer within porous ...
L.K. FILIPPOV, I.V. FILIPPOVA
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Freundlich's adsorption isotherm

Surface Science, 1973
Abstract We present a brief derivation of Freundlich's adsorption isotherm using straightforeward methods of statistical mechanics. The assumption that the adsorbed atoms move in Morse potential wells of different depths leads to the observed compensation effect in the energy dependence of the occupation probability of surface sites, essential for ...
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Hüttig's Adsorption Isotherm

Nature, 1951
THREE years ago, Huttig1 derived a multilayer adsorption isotherm which in most cases agrees with experiment up to higher relative pressures x = p/p0 (where p0 is vapour pressure of the liquid adsorbate) than the Brunauer–Emmett–Teller2 isotherm. Huttig's formula, however, is not in accord with the kinetic assumptions implied in the derivation and does
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Monomolecular adsorption isotherms

Journal of Colloid and Interface Science, 1980
There is a mathematical similarity between Jovanovich and Langmuir isotherms. They can be derived from integration of the differential equation. (dθ/dp) = c(1 − θ)k, when k = 1 and k = 2, respectively. Other isotherms which satisfy certain theoretical conditions of monomolecular adsorption may also be derived from the differential equation when k is ⩾1.
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