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Lippmann

It has long been known that the form of a curved surface of mercury in contact with an electrolyte solution depends on its state of electrification [108, 109], and the earliest comprehensive investigation of the electrocapillary effect was made by Lippmann in 1875 [110]. A sketch of his apparatus is shown in Fig. V-10. [Pg.192]

A. Thermodynamics of the Electrocapillary Effect The basic equations of electrocapillarity are the Lippmann equation [110]... [Pg.195]

A number of more or less equivalent derivations of the electrocapillary Eq. V-49 have been given, and these have been reviewed by Grahame [113]. Lippmann based his derivation on the supposition that the interface was analogous to a parallel-plate condenser, so that the reversible work dG, associated with changes in area and in charge, was given by... [Pg.195]

Kouri D J, Huang Y, Zhu W and Hoffman D K 1994 Variational principles for the time-independent wave-packet-Schrddinger and wave-packet-Lippmann-Schwinger equations J. Chem. Phys. 100... [Pg.2326]

A typical example of an ideal polarizable interface is the mercury-solution interface [1,2]. From an experimental point of view it is characterized by its electrocapillary curve describing the variation of the interfacial tension 7 with the potential drop across the interface, 0. Using the thermodynamic relation due to Lippmann, we get the charge of the wall a (-a is the charge on the solution side) from the derivative of the electrocapillary curve ... [Pg.803]

G. Lippmann (Paris) method of reproducing colours photographically based on the phenomenon of interference. [Pg.1300]

The basic equations to be used are the Lippmann-Schwinger equations for the alloy wave function... [Pg.472]

Fig. 20.4 Lippmann electrometer for studying the variation of the excess charge on mercury with variation in potential difference at the mercury solution interface... Fig. 20.4 Lippmann electrometer for studying the variation of the excess charge on mercury with variation in potential difference at the mercury solution interface...
At constant p and T, the Gibbs adsorption equation for an electrode interface leads to the well-known Lippmann equation12 ... [Pg.4]


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See also in sourсe #XX -- [ Pg.209 , Pg.210 , Pg.211 , Pg.212 , Pg.213 , Pg.214 , Pg.215 , Pg.218 , Pg.219 ]

See also in sourсe #XX -- [ Pg.340 ]




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Equation Lippmann

Equation Lippmann-Helmholtz

Gibbs-Lippmann equation

Green functions Lippmann-Schwinger equation

Lippmann apparatus

Lippmann diagram

Lippmann effect

Lippmann electrometer

Lippmann equation solids

Lippmann relation

Lippmann, E. O. von

Lippmann, Gabriel

Lippmann, Walter

Lippmann, capillary electrometer

Lippmann-Schwinger equation

Lippmann-Schwinger equation multichannel

Lippmann-Schwinger formalism

Lippmann-Schwinger method

Lippmann-Schwinger type equation

Lippmann-Schwinger-like equations

Lippmann-Young equation

Lippmann’s equation

Reduced Lippmann—Schwinger equations

Scattering theory Lippmann-Schwinger

The continuum limit Lippmann—Schwinger equation

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