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Polarisation linear

When the anodic and cathodic sites are inseparable the corrosion current cannot be determined directly by an ammeter, but it can be evaluated electro-chemically by the linear polarisation technique see Sections 19.1-19.3). [Pg.83]

The solution of the Laplace equation is not trivial even for relatively simple geometries and analytical solutions are usually not possible. Series solutions have been obtained for simple geometries assuming linear polarisation kinetics "" . More complex electrode kinetics and/or geometries have been dealt with by various numerical methods of solution such as finite differencefinite elementand boundary element. ... [Pg.239]

CORROSION in chemical and petrochemical plant Linear Polarisation Maasuramant... [Pg.32]

Linear polarisation measurement is based on the Stern-Geary equation . Ai... [Pg.32]

Electrochemical Techniques Although the linear polarisation resistance technique has moved beyond the infancy status attributed to it in the original material, its inherent limitations remain, i.e. it is a perturbation technique, sensitive to environmental conductivity and insensitive to localised corrosion. Two developments have occurred ... [Pg.37]

Although important contributions in the use of electrical measurements in testing have been made by numerous workers it is appropriate here to refer to the work of Stern and his co-workerswho have developed the important concept of linear polarisation, which led to a rapid electrochemical method for determining corrosion rates, both in the laboratory and in plant. Pourbaix and his co-workers on the basis of a purely thermodynamic approach to corrosion constructed potential-pH diagrams for the majority of metal-HjO systems, and by means of a combined thermodynamic and kinetic approach developed a method of predicting the conditions under which a metal will (a) corrode uniformly, (b) pit, (c) passivate or (d) remain immune. Laboratory tests for crevice corrosion and pitting, in which electrochemical measurements are used, are discussed later. [Pg.1004]

Skold and Larson" in studies of the corrosion of steel and cast iron in natural water found that a linear relationship existed between potential and the applied anodic and cathodic current densities, providing the values of the latter were low. However, the recognition of the importance of these observations is due to Stern and his co-workerswho used the term linear polarisation to describe the linearity of the rj — i curve in the region of E o , the corrosion potential. The slope of this linear curve, AE — AJ or Af - A/, is termed the polarisation resistance, / p, since it has dimensions of ohms, and this term is synonymous with linear polarisation in... [Pg.1011]

The importance of the method in corrosion testing and research has stimulated other work, and since Stern s papers appeared there have been a number of publications many of which question the validity of the concept of linear polarisation. The derivation of linearity polarisation is based on an approximation involving the difference of two exponential terms, and a number of papers have appeared that have attempted to define the range of validity of polarisation resistance measurements. Barnartt" derived an analytical expression for the deviations from linearity and concluded that it varied widely between different systems. Leroy", using mathematical and graphical methods, concluded that linearity was sufficient for the technique to be valid in many practical corrosion systems. Most authors emphasise the importance of making polarisation resistance measurements at both positive and negative overpotentials. [Pg.1012]

Oldham and Mansfeld" approached the problem of linearity in a different way and their derivation avoids the approximation used by Stern and Geary. They conclude that although linearity is frequently achieved this is due to three possible causes (a) ohmic control due to the IR drop rather than control according to linear polarisation, (b) the similarity of the values of b, and be and (c) a predisposition by the experimenter to assume that the AE — Ai curves near must be linear. In a later paper Oldham and Mansfeld" showed that linearity of the AE — Ai curve is not essential and... [Pg.1012]

Derivation of Linear Polarisation Method for Determining Corrosion Rates... [Pg.1014]

Polarisation resistance This technique, sometimes referred to as linear polarisation resistance (LPR), has been applied widely in industrial monitoring because of its ability to react instantaneously to a corrosion situation or change in corrosion rate " " . The limitation of the technique arises from the necessity to have a defined electrolyte as the corrosive (the author has seen an LPR probe installed in a dry gas-line in an oil refinery). [Pg.1138]

Impedance Some of the errors arising from the use of linear polarisation resistance led to interest and development in a.c. systems.An early development used a fixed a.c. frequency and a commercial instrument was produced in the UK. Inaccuracies still occurred, however, and were due to the electrode impedance which is fequency dependent. Electrode reactions have a capacitance component, in addition to resistance, resulting in a requirement to measure the impedance. However, the total impedance comprises values for the reaction, solution, diffusion and capacitance. Measurements at different frequency are more reliable, particularly where high solution resistances occur. Simplifications for industrial monitoring have been developed consisting of two measurements, i.e. at a high (10 kHz) and low frequency (0-1 Hz). The high-frequency measurement can identify the... [Pg.1140]

The advantage of the method is that measurements can be made in more resistive corrodents (crude oil and concrete) compared with linear polarisation measurements. However, corrosion expertise is required for both operation and interpretation, and most industrial applications, therefore, are provided as a specialised service. [Pg.1141]

Stern, M., A Method for Determinining Corrosion Rates from Linear Polarisation Data , Corrosion, 14 No. 9, 440t-444t, September (1958)... [Pg.1150]

Mansfield, F., Some Errors in Linear Polarisation Measurements and Their Correction , Corrosion, 30 No. 3, 92-%, March (1974)... [Pg.1150]

Consider a linearly polarised monochromatic light ray incident on a metal surface. Such a ray can always be resolved into two orthogonal components and if the plane of reflectance at the metal is chosen as the reference, then these components correspond to S- and P-polarised light, as discussed in the previous section. [Pg.127]

Although such experiments could be carried out, in practice it is usually much more accurate to measure complete extinction rather than ratios of non-zero intensities. This is accomplished by using a compensator (a wave plate) to restore linear polarisation to the reflected ray by the introduction of a known phase difference between the S- and P-components. The restored... [Pg.130]

The spectmm from an undulator is very different, and numerous peaks result from interference effects within the undulator. When the electron acceleration is confined to the orbit plane and the emission angle very low, the radiation is strongly elliptically polarised and, in the orbit plane itself, it is to within a few per cent linearly polarised. Use of a sequence of permanent magnets with magnetisation arranged in a spiral sequence enables circularly polarised radiation to be extracted from such a helical undulator and this radiation is particularly important for magnetic studies. [Pg.236]

Linear dichroism data with DNA oriented by an electric field [53, 54] or a linear flow [55, 56], under linearly polarised light, lead to determinations of the angle between the absorbing transition dipole moment of the chromophore in the molecule and the DNA helix axis conclusions concerning intercalation may thus be drawn from this technique. Finally, with chiral compounds, circular dichroism is also an attractive method to determine the enantioselectivity in the binding of the molecule [48, 57,58]. [Pg.41]

In this equation a is the usual linear polarisability, whilst the others are the hyperpo-larisability terms, P, y etc. Macroscopically this equation turns into... [Pg.342]

Figure 3. Optical power limiting due to self-focusing in bis [1,2-dimethyl-1,2-ethenedithiolato(2-)-S,S ] Nickel (linear polarised light). Figure 3. Optical power limiting due to self-focusing in bis [1,2-dimethyl-1,2-ethenedithiolato(2-)-S,S ] Nickel (linear polarised light).

See other pages where Polarisation linear is mentioned: [Pg.175]    [Pg.240]    [Pg.32]    [Pg.972]    [Pg.1014]    [Pg.1120]    [Pg.19]    [Pg.128]    [Pg.129]    [Pg.131]    [Pg.471]    [Pg.312]    [Pg.72]    [Pg.72]    [Pg.336]    [Pg.129]    [Pg.130]    [Pg.132]    [Pg.223]    [Pg.223]    [Pg.224]    [Pg.38]    [Pg.146]    [Pg.277]    [Pg.278]   
See also in sourсe #XX -- [ Pg.19 , Pg.30 , Pg.40 , Pg.164 ]

See also in sourсe #XX -- [ Pg.19 , Pg.30 , Pg.40 , Pg.164 ]




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