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The Proportionality Constant Relating Electric Field and Current Density Specific Conductivity

The Proportionality Constant Relating Electric Field and Current Density Specific Conductivity [Pg.429]

In the case of small fields, the steady-state flux of ions can be considered proportional to the driving force of an electric field (see Section 4.3.2), i.e.. [Pg.429]

The quantity J is the number of moles of ions crossing a unit area per second. When J is multiplied by the charge borne by 1 mole of ions zF, one obtains the current density i, or charge flux, i.e., the quantity of charge crossing a unit area per second. Because i has direction, it will be written as a vector quantity, j. [Pg.430]

The constant zFB can be set equal to a new eonstant r, whieh is known as the specific conductivity (Table 4.7). The relation between the current density i and the electric field X is therefore [Pg.430]

The electric field is very simply related (Fig. 4.50) to the potential difference across the electrolyte, ip / - y/, [seeEq. (4.119)], [Pg.430]




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Conductance relations

Conduction current density

Conduction proportionality constant

Conductivity constant

Constant current

Current conductivity

Current densities constant

Currents relation

Density fields

Density specific

Electric Field Constants

Electric conductivity field

Electric constant

Electric current

Electric current conductivity

Electric current density

Electric field density

Electrical conductivity and

Electrical current

Electrical current density

Electrical fields and

Field constant

Field current

Proportionality

Proportionality and Density

Proportionality constant

Specific conductance

Specific conductivity

Specific electric conductivity

Specificity constant

The current density

The density

The electric field

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