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Relationship between electrical

Faraday is better known in chemistry for his laws of electrolysis and in physics for proposing the relationship between electric and mag netic fields and for demon stratmg the principle of electromagnetic induction... [Pg.424]

This historical relationship between electric utilities and their regulators is undergoing a dramatic change. Policymakers are restructuring and deregulating portions of the electric industry. Restructuring of the electric industi"y is consistent with the deregulation of other U.S. industries since... [Pg.1003]

The relationships between electrical properties and molecular structures for various nonpolymeric amorphous dyes like l,3-di(5-aryl-l,3,4-oxadiazol-2-yl)benzenes 18 and 19 were investigated. The absorption maximum wavelengths (A0bs) for amorphous films were found to be nearly equal to those for solution samples < 1997PCA2350>. [Pg.400]

Menaker Are you really convinced that there is a one-to-one relationship between electrical activity in the SCN and behaviour You kind of assumed this, but I don t think the evidence is very good. Work from Rae Silver s lab in which the SCN transplants are encapsulated, and therefore can t make electrical... [Pg.66]

Water can dissolve both organic and inorganic compounds. The presence of these compounds can increase the ability of water to conduct electrical charge. Because of this fact, it is possible to estimate the total dissolved solids (TDS) in water by measuring a change in its ability to conduct electrical charge. The relationship between electrical conductivity and TDS in water is shown in TABLE 4-1. [Pg.71]

Electrochemistry is the study of the relationship between electrical energy and chemical change. It involves oxidation-reduction reactions to produce electricity, or electricity to cause an oxidation-reduction reaction. [Pg.136]

The branch of chemistry studying relationships between electrical energy and chemical change. [Pg.176]

In order to evaluate this expression, we need to know the force v / that is responsible for producing the molecular flux. It could be an external force such as an electric field acting on ions. Then evaluation of Eq. 18-48 would lead to the relationship between electric conductivity, viscosity, and diflusivity known as the Nernst-Einstein relation. [Pg.809]

Piezoelectric materials are materials that exhibit a linear relationship between electric and mechanical variables. The direct piezoelectric effect can be described as the ability of materials to convert mechanical stress into an electric field and the reverse, to convert an electric field into a mechanical stress. The use of the piezoelectric effect in sensors is based upon the latter property. [Pg.1484]

Piezoelectric materials are materials that exhibit a linear relationship between electric and mechanical variables. Electric polarization is proportional to mechanical stress. The direct piezoelectric effect can be described as the ability of materials to convert mechanical stress into an electric field, and the reverse, to convert an electric field into a mechanical stress. The use of the piezoelectric effect in sensors is based on the latter property. For materials to exhibit the piezoelectric effect, the materials must be anisotropic and electrically poled ie, there must be a spontaneous electric field maintained in a particular direction throughout the material. A key feature of a piezoelectric material involves this spontaneous electric field and its disappearance above the Curie point. Only solids without a center of symmetry show this piezoelectric effect, a third-rank tensor property (14,15). [Pg.249]

There is a cause-effect relationship between electric charge density and electric held, represented by Eq. (10). Since pe = 0, it should follow that E = 0. Such trivial solution, however, cannot possibly represent a photon. There is another alternative. Induction Eqs. (8) and (9) relate to E and B so that, if B were an independent variable, variations of magnetic held could, in principle, induce an electric held. However, magnetic held B is conventionally ascribed to moving charges [66]. Again, pe = 0 forbids B, and a fortiori E. It seems that there is some violation of causality an electromagnetic held represented by E and B (effect) without a source pe (cause). [Pg.348]

Electrochemical methods are useful for the determination of chemical parameters, such as the concentration of analytes, through measurement of electrical parameters (current, potential, resistance, impedance) of an electrochemical cell. In this chapter, the relationship between electrical and chemical parameters will be described qualitatively. In the following chapters, this general approach will be discussed in more detail and applied to specific problems. [Pg.4]

Jemec, G.B. and Serup, J. Epidermal hydration and skin mechanics. The relationship between electrical capacitance and the mechanical properties of human skin in vivo. Acta Derm. Venereol. 1990,70 245-7. [Pg.242]

Of the Mechanical Origin of Corrodibility , which appeared in 1675 in London.2 It was not until the turn of the 19th century3,4 that some of the basic principles were understood, soon after the discovery of the galvanic cell and Davy s theory on the close relationship between electricity and chemical changes.5... [Pg.4]

In electrochemistry several equations are used that bear Einsteins name [viii-ix]. The relationship between electric mobility and diffusion coefficient is called Einstein relation. The relation between conductivity and diffusion coefficient is called - Nernst-Einstein equation. The expression concerns the relation between the diffusion coefficient and the viscosity and is known as the - Stokes-Einstein equation. The expression that shows the proportionality of the mean square distance of the random movements of a species to the diffusion coefficient and the duration of time is called - Einstein-Smoluchowski equation. A relationship between the relative viscosity of suspension and the volume fraction occupied by the suspended particles - which was derived by Einstein - is also called Einstein equation [ix]. [Pg.182]

Poisson equation — In mathematics, the Poisson equation is a partial differential equation with broad utility in electrostatics, mechanical engineering, and theoretical physics. It is named after the French mathematician and physicist Simoon-Denis Poisson (1781-1840). In classical electrodynamics the Poisson equation describes the relationship between (electric) charge density and electrostatic potential, while in classical mechanics it describes the relationship between mass density and gravitational field. The Poisson equation in classical electrodynamics is not a basic equation, but follows directly from the Maxwell equations if all time derivatives are zero, i.e., for electrostatic conditions. The corresponding ( first ) Maxwell equation [i] for the electrical field strength E under these conditions is... [Pg.508]

Figure 9.11. Relationship between electrical conductance (mmhos cm 1 or dS m 1 or mmhos cm-1) and ionic strength (from Evangelou and Garyotis, 1985, with permission.)... Figure 9.11. Relationship between electrical conductance (mmhos cm 1 or dS m 1 or mmhos cm-1) and ionic strength (from Evangelou and Garyotis, 1985, with permission.)...
Figure 11.7. Relationship between electrical conductivity of soil solution and salt content (the numbers in the plot represent grams of water that are needed to saturate 100 g of soil (it takes 12.5 g of water to saturate 100 g of sand and 100 g of water to saturate 100 g of clay. Most Kentucky soils would require about 50 g of water to saturate 100 g of soil) (from U.S. Salinity Laboratory Staff, 1954). Figure 11.7. Relationship between electrical conductivity of soil solution and salt content (the numbers in the plot represent grams of water that are needed to saturate 100 g of soil (it takes 12.5 g of water to saturate 100 g of sand and 100 g of water to saturate 100 g of clay. Most Kentucky soils would require about 50 g of water to saturate 100 g of soil) (from U.S. Salinity Laboratory Staff, 1954).
Relationship between electric-field-gradient and chemical shielding... [Pg.147]

Fig. 12. Relationship between electrical conductivity and partial pressure of oxygen (reproduced with permission from J. Fluorine Chem., 87 (1998) 229 [39]). Fig. 12. Relationship between electrical conductivity and partial pressure of oxygen (reproduced with permission from J. Fluorine Chem., 87 (1998) 229 [39]).
Fig. 7.3 The relationship between electrical potential and pH. The solid line shows the response of a calibrated electrode while the other plots are for instruments requiring calibration 1 has the correct slope but incorrect isopotential point (calibration control adjustment is needed) 2 has the correct isopotential point but incorrect slope (slope control adjustment is needed). Fig. 7.3 The relationship between electrical potential and pH. The solid line shows the response of a calibrated electrode while the other plots are for instruments requiring calibration 1 has the correct slope but incorrect isopotential point (calibration control adjustment is needed) 2 has the correct isopotential point but incorrect slope (slope control adjustment is needed).
The relative degrees of ionization for HCI and HC2H3O2 in aqueous solution are illustrated in Figure 19-8. Ionization equations for several common acids are also shown in Table 19-1. For simplicity, water is not included in the equations.The miniLAB on the next page demonstrates the relationship between electrical conductivity and ion concentration. [Pg.603]

Electrical moisture meters provide a quick and reasonably accurate nondestructive alternative. The direct-current resistance of the timber is measured or either the alternating-current capacitance or power loss can be measured. Direct-current resistance moisture meters are more common a pair of needles, a fixed distance apart, is driven into the wood across or along the grain (depending on the manufacturer s instructions) and the electrical resistance measured. The procedure is reasonably accurate between the fibre saturation point (defined later) at 30% and about 6% moisture content (at which point the resistance becomes too great to measure with reasonable accuracy). In this moisture content range, the relationship between electrical resistance and moisture content is represented by a log-log plot. [Pg.71]


See other pages where Relationship between electrical is mentioned: [Pg.249]    [Pg.5]    [Pg.1221]    [Pg.400]    [Pg.171]    [Pg.16]    [Pg.129]    [Pg.7]    [Pg.414]    [Pg.25]    [Pg.710]    [Pg.154]    [Pg.68]    [Pg.452]    [Pg.111]    [Pg.378]    [Pg.37]    [Pg.142]    [Pg.60]    [Pg.258]    [Pg.630]    [Pg.902]    [Pg.493]   


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