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Ohm law

The relationship between voltage and current in the circuit can be described by Ohm s law, which states that the current passing through a conductor between two points is directly proportional to the voltage across the two points, and inversely proportional to the resistance between them. The mathematical equation that describes this relationship is [Pg.40]

Another important quantity, known as conductance, is defined by [Pg.41]

The total resistance of complex electrical circuits can be determined using two fundamental laws of Ohm and Kirchhoff. Ohm s law relates current passing through resistance i in A, with voltage V in V, and resistance R in Q  [Pg.7]

It allows one to determine the current if the applied voltage is known or the voltage (ohmic drop) when the current is flowing through the resistance. It also shows that current follows the potential without delay. Additionally, in electrical engineering, by convention, the current is positive when it flows from the positive [Pg.7]

One of the most important electrical characteristics of a solid material is the ease with which it transmits an electric current. Ohm s law relates the current /—or time rate of charge passage—to the applied voltage V as follows  [Pg.726]

Electrical resistivity— dependence on resistance, specimen cross-sectional area, and distance between measuring points [Pg.727]

Reciprocal relationship between electrical conductivity and resistivity [Pg.727]

Ohm s law expression—in terms of current density, conductivity, and applied electric field [Pg.727]

The value of E° for a galvanic cell does not tell us very much about the current produced by that cell. For example, eight AA batteries connected in series generate 12 v, as does a car battery with its six cells. However, the current produced by a car battery is huge compared to the current produced by any number of AA batteries. The difference is due to Ohm s law. [Pg.121]

Battery voltages generally range from about 1.5 to 12 volts. Resistances, however, vary greatly. High resistance means low current the battery s electrochemical reaction takes place very slowly. Low resistance means high current the battery s reaction takes place rapidly. [Pg.122]

The requirement for high currents means several other differences between car batteries and flashlight batteries. Lead is a very dense metal. The use of large plates makes car batteries very heavy, especially because there is more than just one pair of plates. One cell consists of one pair of lead and lead dioxide plates. The half-reactions and their standard potentials are foimd in Table 11.1  [Pg.122]

Together, the overall cell reaction in a lead storage battery is [Pg.122]

The standard potential for a single cell is +1.69 + 0.36 = +2.05 v. There are six pairs of plates, so that the battery generates 12 v. [Pg.122]

Experiment shows that the current flowing in a solution is proportional to the potential difference acting across the solution, i.e.  [Pg.422]

As will be seen later, this latter form has been that most commonly used by experimental workers, and it is best to be aware of the two forms in which Ohm s Law can be expressed. [Pg.422]

Ohm s law usually holds for both solids and liquids, though it can break down for very high potential differences. [Pg.423]

The resistance or conductance of a specimen depends on the temperature, on the chemical nature, the homogeneity, and on the size and shape of the specimen. For solutions, the resistance or conductance also depends on the number of ions present. [Pg.423]

For a specimen uniform over its whole length, experiment shows that  [Pg.423]

Electric resistance, R, of either electron or ion (or mixed) conductive material is an important characteristic in electrochemical science and engineering and is defined [Pg.38]

E is the electric potential difference (in V), commonly and incorrectly called voltage I is electric current (in A) [Pg.38]

The SI unit of electric resistance is Q, which is called ohm. The resistance depends on the sample geometry and material itself  [Pg.38]

FIGURE 2.4 A sample of an electrically conductive material with length / and cross section A to measure its resistance. [Pg.38]

Examples of Electric Resistivity of Materials that Are Commonly Used in Electrochemical Studies [Pg.39]


In mating electrochemical impedance measurements, one vector is examined, using the others as the frame of reference. The voltage vector is divided by the current vector, as in Ohms law. Electrochemical impedance measures the impedance of an electrochemical system and then mathematically models the response using simple circuit elements such as resistors, capacitors, and inductors. In some cases, the circuit elements are used to yield information about the kinetics of the corrosion process. [Pg.26]

Consequently, the pressed ZnO sample possesses intercrystalline barriers characterized by a wide spread with respect to the height which can be considered as a specific type of intercrystalline contacts. At the same time a rigorous compliance with the Ohm law over the whole interval of applied fields is observed for a ZnO film sintered under vacuum conditions. This result and the fact that the estimation of the average value of the voltage drop per contact is about 0.2 eV kT 0.025 eV... [Pg.116]

An absolutely different situation occurs in case of polycrystalline adsorbent treated at high temperature in air or in other oxygen containing medium. In this case the volt-ampere analysis exhibits sharply nonlinear VAC, deviations from the Ohm law being observed at anomalously low fields [47]. This indicates an existence of high intracrystalline barriers in such adsorbents. These barriers can be attributed to crys-... [Pg.117]

Assuming the potential in conductive solid phase and the potential of open-circuit, (f> m and U in Eq. (42), are constant. According to Ohm law, the vector of local current density in the solution phase can be written as... [Pg.253]

Equation (1) is similar to - Ohms law, thus we may define a resistance that is called charge transfer resistance (Rct) [i—iii] ... [Pg.87]

Resistance — Electrical resistance is the property of a material to resist or oppose the flow of an electrical -> current. The SI unit of resistance is the ohm (given the Greek symbol Q). The reciprocal of resistance is -> conductance, measured in siemens (S). The resistance of a material determines the magnitude of -> current that flows for a given -> voltage applied across the material, as given by -> Ohms law, AE = I-R, where AE is the potential difference across the material measured in -> volts,... [Pg.581]

The charge flow under an electrical potential gradient, expressed in terms of the electrical current density (i) and total conductivity (tr), is described by the phenomenological Ohm law ... [Pg.62]

The partial current densities (iJ and partial conductivities (oj) also obey the Ohm law. [Pg.62]

These solid solutions have several types of charge carriers. They can be represented by anions, cations, electrons, and holes. The Ohm law is fair for each of them. The full current represents itself as a summary of the partial currents by n particles ... [Pg.5]

This law holds only when system under study is close to equilibrium i.e., only removed slightly from equilibrium. Some examples of this law are Ohms law, Fourier s law. The causes which give rise to irreversible process (e.g., temperature... [Pg.244]

The resistive shunt is a calibrated resistor placed in the current path (Fig. 7.19.2). According to Ohm s law the voltage drop across the resistor is directly proportional to the current. Highly linear and stable resistors are used as shunts to minimize deviations from Ohm law. A differential amplifier supplies the signal for further processing. This method can be used to measure both direct current (dc) and alternating current (ac). [Pg.528]

Ohms law describes the relationship among voltage, re.sistanee, md current in a resistive. series circuit. In a series circuit, all circuit elements are connected in sequence along a unique path, head to tail, as are the battery and three resistors shown in I igure 2-1- Ohms law can he written in the form... [Pg.26]

Resistors in series form a vohfrom point li to A, we obtain... [Pg.27]

To develop a current in either a galvanic or an electrolytic cell, a driving force in the formof a voltage is required to overcome the rcsislance of the ions to movement toward the anode and the cathode. Just as in metallic conduction, this b>rce follows Ohm law and is equal to the product of the current in amperes and the resistance of Ihe cell in ohms. This voltage is generally referred to as the ohfwc potential, or the IR drop. [Pg.647]

The generalized Ohm law (3-263) describes the electron and ion diffusion in the direction perpendicular to a uniform magnetic field (Braginsky, 1963) ... [Pg.149]

In this sense, the load conductance Gjj may be regarded as a convenient control parameter which permits various current-voltage load conditons to be placed on the cell at will. Ohms law for the external element yields... [Pg.120]

Ohms law (I = E/R) was originally published with an additive constant term (/ = E/R + C). Ohm spent the rest of his life trying to amend his original mistake. If you were George Simon Ohm, how would you go about doing this ... [Pg.27]

Rectifier Selection The required driving voltage (E) is determined by Ohms law ... [Pg.425]

Note from Ohms law. Equation (12.3), that current is direcdy proportional to voltage and inversely proportional to resistance. As electric potential is increased, so is the current and if the resistance is increased, the current will decrease. The electric resistance is measured in units of ohms (fl). An element with 1 ohm resistance allows a current flow of 1 amp when there exists a potential of 1 volt across the element. Stated another way, when there exists an electrical potential of 1 volt across a conductor with a resistance of 1 ohm, then 1 ampere of electric current will flow through the conductor. [Pg.328]

The ohmic drop terms can either be positive or negative depending on the situation In simple systems, the ohmic drop across a conducting volume is proportional to the current flowing through it . It corresponds to the Ohm law at the macroscopic level,... [Pg.73]


See other pages where Ohm law is mentioned: [Pg.276]    [Pg.116]    [Pg.110]    [Pg.448]    [Pg.557]    [Pg.41]    [Pg.132]    [Pg.268]    [Pg.277]    [Pg.465]    [Pg.466]    [Pg.709]    [Pg.150]    [Pg.93]    [Pg.276]    [Pg.56]    [Pg.165]    [Pg.152]    [Pg.89]    [Pg.46]    [Pg.390]    [Pg.120]    [Pg.120]   
See also in sourсe #XX -- [ Pg.292 ]

See also in sourсe #XX -- [ Pg.120 ]

See also in sourсe #XX -- [ Pg.64 ]




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