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Resistivities values

A linear relationship exists between the cohesive energy density of an abrasive (10) and the WoodeU wear resistance values occurring between comndum H = 9) and diamond H = 42.5). The cohesive energy density is a measure of the lattice energy per unit volume. [Pg.9]

There is no perfect conductor, nor is there a perfect iasulator, hence every material has some value of resistivity. The range of resistivity values between good conductors and good iasulators is tremendous. A conductor such as copper has a resistivity of about 1.7 x 10 H-cm as compared with the resistivity of an iasulator such as polyethyleae, which is H-cm or more. [Pg.325]

For each specific appHcation of a mbber compound as an iasulating material, there is a minimum value of resistivity below which it does not function satisfactorily. In addition, iasulating compounds are required to withstand the effect of water, moist atmosphere, or heat without their resistivity values falling below a satisfactory level. Insulation resistance measurements frequently serve as useful control tests to detect impurities and manufactuting defects ia mbber products. [Pg.325]

The power factor of a sample is determined from the capacitance and resistance values by means of the following relationship, where P = power factor, G = conductance in mhos (reciprocal ohms), W = x. frequency, and C = capacitance. [Pg.326]

Fig. 10. Room temperature resistivity values of PTCR BaTiO samples doped with Y2O2 as a function of mol % Y2O2. Samples were annealed at 1220°C... Fig. 10. Room temperature resistivity values of PTCR BaTiO samples doped with Y2O2 as a function of mol % Y2O2. Samples were annealed at 1220°C...
Electrical—Thermal Conductivities. Electrical conductivities of alloys (Table 5) are often expressed as a percentage relative to an International Annealed Copper Standard (lACS), ie, units of % lACS, where the value of 100 % lACS is assigned to pure copper having a measured resistivity value of 0.017241 Q mm /m. The measurement of resistivity and its conversion to % lACS is covered under ASTM B193 (8). [Pg.222]

The ability of a material to retard the flow of heat is expressed by its thermal conductivity (for unit thickness) or conductance (for a specific thickness). Low values for thermal conduc tivity or conductance (or high thermal resistivity or resistance value) are characteristics of thermal insulation. [Pg.1098]

Qr Resistivity value, ohms per square, usually used for fab-... [Pg.2332]

FIG. 29-3 Typical speed versus torque curves for a wound-rotor induction motor with varying amounts of external secondary (rotor) resistance. Resistance values are based on resistance at 100 percent torque and zero speed = 100 percent. [Pg.2486]

More importantly, such alloys also possess a very low temperature coefficient of electrical resistance (of the order of 220 idQ.IQ.rC, typical), which causes only a marginal change in its resistance value with variation in temperature. They can therefore ensure a near-consistent predefined performance of the motor for which the resistance grid is designed, even after frequent starts and stops. They are also capable of absorbing shocks and vibrations during stringent service conditions and are therefore suitable for heavy-duty drives, such as steel mill applications. [Pg.85]

Once /3 is known, the resistance value for each step can be determined. In the above case, the slip corresponds to the slip at the operating point of the torque or current curve, where the desired torque or current /max occurs, This can be obtained from the torque and current curves available from the motor manufacturer (Figure 5.4). [Pg.89]

The values in Fig. 23-5 have to be corrected in the case of differing resistivity values because of the dependence of mutual inductance on the soil resistivity. This is achieved by substituting an equivalent distance, a instead of the real distance, a, giving ... [Pg.517]

A key factor in the suitabihty of cokes for graphite production is their isotropy as determined by the coefficient of thermal expansion. After the calcined coke was manufactured into graphite, the axial CTE values of the graphite test bars were determined using a capacitance bridge method over a temperature range of 25 to 100°C. The results are summarized in Table 24. Also included in the table are bulk density measurement of calcined cokes and the resistivity values of their graphites. [Pg.230]

Resistance thermometers are made of a pure metal, such as platinum, nickel, or copper. The electrical resistance of such a material is almost linearly dependent on temperature. Resistance thermometers are stable, having a small drift. A widely used and the best-known resistance probe is the IW-100 probe, which is platinum, having a resistance of 100 ohms at the temperature of 0 °C. Other resistance values for PT probes are available. The resistance versus temperature values as well as tolerances for platinum probes are standardized. The shape and size of a resistance probe can vary considerably, resulting in changes in probe dynamics. [Pg.1137]

The data obtained from the resistance measurements are shown in Fig. 4.10. The assigned values of conductivity are limited in accuracy because the measured resistance was found to be somewhat time dependent. The [100] datum at the lowest strain was particularly so and a definite resistance value cannot be assigned to that point. [Pg.93]

Bcu/h-ft ). While the surfaces, Sheetrock, and siding each impede heat flow, 80 percent of the resistance to heat flow in this wall comes from the insulation. If the insulation is removed, and the cavity is filled with air, the resistance of the gap will be 0.16 (W/m -°C)" (0.9 (Btu/h-ft -T)" ) and the total resistance of the wall will drop to 0.54 (W/m -°C)" (3.08 (Btti/h-ft -°F)" ) resulting in a heat flow of 38.89 W/m (12.99 Btu/h-fr). The actual heat flow would probably be somewhat different, because the R-value approach assumes that the specified conditions have persisted long enough that the heat flow is steady-state, so it is not changing as time goes on. In this example the surface resistance at the outer wall is less than half that at the inner wall, since the resistance value at the outer wall corresponds to a wall exposed to a wind velocity of about 3.6 m/s (8 mph), which substantially lowers the resistance of this surface to heat flow. [Pg.615]

Soil resistivity The role of soil in the electrical circuitry of corrosion is now apparent. Thus the conductivity of the soil represents an important parameter. Soil resistivity has probably been more widely used than any other test procedure. Opinions of experts vary somewhat as to the actual values in terms of ohm centimetres which relate to metal-loss rates. The extended study of the US Bureau of Standards presents a mass of data with soil-resistivity values given. A weakness of the resistivity procedure is that it neither indicates variations in aeration and pH of the soil, nor microbial activity in terms of coating deterioration or corrosion under anaerobic conditions. Furthermore, as shown by Costanzo rainfall fluctuations markedly affect readings. Despite its short comings, however, this procedure represents a valuable survey method. Scott points out the value of multiple data and the statistical nature of the resistivity readings as related to corrosion rates (see also Chapter 10). [Pg.387]

The thin backweb, typically 0.2 mm thick with a porosity of 60 percent yields excellent electrical resistance values of 50 rafl cm2, permitting further optimization of high-performance battery constructions. These require very thin electrodes due to the overproportionally increasing polarization effects at higher current densities and consequently also low distances most modern versions have separators only 0.6 mm thick. Such narrow spacings enforce microporous separation ... [Pg.259]

Better mechanical stability can be expected from irradiated polyethylene or mi-croporous polypropylene ( Celgard ) membranes, but these account for increased electrical resistance values. [Pg.283]

The mechanical test data show an increase in ultimate elongation for several of the B1 through B8. Samples Bl, B3, and B6 in particular showed similar tensile strength and elongation as the A2 and A3 samples. The tear resistance values were also similar for the Bl and B3 samples compared to A2 and A3 samples. [Pg.513]

Note Values were obtained on approximately the 10th day after germination. Resistance values are the mean + SE of six seedlings and water potential values are from four seedlings. Kochia data adapted with permission from Elnhellig and Schon (29), Copyright 1982, the National Research Council of Canada. [Pg.192]

Some experiments outlined the frequency dependence of phonon scattering on surfaces [74]. Thus, Swartz made the hypothesis that a similar phenomenon could take place at the interface between solids and proposed the diffuse mismatch model [72]. The latter model represents the theoretic limit in which all phonons are heavily scattered at the interface, whereas the basic assumption in the acoustic mismatch model is that no scattering phenomenon takes place at the interface of the two materials. In the reality, phonons may be scattered at the interface with a clear reduction of the contact resistance value as calculated by the acoustic model. [Pg.112]

Contact resistance values calculated by the diffuse scattering model are higher than those obtained experimentally in the case that the two materials are similar (in density and... [Pg.112]

Zirconium oxinitride resistors (best known are Cernox) are thin-film resistors. Typical commercial sensors have resistance values of about 105fl at IK falling to 1000 at... [Pg.222]

Bridges give a mean resistance value around 7 = 0. Strictly, they should be used only for linear components. In both cases (d.c. or a.c.), the resistance measurements are made in four-wire configuration, since the resistor to be measured is at low temperature whereas the measuring instrument is at room temperature the electric connection is usually made by low thermal conductivity wires which are also poor electrical conductors (remind the Wiedeman-Franz law). [Pg.224]


See other pages where Resistivities values is mentioned: [Pg.85]    [Pg.299]    [Pg.25]    [Pg.291]    [Pg.760]    [Pg.2333]    [Pg.83]    [Pg.85]    [Pg.91]    [Pg.303]    [Pg.303]    [Pg.65]    [Pg.87]    [Pg.8]    [Pg.135]    [Pg.209]    [Pg.222]    [Pg.114]    [Pg.240]    [Pg.462]    [Pg.592]    [Pg.932]    [Pg.455]    [Pg.304]    [Pg.341]    [Pg.218]   
See also in sourсe #XX -- [ Pg.328 , Pg.537 ]




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