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Temperature coefficient of resistance

The development of active ceramic-polymer composites was undertaken for underwater hydrophones having hydrostatic piezoelectric coefficients larger than those of the commonly used lead zirconate titanate (PZT) ceramics (60—70). It has been demonstrated that certain composite hydrophone materials are two to three orders of magnitude more sensitive than PZT ceramics while satisfying such other requirements as pressure dependency of sensitivity. The idea of composite ferroelectrics has been extended to other appHcations such as ultrasonic transducers for acoustic imaging, thermistors having both negative and positive temperature coefficients of resistance, and active sound absorbers. [Pg.206]

In the microelectronics industry, powdered metals and insulating materials that consist of noimoble metals and oxides are deposited by screen printing in order to form coatings with high resistivities and low temperature coefficients of resistance. This technique may be useful in depositing oxide—metal refractory coatings. [Pg.46]

R. D. Roseman, Influence ofYttria and Zirconia on the Positive Temperature Coefficient of Resistance in Barium Titanate Ceramics, M.S. dissertation. University of Illinois, Urbana, Dl. 1991. [Pg.364]

Nonferrous alloys account for only about 2 wt % of the total chromium used ia the United States. Nonetheless, some of these appHcations are unique and constitute a vital role for chromium. Eor example, ia high temperature materials, chromium ia amounts of 15—30 wt % confers corrosion and oxidation resistance on the nickel-base and cobalt-base superaHoys used ia jet engines the familiar electrical resistance heating elements are made of Ni-Cr alloy and a variety of Ee-Ni and Ni-based alloys used ia a diverse array of appHcations, especially for nuclear reactors, depend on chromium for oxidation and corrosion resistance. Evaporated, amorphous, thin-film resistors based on Ni-Cr with A1 additions have the advantageous property of a near-2ero temperature coefficient of resistance (58). [Pg.129]

This kind of microstructure also influences other kinds of conductors, especially those with positive (PTC) or negative (NTC) temperature coefficients of resistivity. For instance, PTC materials (Kulwicki 1981) have to be impurity-doped polycrystalline ferroelectrics, usually barium titanate (single crystals do not work) and depend on a ferroelectric-to-paraelectric transition in the dopant-rich grain boundaries, which lead to enormous increases in resistivity. Such a ceramic can be used to prevent temperature excursions (surges) in electronic devices. [Pg.273]

Atomic number Atomic weight Crystal structure Melting Density Thermal Electrical resistivity (at 20°C) Temperature coefficient of resistivity Specific Thermal Standard electrode potential Thermal neutron absorption cross-section. [Pg.882]

Metal A lomic number Atomic weight Lattice structure Density at 20°C (g/em ) Melting point (°C) Thermal conductivity at 0-l00°C (W/m°C) Specific heat at 0°C (J/kg C) Coefficient of linear expansion at 20-iOO°C X 70 Thermal neutron cross-section (barns) (10-- m ) Resistivity at 0°C (fiil em) Temperature coefficient of resistance o-ioo°c X 10 ... [Pg.924]

In the case of all three varnishes after ion exchange had taken place, a point was reached when the type of conduction changed from / to D. The change-over in the type of conduction was found to occur at the same pH as a fall in the temperature coefficient of resistance, and the lower value cor responded to that of the aqueous solution. [Pg.602]

The CPCM structure also determines the following properties important in practice the temperature coefficient of resistance, dependence of conductivity on frequency, etc. However, the scope of this review does not include the consideration of such dependences and they can be found in [2, 3,12]. [Pg.131]

Basic physical properties of sulfur, selenium, and tellurium are indicated in Table 1.3. Downward the sulfur sub-group, the metallic character increases from sulfur to polonium, so that whereas there exist various non-metallic allotropic states of elementary sulfur, only one allotropic form of selenium is (semi)metallic, and the (semi)metallic form of tellurium is the most common for this element. Polonium is a typical metal. Physically, this trend is reflected in the electrical properties of the elements oxygen and sulfur are insulators, selenium and tellurium behave as semiconductors, and polonium is a typical metallic conductor. The temperature coefficient of resistivity for S, Se, and Te is negative, which is usually considered... [Pg.7]

Average values of heat-transfer coefficients to liquid-solids systems 97-99 have been measured using small electrically heated surfaces immersed in the bed. The temperature of the element is obtained from its electrical resistance, provided that the temperature coefficient of resistance is known. The heat supplied is obtained from the measured applied voltage and resistance and is equal to V2/R, where V is the voltage applied across the element, and R is its resistance. [Pg.336]

CNTs are also valuable as field emitters because they have a small virtual source size [30], a high brightness, and a small positive temperature coefficient of resistance [31]. The latter means that they can run hot under high emission currents, but not go into thermal runaway. Emission from nanotubes can be visualized by electron holography in a TEM [32],... [Pg.345]

Thermistor basedflow-through calorimetric sensors. Enzyme thermistors make the most widely developed type of heat measurement-based sensors. The thermistors are normally used as temperature transducers in these devices. Thermistors are resistors with a very high negative temperature coefficient of resistance. They are ceramic semiconductors made by sintering mixtures of metal (manganese, nickel, cobalt, copper, iron) oxides. Like the two previous groups, thermistor sensors do not comply strictly with the definition of "sensor" as they do not consist of transducers surrounded by an immobilized enzyme rather, they use a thermistor at the end of a small... [Pg.136]

Another example of such behaviour is found in LaNii M 03(M = Mn, Cr etc.) where the temperature coefficient of resistivity changes sign at a critical value of x (Fig. 6.36) LaNi03(x = 0) is a d-band metal and the resistivity increases with increase in x. Laj. Sr VOj also shows similar behaviour (Sayer et al, 1975). [Pg.350]


See other pages where Temperature coefficient of resistance is mentioned: [Pg.220]    [Pg.203]    [Pg.377]    [Pg.384]    [Pg.105]    [Pg.1]    [Pg.21]    [Pg.525]    [Pg.427]    [Pg.163]    [Pg.174]    [Pg.400]    [Pg.288]    [Pg.382]    [Pg.395]    [Pg.509]    [Pg.359]    [Pg.361]    [Pg.717]    [Pg.759]    [Pg.305]    [Pg.877]    [Pg.902]    [Pg.902]    [Pg.141]    [Pg.142]    [Pg.662]    [Pg.231]    [Pg.358]    [Pg.341]    [Pg.55]    [Pg.350]    [Pg.408]    [Pg.400]    [Pg.205]   
See also in sourсe #XX -- [ Pg.89 ]

See also in sourсe #XX -- [ Pg.96 ]

See also in sourсe #XX -- [ Pg.18 , Pg.366 , Pg.402 ]

See also in sourсe #XX -- [ Pg.1976 ]




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Positive temperature coefficient of resistance

Positive temperature coefficient of resistance PTCR)

Resistance coefficient

Resistant coefficient

TCR - Temperature Coefficient of Resistance

TEMPERATURE RESISTANCE

Temperature Coefficient of Electrical Resistivity

Temperature coefficient

Temperature coefficient of resistivity

Temperature coefficient of resistivity (TCR

Temperature coefficient of the resistivity

Temperature coefficient resistance

Temperature coefficient resistivity

Temperature resistivity

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