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Sensor voltage measurement

These chapters divide the discussion of electrochemical sensors by the mode of measurement. This chapter is an introduction to the general parameters and characteristics of electrochemical sensors. Chapter 6 focuses on potentiometric sensors, which measure voltage. Chapter 7 describes amperometric sensors, which measure current. Chapter 8 examines conductometric sensors, which measure conductivity. [Pg.99]

Sensor voltage characteristics of the crucible type oxygen sensor. According to the oxygen sensor model used in this analysis, the oxygen partial pressure Po2(0) at the measurement electrode can be expressed by Equations 28- 32, 3, and 35. Calculated results for the sensor voltage are shown in Figure 9-... [Pg.111]

Resistance of sensors is measured at dc or ac mode with sensitivity at least 0.1%. The applied power should be low enough to exclude sensor heating. For the sensors described here, the applied voltage for the resistance measurements was <0.2V, therefore the applied power did not exceed 15 pW. [Pg.1063]

Our first evolutionary step is to add new senses to our crane/sorter. Several of these needs can be met with simple all-or-none-type sensors. Our output conveyors must be fitted with sensors that detect not only whether they are running, but whether they are running in the proper direction. A sensor to measure high temperatures would serve as fire detectors. A simple voltage sensor would measure whether power is available to the crane. [Pg.35]

Figures 29 and 30 show that particle size has no significant effect on the probe calibration curve for particles of diameter comparable to the sensor electrode spacing and smaller. For coarser particles, particle size has an effect on the calibration curve. As particle size is increased, the sensor voltage decreases, and it becomes lower than Maxwell s predictions. These results indicate that there is a limitation on the use of a probe with a fixed geometry for measuring solids concentration. This limitation would have to be considered when selecting sensor electrode spacings. The effect is probably due to packing, because as the particle diameter is increased, the mean concentration at the probe surface falls. Figures 29 and 30 show that particle size has no significant effect on the probe calibration curve for particles of diameter comparable to the sensor electrode spacing and smaller. For coarser particles, particle size has an effect on the calibration curve. As particle size is increased, the sensor voltage decreases, and it becomes lower than Maxwell s predictions. These results indicate that there is a limitation on the use of a probe with a fixed geometry for measuring solids concentration. This limitation would have to be considered when selecting sensor electrode spacings. The effect is probably due to packing, because as the particle diameter is increased, the mean concentration at the probe surface falls.
The profiles shown in Figure 32 are typical for sand-water flows, where because of gravity, more particles are found near the bottom of the pipe. Solids concentrations were obtained from measuring sensor voltages such as those shown in Figure 32 and from the calibration curve. This calibration curve was obtained by using a least-squares fit of the experimental data of Figure 27. [Pg.211]

Further development of new impedance-based gas sensors is likely to allow their introduction to niche applications in the field of zirconia-based, solid-state gas sensors. Impedance spectroscopy has the potential to measure changes not detectable with simple current or voltage measurements. Although it is not practical to implement complete impedance spectroscopy in an operating sensor, an optimized frequency suitable for a specific gas sensor may be used. So far, these sensors are still more complex and expensive as compared to the potentiometric zirconia-based gas sensors. However, they have two important advantages (1) measurement of total NOx concentration, regardless of the NO/NO2 ratio in exhausts and (2) near equal sensitivity to NO and NO2 at 700°C. These are essential prerequisites to their practical implementation in vehicle exhausts. Therefore, further investigation is... [Pg.127]

Sensor systems are composed of the sensor, the transmitter, and the associated signal processing. The sensor measures certain quantities (e.g., voltage, current, or resistance) associated with devices in contact with the process such that the measured quantities correlate strongly with the actual controlled variable value. There are two general classifications for sensors continuous measurements and discrete measurements. Continuous measurements are, as the term implies, generally continuously available, whereas discrete measurements update at discrete times. Pressure, temperature, level, and flow sensors typically yield continuous measurements, whereas certain composition analyzers (e.g., gas chromatographs) provide discrete measurements. [Pg.1191]

If a decision has been made to use a thermocouple as a sensor, there is a wide range of voltage-measuring devices available from which to choose... [Pg.302]

In the described configuration with two sensor networks, measurements of temperature and pressure mapping were performed simultaneously. The spatial distribution of the temperature-dependent current was measured by applying individually to each sensor cell a voltage = -2 V for each bit line and Vqs = 0 V for each word line simultaneously, the spatial distribution of pressure was measured by applying individually to each sensor cell a voltage = -20 V for each bit line and... [Pg.543]

In a quasi-binary system, interdiffusion of ions also results in a so-called interdiffusion diffusion that is also rate-limited by the diffusivity of the slower of the two ions. This process occurs, e.g., when solid-state reactions between ceramics or ion-exchange experiments are carried out. Solid electrolytes can be used as sensors to measure thermodynamic data, such as activities and activity coefficients. The voltage generated across these solids is directly related to the activities of the electroactive species at each electrode. [Pg.229]

O Brien B, Thode J, Anderson I (2007) Integrated extension sensor based on resistance and voltage measurement for a dielectric elastomer. Proc SPIE 6524 652415... [Pg.55]

The local temperature field depends on the quality and velocity of fluid medium, integrates on a chip of the sensor to measure temperature distribution through calibration. The specially designed signal processing circuit will be converted to mass velocity and mass flow rate of medium into a linear relationship between output voltage value (Durst F 2003). [Pg.28]

A resistance thermometer uses the temperature dependency of the electric resistance of the used material. Therefore, a well-defined and very low current is applied onto the sensor by measuring the voltage simultaneously. For precise measurements, pure platinum is often used since the temperature coefficient is almost constant and the variations of the electric resistance are higher than for alloys. When semiconductors are used, much higher temperature coefficients and therewith higher sensitivity can be obtained these thermometers are called thermistors. [Pg.2943]

Takagi, K., Kamamichi, N., Stoimenov, B., Asaka, K., Mukai, T. and Luo, Z.-W. (2008). Frequency response characteristics of IPMC sensors with cur-rent/voltage measurements, in Y. Bar-Cohen (ed.). Electroactive Polymer Actuators and Devices (EAPAD) 2008, Proceedings of SPIE, Vol. 6927 (SPIE, Bellingham, WA), pp. 692724 1-10. [Pg.284]


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