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Thermal Responses from Measurements

Schematic energy level diagrams for the most widely used probe methods are shown in Fig. 1. In each case, light of a characteristic frequency is scattered, emitted, and/or absorbed by the molecule, so that a measurement of that frequency serves to identify the molecule probed. The intensity of scattered or emitted radiation can be related to the concentration of the molecule responsible. From measurements on different internal quantum states (vibrational and/or rotational) of the system, a population distribution can be obtained. If that degree of freedom is in thermal equilibrium within the flame, a temperature can be deduced if not, the population distribution itself is then of direct interest. Schematic energy level diagrams for the most widely used probe methods are shown in Fig. 1. In each case, light of a characteristic frequency is scattered, emitted, and/or absorbed by the molecule, so that a measurement of that frequency serves to identify the molecule probed. The intensity of scattered or emitted radiation can be related to the concentration of the molecule responsible. From measurements on different internal quantum states (vibrational and/or rotational) of the system, a population distribution can be obtained. If that degree of freedom is in thermal equilibrium within the flame, a temperature can be deduced if not, the population distribution itself is then of direct interest.
In our own laboratories we have been studying thermal responses from coated thermistors [39]. While it is straightforward to produce individual probes which give significant temperature rises when irradiated with ultrasonic energy in a fluid medium, it is extremely difficult to produce probes with predetermined characteristics. We have found that for any particular coating material the temperature rise measured depends not only on the coating thickness and size but also on exposure... [Pg.26]

A sample thermal response from transient thermoreflectance measurement of 30 nm A1 film on a sapphire substrate is shown in Figure 11.20. The experimental data can be compared with the best-fit equation from modeling the thermal transport in the sample. The unknown parameters, the thermal conductivity (k) of the sample and the thermal boundary conductance (a), can be obtained from the best-fit parameters. [Pg.449]

Table 5 Ignition-time measured in the ASTM E 1354 cone calorimeter and thermal response parameter values derived from the data... [Pg.416]

The process of protein hydration is the stepwise addition of water to dry protein, until the hydration end point is reached. Heat capacity measurements (Yang and Rupley, 1979) serve as a framework on which to develop a picture. Figure 38 gives the dependence on hydration level of various time-average properties of lysozyme, over the hydration range 0-0.4 h, from the dry protein to slightly beyond the end point of the process. Curve d shows the dependence of the apparent specific heat on hydration level. It is directly related to the extent to which the thermal response of the lysozyme-water system deviates from ideal behavior. The nonideality of the system shows three discontinuities at 0.07, 0.25, and 0.38 h. [Pg.131]

Sensory Validation of Sampling and GC Techniques The sensory evaluation was carried out by a panel of three judges (employees of Pebeyre Ltd.). For this study, an external odor port was attached to the gas vent (5) of the D.C.I. System and the rotary valve (4) was not switched (analysis using the Desorption - Concentration mode). Thus, after the thermal desorption of the volatiles from the trap, the rotary valve was positioned so that the unresolved aroma Isolate went to our sniffing port. The response was measured as similarity or dissimilarity to Black Truffle aroma. [Pg.207]

As stated in Section II,D,3, the pioneer work of Lewis et al. (Lll) showed intense recirculation of the emulsion phase in an air-fluidized MS-catalyst bed. The time-averaged velocity profile in the recirculation-flow regime is still lacking, although Yamazaki (Y3a) has revealed the profile at a low gas velocity ingeniously by utilizing thermal response. The radial position < >, where the mean velocity is zero relative to the bed wall, measured by Morooka (M43) for a FCC bed of 7.9-cm diameter, is shown in Fig. 29. The deviation from prediction by Eq. (3-20) is about 0.3 cm and is comparable with the resolution power of the strain-gauge probe. [Pg.328]

To circumvent the drawbacks of the sin2 P-technique including the problem of a non-linearity of the modulus of elasticity, attempts have been made to apply other tests to obtain estimates of the residual stresses. The curvature measurement is probably one of the most widely used method for determining residual stress and involves measuring the bending of the coated sample in response to both quenching and thermal stresses. From the measured radius of curvature, the stress can be calculated according to the Stoney equation (Stoney, 1909) as... [Pg.363]

J. Shen, S. Kaguei, and N. Wakao, Measurement of Particle-to-Gas Heat Transfer Coefficients From One-Shot Thermal Response in Packed Beds, Chem. Eng. Sci. (36) 1283,1981. [Pg.923]

It is important to stress that the density of states shown in Fig. 50 is not a fit to theory it is merely a diflFerent representation of the DLTS spectra shown in Fig. 46 that removes the nonlineaiities inherent in the response of the space-charge capacitance due to thermal emission from states at different energy depths. These nonlinearities are negligible for crystals with JVj, N-j but large for a-Si H because of the large number of deep states. The derived density of states follows directly from Poisson s equation based on our assumptions and auxiliary measurements. The energy scale is the superposition of two thermal emission energy scales one from the thermal emission of... [Pg.82]

The phase-sensitive amplifier has a certain response bandwidth and will therefore measure a signal due to the thermal noise from the mixer over that bandwidth, limiting the ultimate signal to noise ratio of the system. The nature of noise in these mixers and detectors is discussed in Section 3.5. [Pg.59]


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Thermal measurements

Thermal responses

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