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Absorption diagrams curves

The mechanical response of polypropylene foam was studied over a wide range of strain rates and the linear and non-linear viscoelastic behaviour was analysed. The material was tested in creep and dynamic mechanical experiments and a correlation between strain rate effects and viscoelastic properties of the foam was obtained using viscoelasticity theory and separating strain and time effects. A scheme for the prediction of the stress-strain curve at any strain rate was developed in which a strain rate-dependent scaling factor was introduced. An energy absorption diagram was constructed. 14 refs. [Pg.46]

A representation of the various concentrations and driving forces in a.j—x diagram is shown in Eigure 4. The point representing the interfacial concentrations x ) must He on the equiHbrium curve since these concentrations are at equiHbrium. The point representing the bulk concentrations (y, Xj may be anywhere above the equiHbrium line for absorption or below it for desorption. The slope of the tie line connecting the two points is given by equations 4 and 5 ... [Pg.20]

Fig. 21. Single absorption equilibrium-stage diagram where the equiUbrium curve is for 8% SO2, 12.9% the diagonal lines represent the adiabatic temperature rise of the process gas within each converter pass the horizontal lines represent gas cooling between passes, where no appreciable conversion... Fig. 21. Single absorption equilibrium-stage diagram where the equiUbrium curve is for 8% SO2, 12.9% the diagonal lines represent the adiabatic temperature rise of the process gas within each converter pass the horizontal lines represent gas cooling between passes, where no appreciable conversion...
If we consider an absorption band showing a normal (Gaussian) distribution [Fig. 17.13(a)], we find [Figs. (b) and (d)] that the first- and third-derivative plots are disperse functions that are unlike the original curve, but they can be used to fix accurately the wavelength of maximum absorption, Amax (point M in the diagram). [Pg.668]

Figure 2.5. Energy level diagram (top) and spectra (bottom) illustrating the two-state model of relaxation. The energy of the absorbed quantum is Av , and the energies of the emitted quanta are hvfl (unrelaxed) and hvF (relaxed). The fluorescence spectrum of the unrelaxed state (solid curve) is shifted relative to the absorption spectrum (dotted curve) due to the Stokes shift. The emission intensity from the unrelaxed state decreases and that from the relaxed state (dashed curve) increases as a result of relaxation. Figure 2.5. Energy level diagram (top) and spectra (bottom) illustrating the two-state model of relaxation. The energy of the absorbed quantum is Av , and the energies of the emitted quanta are hvfl (unrelaxed) and hvF (relaxed). The fluorescence spectrum of the unrelaxed state (solid curve) is shifted relative to the absorption spectrum (dotted curve) due to the Stokes shift. The emission intensity from the unrelaxed state decreases and that from the relaxed state (dashed curve) increases as a result of relaxation.
Figure 5.7 Depth dependence of cosmogenic 3He in a drilled core in Haleakala volcano. The diagram shows a very large deviation from an exponential depth dependence (i.e., mean absorption free path / = 165gcnT2) below 170gcnT2. The curve that yields a better fit to the experimental points is a combination of a simple exponential and the effect of muon-produced 3He via 6Li(n, a)3H. The dashed line is the assumed depth dependence of the muon stopping rate. After Kurz (1986). Figure 5.7 Depth dependence of cosmogenic 3He in a drilled core in Haleakala volcano. The diagram shows a very large deviation from an exponential depth dependence (i.e., mean absorption free path / = 165gcnT2) below 170gcnT2. The curve that yields a better fit to the experimental points is a combination of a simple exponential and the effect of muon-produced 3He via 6Li(n, a)3H. The dashed line is the assumed depth dependence of the muon stopping rate. After Kurz (1986).
Fig. 6. Schematic diagram of an absorption curve of the two-stage type... Fig. 6. Schematic diagram of an absorption curve of the two-stage type...
Fig. 14. A simplified energy-level diagram of the processes involved in excitation/absorption of light followed by emission. The curved arrow represents nonradiative decay leading to the Stokes shift. Fig. 14. A simplified energy-level diagram of the processes involved in excitation/absorption of light followed by emission. The curved arrow represents nonradiative decay leading to the Stokes shift.
Over time, diagrams were developed relating water activity with enzyme activity, dormancy of stored seed, loss of dry product crispness by moisture absorption, pigments and vitamins degradation, nonenzymatic browning, and fat oxidation. Response curves generally are not linear, and readers working with food or feed formulations are referred to the technical literature about their products. [Pg.1553]

Figure 5.1,2.3. Diagram showing the application of the Franck -Condon principle to transition to a repulsive state. The probability of the transition taking place with absorption of energy A-E depends on the relation between V Lo(r) and the position of the upper curve. Figure 5.1,2.3. Diagram showing the application of the Franck -Condon principle to transition to a repulsive state. The probability of the transition taking place with absorption of energy A-E depends on the relation between V Lo(r) and the position of the upper curve.
The dispersion and absorption curves of the pure solvents undergo drastic changes when an electrolyte is added, the most important being the superposition of conductivity shown in the absorption curve q"(i ) of fig. 5 a and in the Argand diagram tj" = f(e ) of fig. 5 b. Reduction of i7"( ) to t" v) is executed with the help of measured static conductivities cr. Two relaxation processes tire corroborated by two inflexion points of e v), two maxima... [Pg.180]

The use of Walsh diagrams, based on one-electron molecular orbitals, shows that on n —> 7t excitation the azobenzene molecule is stretched, which is the beginning of inversion. All calculations and suggestions for an inversion mechanism agree that the potential energy curve for inversion has a relatively steep slope at the E- and the Z- geometries. This is corroborated by the experimental evidence of a continuous n tc absorption band in both isomers. In fact, a structured n band in an azo compound that can isomerize has never been observed. [Pg.33]


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Absorption diagram

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