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Large signal model

Table 6.1. Traditional Si transistor parameters and conventional units for large signal modeling. Table 6.1. Traditional Si transistor parameters and conventional units for large signal modeling.
This circuit is treated here in two sitnations free relaxation using large signal models and forced regime nsing small amplitnde AC signals. [Pg.530]

S. Mukamel In general, multipulse experiments depend on a multitime correlation function of the dipole operator [1], The term x(n) depends on a combination of n + 1 time correlation functions. Their behavior for large n will depend on the model. In some cases (e.g., the accumulated photon echo used by Wiersma) the multiple-pulse sequence is simply used to accumulate a large signal and the higher... [Pg.209]

There are three potential limitations of the MCA approach. If the signals at some masses (such as mfz = 56) are over range because of large signals (ArO+, Fe+, and/or CaO+), it is more difficult to assign their element intensities at other masses. Monoisotopic elements have more uncertainty because there is no isotopic pattern to assess the model fit. If there are more species than masses over a region of the spectrum, there is not a unique solution. For example, Cr+ may require correction for Ti+, V+, Fe+, and ArO+. [Pg.124]

Figure 2 illustrates a two-port network large-signal equivalent model appropriate for TTFT modeling. The gate-source is the input port and the drain-source is the output port. [Pg.222]

Figure 2. A large-signal TTFT equivalent circuit model. Figure 2. A large-signal TTFT equivalent circuit model.
Barnes, M.S., Colter, T.J. and Elta, M.E. (1987) Large-Signal Time-Domain Modeling of Low-Pressure rf Glow-Discharges. /. Appl. Phys., 61, 81-89. [Pg.333]

The IEEE 1620-2004 standard covers the testing of OFET devices. This standard is actively under review and is periodically revised [114] and lays out a procedure for OFET parameter extraction which fits device curves to a simplified large signal long channel crystalline silicon (c-Si) device model with some adaptations for dealing with the complications OFETs present. While this approach has some limitations (see Section 6.5.1), to first order this approach will at least approximately reproduce this characteristic. [Pg.75]

The complete large signal and small signal static model is provided by Equations 6.2, 6.3, and 6.1. For dynamic modeling, a simple small signal model... [Pg.95]

Thermal Conductivity Detector, The thermal conductivity detector (TCD) is a simple universal detector (see Fig. 22.8) that produces a large signal requiring no amplification. The detector cell has either two or four filaments arranged in a Wheatstone bridge circuit (Fig. 22.9). In the four-filament model, two filaments in... [Pg.697]

The partial derivation or integration with respect to time is a shorthand notation for the convolution with a function that is a power 1-p of the time, as detailed earlier in Section 10.1.4. This model allows one to predict or identify the large signal response of a CPE. [Pg.462]

This variable is well adapted to the case of relaxation provoked by large signal perturbations, which is modeled by the first-order differential equation... [Pg.538]

Agarwal, V. and Bhat, A.K.S. 1995. Large signal analysis of the LCC-type parallel resonant converter using discrete time domain modeling. IEEE Trans, on Power Electronics 10(l) 222-238. [Pg.1092]

Fig. 6.134. Signal flow chart of the generalized solid-state transducer model for large-signal operation... Fig. 6.134. Signal flow chart of the generalized solid-state transducer model for large-signal operation...
Large-signal dynamic model of an electrolyzer The complete model is represented in Figure 2.26. [Pg.98]

Figure 2.27. Behavior of the large-signal dynamic model with the parameters from Table 2.13 for a 25 cm prototype monocell PEM electrolyzer in the case of large sinusoidal sweeping currents for low frequencies. Figure 2.27. Behavior of the large-signal dynamic model with the parameters from Table 2.13 for a 25 cm prototype monocell PEM electrolyzer in the case of large sinusoidal sweeping currents for low frequencies.
At the very least, we need to be able to parameterize the model of the polarization curve as unequivocally as possible. In order to dissociate the different phenomena from one another, we will in fact need to use dynamic characterizations. The different phenomena have more-or-less distinct (fynamics, which can to a certain extent be used to tell them apart. Thus, if we try to parameterize the static model detailed, dynamic parameters will be determined dming the course of the approach. Complete and detailed parameterization of the large-signal dynamic, model is the most ambitious goal, but elements of methodology will be put forward. [Pg.113]


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