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Modeling, adaptation

Sufficiently accurate thermodynamic models used for calculating these equilibria are not available In simulation programs. It Is generally not recommended to use the models proposed. Only a specific study based on accurate experimental results and using a model adapted to the case will succeed. [Pg.171]

Qualitative comparison of the inclined structure of thin layers of high scalar dissipation in a piloted CH4/air jet flame as revealed by (a) mixture fraction imaging, (b) LES with a steady flamelet library (a and b are adapted from Kempf, A. Flemming, F., and Janicka, ]., Proc. Combust. Inst, 30, 557, 2005. With permission.), and (c) LES with unsteady flamelet modeling. (Adapted from Pitsch, H. and Steiner, H., Proc. Combust. Inst., 28, 41, 2000. With permission.)... [Pg.157]

FIGURE 4.11 The PRISMA model. (Adapted from Siouffi, A.-M. and Abbou, M., Optimization of the mobile phase, in Planar Chromatography, A Retrospective View for the Third Millennium, Nyiredy, Sz., Ed., Springer Scientific, Budapest, 2001, chap. 3. With permission.)... [Pg.91]

Figure 3.6 A comparison of an experimentally obtained STM image and line profile (f) with those calculated15 from different Si(l 11)7x7 models. In the line profiles underneath the image the dotted lines are the experimentally obtained data from (f) and the solid lines are the equivalent profiles from different structural models (a) Binnig et al. 3 (b) Chadi 44 (c) Snyder 45 (d) McRae and Petroff 46 and (e) Takayanagi et al.47 Very good agreement is obtained with Takayanagi et al. s model. (Adapted from Tromp et al.15). Figure 3.6 A comparison of an experimentally obtained STM image and line profile (f) with those calculated15 from different Si(l 11)7x7 models. In the line profiles underneath the image the dotted lines are the experimentally obtained data from (f) and the solid lines are the equivalent profiles from different structural models (a) Binnig et al. 3 (b) Chadi 44 (c) Snyder 45 (d) McRae and Petroff 46 and (e) Takayanagi et al.47 Very good agreement is obtained with Takayanagi et al. s model. (Adapted from Tromp et al.15).
FIGURE 26.17 Settlement trough models. (Adapted from U.S. EPA, Requirements for Hazardous Waste Landfill Design, Construction, and Closure, EPA/625/4—89/022, U.S. Environmental Protection Agency, Cincinnati, OH, August 1989.)... [Pg.1122]

Figure 2-12. (A) Overlay of the initially optimized 4req structure (white) with the TS structure (dark grey). The displayed atoms include the QM part and fragments of the MCA substrate (treated by MM). (B) Energy profile and stationary points for homolysis of the Co—C5 bond in MCM calculated using the 4req model (Adapted from Kwiecien et al. [29]. Reprinted with permission. Copyright 2006 American Chemical Society.)... Figure 2-12. (A) Overlay of the initially optimized 4req structure (white) with the TS structure (dark grey). The displayed atoms include the QM part and fragments of the MCA substrate (treated by MM). (B) Energy profile and stationary points for homolysis of the Co—C5 bond in MCM calculated using the 4req model (Adapted from Kwiecien et al. [29]. Reprinted with permission. Copyright 2006 American Chemical Society.)...
Effluent response curves for perfect impulse injection of tracer (axial dispersion model). (Adapted from Chemical Reaction Engineering, Second Edition, by O. Levenspiel. Copyright 1972. Reprinted by permission of John Wiley and Sons, Inc.)... [Pg.400]

Fig. 6. Structural models for the donor-hydrogen complex in silicon (a) the antibonding Td site model and (b) the broken-bond Td site model (adapted from Zhang and Chadi, 1990a). Fig. 6. Structural models for the donor-hydrogen complex in silicon (a) the antibonding Td site model and (b) the broken-bond Td site model (adapted from Zhang and Chadi, 1990a).
Helgeson (1969 see also Helgeson and Kirkham, 1974) presented an activity model based on an equation similar in form to the Davies equation. The model, adapted from earlier work (see Pitzer and Brewer, 1961, p. 326, p. 578, and Appendix 4, and references therein), is parameterized from 0°C to 300 °C for solutions of up to 3 molal ionic strength in which NaCl is the dominant solute. The model takes it name from the B-dot equation,... [Pg.119]

Figure 5.14 Model compound for kinetic study of reversible oxygenation and tyrosinase model. (Adapted with permission from Scheme 1 of Karlin, K. D. Kaderli, S. Zuberbuhler, A. D. Acc. Chem. Res., 1997, 30, 139-147. Copyright 1997, American Chemical Society.)... Figure 5.14 Model compound for kinetic study of reversible oxygenation and tyrosinase model. (Adapted with permission from Scheme 1 of Karlin, K. D. Kaderli, S. Zuberbuhler, A. D. Acc. Chem. Res., 1997, 30, 139-147. Copyright 1997, American Chemical Society.)...
Figure 9. Schematic representation of the model adapted for the numerical simulation. Figure 9. Schematic representation of the model adapted for the numerical simulation.
Figure 5. Gouterman s four-orbital model. [Adapted from (47) and (48).]... Figure 5. Gouterman s four-orbital model. [Adapted from (47) and (48).]...
Figure 13.5 Simulatedresponsesofa0.5MHztransducer for a process that occurs at different rates. The simulation was made with a simplified mathematical model. Adapted from [285],... Figure 13.5 Simulatedresponsesofa0.5MHztransducer for a process that occurs at different rates. The simulation was made with a simplified mathematical model. Adapted from [285],...
In order to make the transport model adaptable to measurement results some simplifications are used. Vertical and lateral components of wind are neglible, the mean transport velocity U in x-direction is steady the pollutant transfer by advection in the drift direction is greater than by turbulent diffusion at the ground total reflection is assumed. For the case that the concentration at any point in space is independent of t and that the diffusivities are independent of x, y and z the simplified diffusion equation of the K-therory /8/ becomes... [Pg.115]

Because Darnell and Mol neglected the width of the flight and allowed the dynamic coefficient of frictions to be set equal for part of the derivation, the model is rarely used. The model adaptation of Tadmor and Klein is used instead. This model will be described next. [Pg.137]

Fig. 10. Axial dispersion in laminar flow in pipes, dispersed plug flow model. Adapted from (B13). Fig. 10. Axial dispersion in laminar flow in pipes, dispersed plug flow model. Adapted from (B13).
Fig. 14. Radial dispersion in packed beds, general dispersion model. Adapted from (F2). Fig. 14. Radial dispersion in packed beds, general dispersion model. Adapted from (F2).
Pistikopoulos, P., P. Masclet, and G. Mouvier, A Receptor Model Adapted to Reactive Species Polycyclic Aromatic Hydrocarbons Evaluation of Source Contributions in an Open Urban Site—I. Particle Compounds, Atmos. Environ., 24A, 1189-1197 (1990a). [Pg.540]

FIGURE 12.4 Schematic of tropical pipe model (adapted from Plumb, 1996). [Pg.659]

FIGURE 16.18 Concentration-time profiles for 03, NO., NMHC, H202, HCHO, and higher aldehydes (RCHO) predicted using four different chemical submodels two carbon bond four models (CB4.1 and CB4-TNO), a RADM model (RADM2), and the EMEP model (adapted from Kuhn et al., 1998). [Pg.891]

FIGURE 16.19 Schematic diagram showing basic elements of a simple box model (adapted from Schere and Demerjian, 1978). [Pg.892]

FIGURE 16.20 Schematic of Lagrangian-type trajectory model (adapted from Wayne et at., 1973). [Pg.893]

FIGURE 16.21 Schematic illustration of the grid used and treatment of atmospheric processes in one Eulerian airshed model (adapted from Ames et al., 1978). [Pg.894]

FIGURE 16.38 Observed NO, and OH-reactivity-adjusted VOC (expressed as propene) in various regions of the troposphere. Isopleths shown are midday rates of Oj production (ppb h l) calculated using a box model (adapted from Chameides et ol., 1992). [Pg.915]

Figure 4.32. Methanol decomposition over Pt as determined from a microkinetic model. Adapted... Figure 4.32. Methanol decomposition over Pt as determined from a microkinetic model. Adapted...
Figure 8.3 Two-liquid film model adapted to a biotransformation system where substrate and product are hydrophobic and reaction occurs in the bulk aqueous phase. Figure 8.3 Two-liquid film model adapted to a biotransformation system where substrate and product are hydrophobic and reaction occurs in the bulk aqueous phase.
Figure 1 ISO V model adapted for analytical method validation... Figure 1 ISO V model adapted for analytical method validation...
Fig. 16. (a) Comparison of the calculated rate with the measured rate of methanol synthesis catalyzed by Cu/ZnO/A1203. The calculated rate was obtained from a static microkinetic model, (b) The corresponding comparison estimated by use of a dynamic microkinetic model [adapted from Ovesen et al. (59)]. [Pg.338]

Fig. 7.24 STM images of M0S2 and C0M0S particles on a gold substrate along with structure models. (Adapted from [62, 63]). Fig. 7.24 STM images of M0S2 and C0M0S particles on a gold substrate along with structure models. (Adapted from [62, 63]).
FIGURE 20.4 Comparison of measured and modeled HRR in room corner test on particle board. Model calculations are for total HRR calculated with heat transfer limited pyrolysis model. (Adapted from Yan, Z. and Holmstedt, G Fire Saf../., 27, 201, 1996.)... [Pg.571]

The transfer of PCBs across the air-water interface is a combination of gas absorption and volatilization. The net effect of these two transfers is typically described by the two thin film model adapted by Liss and Slater,43 as neither of these processes can be measured directly. This model is a function of the mass... [Pg.144]


See other pages where Modeling, adaptation is mentioned: [Pg.450]    [Pg.775]    [Pg.67]    [Pg.176]    [Pg.194]    [Pg.200]    [Pg.200]    [Pg.13]    [Pg.153]    [Pg.472]    [Pg.199]    [Pg.20]    [Pg.284]    [Pg.119]    [Pg.53]    [Pg.13]    [Pg.15]   
See also in sourсe #XX -- [ Pg.176 ]




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Adaptations of linear theory - differential models

Adaptations of linear theory - integral models

Adaptive Low-Order Posi-Cast Control of a Combustor Test-Rig Model

Adaptive control model reference

Adaptive control/modelling

Adaptive forecasting model) method

Adaptive model refinement techniques

Adaptive modeling

Adaptive modeling

Biopharmaceutical Players Will Need to Adapt their Portfolios and Business Models

Model reference adaptive control (MRAC)

Model-building, adaptive

Neural Network-Based Model Reference Adaptive Control

Other Modern Models Behavioural Adaptation in the Face of Assistance

Symmetry adapted perturbation theory interaction potential models

The Qualitative Model of Behavioural Adaptation

The adaptive Kalman filter model

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