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Applications of Models

The above models are to be used for analyzing those transients that are recorded under special conditions [27]. In particular, the transients are recorded by applying a two-step [Pg.56]


The results obtained with the two methods confirm the measured data with a good precision, with less computational time for the specialised code than the general code. This validation on three representative test bloeks can lead to many applications of modelling of the thin-skin regime. [Pg.147]

The value of tire heat transfer coefficient of die gas is dependent on die rate of flow of the gas, and on whether the gas is in streamline or turbulent flow. This factor depends on the flow rate of tire gas and on physical properties of the gas, namely the density and viscosity. In the application of models of chemical reactors in which gas-solid reactions are caiTied out, it is useful to define a dimensionless number criterion which can be used to determine the state of flow of the gas no matter what the physical dimensions of the reactor and its solid content. Such a criterion which is used is the Reynolds number of the gas. For example, the characteristic length in tire definition of this number when a gas is flowing along a mbe is the diameter of the tube. The value of the Reynolds number when the gas is in streamline, or linear flow, is less than about 2000, and above this number the gas is in mrbulent flow. For the flow... [Pg.277]

IMES was developed to assist in the selection and evaluation of exposure assessment models and to provide model validation and uncertainty information on various models and their applications. IMES is composed of 3 elements 1) Selection - a query system for selecting models in various environmental media, 2) Validation - a database containing validation and other information on applications of models, and 3) Uncertainty - a database demonstrating apfhieatum nl a mode uncertainty protocol. [Pg.371]

Figure 13-5 is an example of direct application of modelling concepts from Chapter 4 to the... [Pg.353]

One further question that has a substantial impact on the application of modeling techniques to biomedical problems is the choice of the design. Suppose that in our Gompertz tumor growth example we wanted to decide, given the results of some pilot experiments, when it is most useful to observe the tumor volume. In other words, we wish to choose the time points at which we obtain tumor volume observations in order to maximize the precision of the resulting parameter estimates. [Pg.91]

Andrea Manca is Research Fellow at the Centre for Health Economics, University of York. His research interests lie in the investigation of methodological and theoretical issues related to two broad areas the application of modelling techniques to support the decisionmaking process in health care, and the use of analytical methods in the conduction of economic analysis of health care interventions. Andrea s applied work focuses on a number of different technologies in several clinical areas, including mental health. [Pg.118]

Results from the application of models for BCF in fish (LogBCF) are reported in Table 11 with some comparison experimental values from models training set. Bold... [Pg.198]

Application of models always raises the question of whether the models chosen are close enough to reality to warrant that the conclusions drawn from the model studies will be valid. Determining the shape of very small metal crystals by electron microscopy is not possible owing to the limited resolving power of the electron microscope. [Pg.77]

Richalet J. Industrial Applications of Model Based Predictive Control. Automatica 29 1251-1274 (1993). [Pg.581]

A suitable tool should be able to support the building of models and designs by application of model frameworks. Suppose, for example, that our business model has a type Stock with a numeric attribute level choosing a package of user-interface pieces, we find a type Meter for displaying numeric readings. [Pg.364]

The principal application of PBPK models is in the prediction of the target tissue dose of the toxic parent chemical or its reactive metabolite. Use of the target tissue dose of the toxic moiety of a chemical in risk assessment calculations provides a better basis of relating to the observed toxic effects than the external or exposure concentration of the parent chemical. Because PBPK models facilitate the prediction of target tissue dose for various exposure scenarios, routes, doses, and species, they can help reduce the uncertainty associated with the conventional extrapolation approaches. Direct application of modeling includes... [Pg.732]

R. Isermann and P. Balle. Trends in the application of model-based fault detection and diagnosis of technical processes. Control Eng. Pract, 5(5) 709-719, 1997. [Pg.238]

Application of Model Conclusions to Slurry Dispersant Optimisation... [Pg.65]

Basic parameters evaluation Before proceeding to the application of models, some basic parameters are needed. The first and most important one is the rate coefficient of the reaction. The rate coefficient should be expressed in terms of the catalyst mass (eq. (3.10)) ... [Pg.474]

Since the measurements most commonly used as an index of long branching are those of intrinsic viscosities, whereas the most readily calculable theoretical measures of branching are the purely geometrical quantities or g0, and since the theoretical problem of relating these is not completely solved (Section 4), one of the applications of model branched polymers is to test proposed relationships. [Pg.34]

II. Applications of Modelling/Rational Design of Emissions Control System... [Pg.49]

In the following sections, the application of modelling to diesel after-treatment will be addressed. However, given that these diesel models are developed using a similar approach and methodology to the TWC models, the emphasis in these sections will be on application of the models to system design and understanding. [Pg.78]

Evaluation and application of models for the prediction of ready biodegradability in the MITI-I test. Chemosphere, 38 (6), 1409-1417. [Pg.278]


See other pages where Applications of Models is mentioned: [Pg.169]    [Pg.13]    [Pg.17]    [Pg.8]    [Pg.301]    [Pg.89]    [Pg.99]    [Pg.170]    [Pg.16]    [Pg.421]    [Pg.120]    [Pg.400]    [Pg.390]    [Pg.93]    [Pg.344]    [Pg.374]    [Pg.198]    [Pg.202]    [Pg.445]    [Pg.426]    [Pg.349]    [Pg.499]    [Pg.47]    [Pg.48]    [Pg.49]    [Pg.76]    [Pg.1243]    [Pg.581]   


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A 3D Version of the Model and Its Application to Triatomic Molecules

APPLICATION OF BONDING MODELS TO SULFIDE MINERALS

APPLICATION OF THE COMPUTATIONAL MODEL

Applicability Domain of Models

Applicability of a computer validation model

Applicability of the CSTC Model

Applicability of the Isotherm or Retardation-factor-based Reactive Transport Models

Application of Activity Coefficient Models

Application of Flexible-Chain Models to Solutions

Application of Kinetic Models to Artistic Paintings

Application of Lattice Gas Model with Monte Carlo Simulation

Application of Mechanical Models

Application of Modeling Techniques

Application of Modelling Techniques

Application of Molecular Modeling Packages

Application of One-Dimensional Models to Study Hydrophobic Interactions

Application of One-velocity Model to Multiplying Media

Application of Pharmacophore Models in Virtual Screening

Application of Predictive QSAR Models to Database Mining

Application of Process Models

Application of Prospective Models

Application of Retrospective Models

Application of Segregation Model

Application of Three-Dimensional Models

Application of Two-Dimensional Models

Application of a Continuous Mixture-Model Approach

Application of a One-Dimensional Model

Application of a Two-Structure Model

Application of a two-structure model (TSM)

Application of an Exact Two-Structure Model (TSM)

Application of an Interstitial Lattice Model

Application of an Interstitial Model

Application of an Interstitial Model for Water to Aqueous Solutions

Application of an exact two-structure model

Application of comprehensive kinetic models

Application of mathematical model

Application of mixing models

Application of model systems in TLC

Application of neural networks to modelling, estimation and control

Application of the Aggregate Model

Application of the CD-MUSIC Model

Application of the First Principle Model to Spacecraft Operations for Aging

Application of the Flow Model

Application of the MV-3 Model

Application of the MWC Model to Enzymes

Application of the Mixture-Model Approach to Water

Application of the Model

Application of the Modeling and General Guidelines

Application of the blob model to aqueous solutions

Application of the boiling model to a steam drum and recirculation loop

Application to a Model of the Bubbling Fluidized Bed

Applications and limitations of the dispersed plug-flow model

Applications of Density Models

Applications of Free Wilson Analysis and Related Models

Applications of Ideal Reactor Models

Applications of Models and Flow Sheets in Bioseparation Economics

Applications of Molecular Modelling

Applications of Response Surface Techniques to Uncertainty Analysis in Gas Kinetic Models

Applications of Traditional Modeling Techniques

Applications of mesoscale field-based models

Applications of the Equilibrium-Dispersive Model

Applications of the Mixture Model Approach

Applications of the Model System

Applications of the Triple-Layer Model

Behavior Application of Boltzmann Equation-Based Transport Models

Boundary Element Method and Its Applications to the Modeling of MEMS Devices

Example Application of the Transform-Both-Sides Approach to a Pharmacodynamic Model

Examples of Model Applications

Mesoscale field-based models, applications interaction of two grafted monolayers

Modeling applications

Modeling of Processes Involving Polymers for Pharmaceutical Applications

Models application

Molecular Modeling of Corrosion Processes: Scientific Development and Engineering Applications, First Edition

More Realistic Model for Application of Piezoelectric Polymer Fiber to Catheter

Practical applications of modeling

Some Practical Hints on Application of UNIQUAC Solution Model

Testing and modeling the mechanical behavior of nanofibers for composite applications

The Historical Applications of Kinetic Modeling

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