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Part I Modelling

Part I contains chapter 2 and 3, which dealt with modelling problems. It was shown the example implementations of the general modelling framework. [Pg.202]

In chapter 3, the model was evaluated and examined, which was proposed in chapter 2. Firstly, parameter identification method was proposed based on mechanism. We can identify adsorption parameter and dissociation parameter by observing the deformation response of the beam-shaped gel in uniform electric field. The tip position and orientation of beam-shaped gel is a function of internal state of the whole gel. Therefore, we can identify parameters through observation of the tip. Secondly, the method was extended to calibrate the parameters. Adsorption parameter mainly affects the deformation speed of the material, which also scatters. Two methods were considered in order to calibrate reaction parameter. One is to estimate it by the deformation response of the gel for a given period of time. Another is to do it by the time required to deform into the particular shape of the gel. Thirdly, the resolution was changed to digitize spatial and temporal variables. The convention deformable objects must be modeled with minute elements was broken down. It was made clear that beam-shaped gel whose length is 16 mm could be approximated into multi-link mechanism whose links are 1 mm in length. [Pg.202]

The model was proposed and extended in chapter 2, and was evaluated and examined in chapter 3. It was proposed modelling framework to divide system into material and field, and deal with electrochemical and mechanical processes respectively. This perspective was taken into Part II. [Pg.202]


Mehta, R.V. and Tarbell, J.M., 1983. A four environment model of mixing and chemical reaction. Part I - model development. American Institution of Chemical Engineers Journal, 29, 320. [Pg.315]

Kawaji, M., and S. Banerjee, 1987, Application of a Multifield Model to Reflooding of a Hot Vertical Tube, Part I—Model Structure and Interfacial Phenomena, Trans. ASME, J. Heat Transfer 709.204-211. (4)... [Pg.540]

Warmuzinski, K. and M. Tanczyk, Multicomponent pressure swing adsorption. Part I. Modeling of large-scale PSA installations, Chem. Eng. Process., 36, 89-99, 1997. [Pg.324]

Arnold JG, Srinivasan R, Muttiah RS, Williams JR (1998) Large area hydrologic modeling and assessment part I model development. J Am Water Resour Assoc 34(l) 73-78... [Pg.73]

Sadaka, S. S., Ghaly, A. E., and Sabbah, M. A., Two Phase Biomass Air-Steam Gasification Model for Fluidized Bed Reactors Part I - Model Development Biomass and Bioenergy, 22, 2002, pp. 439-462. [Pg.20]

W. Wiechert and A. A. de Graaf, Bidirectional reaction steps in metabolic networks. Part I Modeling and simulation of carbon isotope labelling experiments. Biotechnol. Bioeng. 55,101 117 (1997). [Pg.246]

Dufrene E. Davi H. Francois C. le Maire G. Le Dantec V. and Granier A. (2005). Modelling carbon and water cycles in a beach forest. Part I Model description and uncertainty analysis on modelled NEE. Ecological Modelling, 185(2-4), 407-436. [Pg.524]

A.W. Chow, and G.G. Fuller, The rheo-optical response of rod-like chains subject to transient shear flow. Part I Model calculations on the effects of polydispersity, Macromolecules 18, 786 (1985) A.W. Chow, G.G. Fuller, D.G. Wallace and J.A. Madri, The rheo-optical response of rod-like chains subject to transient shear flow. Part II. Two-color flow birefringence measurements, Macromolecules 18,793 (1985) A.W. Chow, G.G. Fuller, D.G. Wallace and J.A. Madri, The rheo-optical response of rod-like shortened collagen protein to transient shear flow, Macromolecules, 18, 805 (1985). [Pg.251]

A. K. Doufas, A. J. McHugh, and C. Miller, Simulation of Melt Spinning Including Flow-induced Crystallization. Part I. Model Development and Predictions, J. Non-Newt. Fluid Meek, 92, 27-66 (2000). [Pg.856]

Chai, F., Dugdale, R. C., Peng, T. H., Wilkerson, F. P., and Barber, R. T. (2002). One-dimensional ecosystem model of the equatorial Pacific upwelling system. Part I Model development and silicon and nitrogen cycle. Deep Sea Res. II49, 2713-2745. [Pg.799]

Modelling a CFB Biomass Gasifier. Part I Model Formulation... [Pg.333]

Cimorelli, A J. et al. (2004) AERMOD A dispersion model for industrial source applications. Part I Model formulation and boundary layer characterization. To appear in./. Appl. Meteorol. [Pg.370]

Xue, M K.K. Droegemeier, and Wong, V. (2000) The Advanced Regional Prediction System (ARPS) - A multiscale nonhydrostatic atmospheric simulation and prediction tool. Part I Model dynamics and verification, Meteor. Atmos. Physics. 75, 161-193. [Pg.409]

Simmons, W., Gonnissen, D., and Hubin, A. 1997. Study of the initial stages of silver electrocrystallisation from silver thiosulphate complexes Part I. Modelling of the silver nuclei formation during the induction period. Journal of Electroanalytical Chemistry 433, 141-151. [Pg.299]

R. L. Williamson, B. H. Rabin and J. T. Drake, "Finite Element Analysis of Thermal Residual Stresses at Graded Ceramic-Metal Interfaces, Part I Model Description and Geometrical Effects," /. Appl. Phys., 74 [2] 1310-1320 (1993). [Pg.396]

FIGURE 2.9 Schematic presentation of the interaction of the non-Nemstian solid electrolyte sensor with a gas environment 1-5 stages of interaction. (Reprinted from Zhniykov, S., Mathematical modelling of YSZ-based potentiometric gas sensors with oxide sensing electrodes part I Model of interactions of measuring gas with sensor. Sensors and Actuators B, Chem. 119 (2006) 456 65, with permission from Elsevier Science.)... [Pg.65]

Ink Transfer through Simplified Models", Part I "Model... [Pg.418]

Ahvazi, B., and Argyropoulos, D. S., F Nuclear magnetic resonance spectroscopy for the elucidation of carbonyl groups in lignins Part I Model compounds, J. Agric. Food Chem. 44(8), 2167-2175 (1996). [Pg.262]

Rind, D., R. Suozzo, N.K. Balachandran, A. Lacis, and G. Russell, The GISS global climate-middle atmosphere model, Part I Model structure and climatology. J Atmos Sci 45, 329, 1988. [Pg.146]

Liguras, D. K., and Allen, D. T., Structural models for catalytic cracking. Part I. Model compound reactions. Ind. Eng. Chem. Res. 28, 665 (1989a). [Pg.321]

Rinne M, Shen B, Lee H-S, 2003. Aspo pillar stability experiment. Part I Modelling of fracture stability by FRACOD. Part II Modelling Fracture Initiation and Acoustic Emission. Part III Reconstruction of Stress Field Using an Inverse Technique. International Progress Report, IPR-03-05. Swedish Nuclear Fuel and Waste Management Company, Stockholm, 2003. [Pg.430]

FIGURE 2.3. Schematic representation of the Falling Film Reactor (Reprinted from Chem, Eng. Sci, 53(16), G.L. Puma and P.L. Yue, Laminar falling film slimy photocatalytic reactor Part I model development, 2993-3006, Copyright 1998, with penuission from Elsevier)... [Pg.25]

Hamilton, D.P. and Schladow, S.C. (1 997) Prediction of water quality in lakes and reservoirs. Part I. Model description. Ecological Modelling 95, 91-110. [Pg.375]

Puma G.L. and Yue P.L. 1998. A laminar falling film slurry photocatalytic reactor. Part I - Model... [Pg.168]

Adachi, T, Talavage, J. J., and Moodie, C. L. (1989), A Rule-Based Control Method for a Multiloop Production System, Artificial Intelligence in Engineering, Vol. 4, No. 3, pp. 115-125. ANS1/1SA-S95.00.01-2000 (2000), Enterprise-Control System Integration Part I Models and Terminology, International Standards Assocation, Research Triangle Park, NC. [Pg.1787]

McCarthy MA, McCarthy CT, Lawlor VP, Stanley WF. Three-dimensional finite element analysis of single-bolt, single-lap composite bolted joints part I — model development and vahdation. Compos Struct 2005 71(2) 140—58. [Pg.332]

Krishnamurthy, R. and Taylor, R. (1985b) A nonequilibrium stage model of multicomponent separation processes. Part I model description and method of solution. AlChE J., 31, 449-456. [Pg.284]

A. Feng and Z. A. Munir, The effect of an electric field on self-sustaining combustion synthesis Part I. Modeling studies, Metall. Mater. Trans. 1995, 26B, 581-586. [Pg.371]

Simoglou A, Argyropoulos P, Martin EB, Scott K, Morris AJ, Taama WM (2001) Dynamic modeling of the voltage response of direct methanol fuel cells and stacks. Part I model development and validation. Chem Eng Sci 56 6773-6779... [Pg.316]

Argyropoulos P, Scott K, Shukla AK, Jackson C (2003) A semi-empirical model of the direct methanol fuel cell performance. Part I. Model development and verification. J Power Sources 123 190-199... [Pg.316]

Argyropoulos P, Scott K, Taama WM (1999) One-dimensional thermal model for direct methanol fuel cell stacks. Part I. model development. J Power Sources 79 169-183... [Pg.317]

Newbury, K. and Leo, D. (2003a). Linear electromechanical model of ionic polymer transducers-Part I Model Development, Journal of Intelligent Material Systems and Structures 14, 6, p. 333. [Pg.280]


See other pages where Part I Modelling is mentioned: [Pg.319]    [Pg.241]    [Pg.77]    [Pg.97]    [Pg.251]    [Pg.153]    [Pg.2579]    [Pg.235]    [Pg.86]    [Pg.2559]    [Pg.86]    [Pg.2726]    [Pg.307]   


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Computational Example Part I Determining the Model Parameters

Part models

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