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Value model

Data Input models are achieved through a standardized procedure as single values, custom distributions (normal, lognormal, etc.), distributions based on data files present in THERdbASE, or specific percentile values. Models have relational access to input data files. [Pg.373]

Figure 2. Elastically effective crosslink density versus bake temperature for a 17 minute bake. Low solids 0 experimental values, model values High solids 1 ----- ... Figure 2. Elastically effective crosslink density versus bake temperature for a 17 minute bake. Low solids 0 experimental values, model values High solids 1 ----- ...
In order to prove the validity of these values, model reactions which are easy to carry out were neccessary. We found such models in the reaction of chlorosilanes and siloxanes with lithium alco-holates or lithium silanolates. [Pg.69]

Observations for DDT levels in US and European soils show that 1965 values of concentrations are about 2 to 6 greater than those in 1990 (Figure 3.7). Model data from MPI-MCTM show apeak in the concentrations around 1972 which are 2 times higher than 1990 values. Modeled and observed concentrations are decreasing from then on. For the second half of the simulation the model results are well within the observed range of relative concentrations, whereas for the first half model results are at the lower boundary of the range spanned by the observations. [Pg.55]

From Table 6.7 and the corresponding efficient frontier plot in Figure 6.4, similar trends to Risk Model II (and also the expected value models) are observed in which decreasing values of 0 correspond to higher expected profit until a certain constant profit value is attained ( 81 770). The converse is also true in which a constant profit of 59330 is reached in the initially declining expected profit for increasing values of 0i. [Pg.133]

Qass A SIMCA Model Validation—Values (Model and Sample Diagnostic) The most direct procedure for performance evaluation of the SIMCA models is to examine how well the models classified the samrics fn m. riJ of... [Pg.80]

E4 SLMCA Validation—Values (Model and Sample Diagnostic) A rank two SIMCA model is used to generate the values for the three validation samples known to belong to the TE class (see Table 4.27). As is the desired result, each of tlie samples have an value smaller than the critical value and are therefore classified as TEA samples. [Pg.90]

Class C SIMOi Validation Values (Model and Sample Diagnostic) ... [Pg.261]

Kelly, C.K., Plant foraging a marginal value model and coiling response in Cuscuta subinclusa. Ecology, 71, 1916, 1990. [Pg.439]

Tests of Theoretical Modulus Values—Model Networks... [Pg.105]

Validation is performed in two steps first an experimental polarization curve, obtained with a fixed inlet gas flow rate, is compared with the calculated values, thus allowing the determination of some unknown parameter values (model calibration). Afterwards, three polarization curves, obtained at constant fuel and oxygen utiliza-... [Pg.102]

Stillwell WG, von Winterfeld D, John RS (1987) Comparing Hierarchical and Nonhierarchical Weighting Methods for Eliciting Multiattribute Value Models. Management Science 33 442-450 Stobaugh RB Jr (1969) Where in the world should we put that plant ... [Pg.239]

Conversely, Kdom values modeled using fluorescence quenching binding constants significantly underestimated the breakthrough curves. [Pg.173]

It was observed that low PB(WS) values, modeling a polar molecule, produced configurations in which the solute molecules were extensively surrounded by water molecules, a pattern simulating hydration or electrostric-tion. Conversely, with high values of PB(WS) most of the solute molecules were found outside of the water clusters and within the cavities. This configuration leaves the water clusters relatively free of solute hence they are more... [Pg.224]

In developing a simple K-value model, it is first recognized that the dependence of K-values on temperature is represented very well by a model of the form ... [Pg.141]

The simple K-value model is completed by defining a set of relative volatilities ... [Pg.141]

Example type Components K-value model Enthalpy models No. stages. No.outside loop iterations Avg. no. inside loop iterations CPU. time (sec.)... [Pg.147]

The outer-loop K-value model is based on the Kb method (Sec. 4.2.5) ... [Pg.172]

Initialize the outside-loop variables the reference base K-value, KfyRet, the relative volatilities, a, and parameters Aj and Bj of the K-value model, parameters oy- and bi of the activity coefficient model and parameters Cj, Dt, E, and Fj of the enthalpy models, using the actual J -value and enthalpy correlations and the estimated set of temperatures and compositions. [Pg.175]

The Russell method. Russell (72) follows the same structure in the outer loop as the Boston method except the base temperature in the if-value model is removed from the equation ... [Pg.177]

Aj Term of simple /f-value model in tire inside-out methods, defined by... [Pg.202]

Kfy K-value for base component of the K6 method and the simple K-value model of the inside-out methods, stage / Sec. 4.2.10. [Pg.204]

T Reference temperature of the simple Jf-value model of an inside-out... [Pg.205]

Estimates of tjs were from the exponential model given above there were insufficient viscosity values at the necessary temperatures to allow the use of measured values. Modelling D did not provide reliable models, just as described in the case of water as solvent, and is not reported further. [Pg.562]


See other pages where Value model is mentioned: [Pg.345]    [Pg.923]    [Pg.161]    [Pg.228]    [Pg.124]    [Pg.92]    [Pg.260]    [Pg.203]    [Pg.129]    [Pg.388]    [Pg.395]    [Pg.266]    [Pg.39]    [Pg.175]    [Pg.182]    [Pg.145]    [Pg.148]    [Pg.174]    [Pg.133]    [Pg.65]    [Pg.213]   
See also in sourсe #XX -- [ Pg.239 ]




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A Simple Value Model

Animal Models their Predictive Value

Boundary Value Problems and Modeling

Boundary value problems diffusion modeling

Boundary value problems models

Building the Model of Fuzzy Random Expected Value

Business values company-level models

Confined model systems mean values

Construction of the Expected Value Model

Creating the Value Chain Model

Differential equations diffusion modeling, boundary value problems

Expected Value Model

Fair Value of a Convertible Bond The Binomial Model

Global Value Chain Planning Model

Group contribution models molar volume values

Group contribution models values

Linear models resistivity values

Master Equation and Mean Value Equations for the Special Model

Model parameter values, obtaining

Model with Measured Values for Dissolved Iron

Model with Measured Values of DOC

Modeling extreme value statistics

Models with 32 Radial Distribution Function Values and Eight Additional Descriptors

Molecular modelling local minimum energy value

Molecular modelling parameter values

Molecular modelling physical constant values

Predictive value model

Predictive value, CoMFA models

Standard Model parameter values

Steady-state model boundary value problem

Surface complexation models capacitance values

Tests of Theoretical Modulus Values—Model Networks

The Value of Models

Three-dimensional model phases energy values

Triple-layer model capacitance values

Value analysis of the kinetic model

Value management model

Value of Model Parameters

Value-at-Risk (VaR) Models

Value-in-Use Models

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