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Equations limits

The calculation is performed in terms of degrees Celsius, including values both above and below zero. It is not convenient, therefore, to use the relative increment of temperature as a test for step size in subroutine CHECKSTEP. I use absolute increments instead. At the end of subroutine SPECS, I set incind equal to 3 for all equations, limiting the absolute increment in temperature to 3° per time step. Zonally averaged heat capacity as a function of latitude is calculated in subroutine CLIMINP in terms of land fraction and the heat capacity parameters specified in SPECS. It is returned in the array heap. [Pg.112]

The first aim of this chapter is to analyze the significant implications associated with the mere statement of a rate equation. Limitations of phenomenological kinetic equations are discussed and more rigorous analysis based on the reaction pathway, for both stepwise and chainwise polymerizations, is presented. The effect of vitrification on polymerization rate is... [Pg.157]

However, if the sum of longitudinal stresses Sl enumerated is less than their stated limit S, the difference may be added to the term 0.25S/1 in the equation limiting the stress range ... [Pg.808]

Friede (43) published a series of equations for calculating the depth of the corroded zone for concrete specimens exposed to carbonic acid attack as a function of the physical and mechanical properties of corroded and noncorroded specimens, i.e. density, volume, mass, modulus of elasticity and strength. The equations, however, do not take into consideration such factors as the composition of the concrete or the degree of attack to which it is subjected. In addition, the wide variation in test results, obtained from laboratory tests performed to verify the theoretically derived equations, limit their applicability. [Pg.244]

Molar Ratios from Balanced Equations Limiting Reactants Reaction Yields... [Pg.69]

Equation (4.5) is used for examples in this text to be consistent with other authors, but the assumptions underlying this equation limit the accuracy of the calculations concerning diffusion and reaction in porous solids. [Pg.136]

The model was originally developed as a time/dose model, but for the sake of practicality, time was considered constant (lifetime). The model utilizes a prescribed number of stages or it calculates the number of steps based upon the data. The solution of the equation limits the number of possible steps to one less than the number of doses tested. In the standard NCI Bioassay, two test doses and a control are utilized. Such data can only support a model involving two steps in the process of carcinogenesis. [Pg.473]

The obtained expressions us allow to write a general solution of the Laplace equation limited at > oo and satisfying the second condition, Eq. (12.52) ... [Pg.373]

Calculate the minimum concentration of oxygen in milliliters per liter necessary to passivate iron in 3% Na2S04 also for 12% Cr-Fe alloy. D for O2 at 25°C = 2 X lO cm /s) Hint Equate limiting diffusion current for reduction of oxygen to critical current density for passivity.)... [Pg.112]

Plyasunov et al. (2000) have proposed a semitheoretical expression for VI based on the fluctuation theory of solution which included the second virial coefficient, Bu, to give a rigorous expression in the low density region. The equation, limited to solutes for which Bu is known or can be estimated, has the form ... [Pg.158]

When real behaviour is again described by means of the virial equation limited to the second virial coefficient in the form of (6.58), the function Q(n) is changed from the form of (5.58) to... [Pg.175]

Antioxidant Calibration Equation Limit of Detection (mM) R.S.D. (%) TEAC (mM)... [Pg.615]

General theory devoted to calculation of pH and distribution of species in particular buffer mixtures can be foimd in [20, 67-70]. Chemical formirlation includes a number of the mass-action equations linked with the mass and charge conservation equations. Limiting or extended forms of the Debye-Hiickel expressions for activity... [Pg.181]

The Gibbs-Duhem equation limits the possible mathematical forms we may choose to represent liquid-phase (or vapor- or solid-phase) activity coefficients. [Pg.163]

This squareness of the J-V plot depends on the Iq, y, the shunt resistance and the series resistance of the device. Iq and y in the diode equation limit the maximum FF and typical values for commercial devices are 0.7-0.8. The series resistance of the cell, including the resistance of the substrate, the charge-transfer resistance at the counter electrode or charge collectors, charge-transport resistance through the semiconductor, ion (mass) transport resistance in the case of the photo-electrochemical devices, adversely affects the The shunt resistance... [Pg.101]


See other pages where Equations limits is mentioned: [Pg.376]    [Pg.107]    [Pg.72]    [Pg.161]    [Pg.25]    [Pg.251]    [Pg.129]    [Pg.186]    [Pg.387]    [Pg.323]    [Pg.632]    [Pg.83]    [Pg.242]    [Pg.520]    [Pg.198]   
See also in sourсe #XX -- [ Pg.48 ]




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Away from the thermodynamic limit - chemical master equation

Balanced equations limiting reactant determination

Chemical equations limiting reactant

Chemical equations limiting reactant determination

Debye-Hiickel equation limiting

Debye-Huckel equation limiting

Debye-Huckel equation limiting form

Diffusion-limited reactions, Smoluchowski equation

Dirac equation nonrelativistic limit

Empirical Equations for Fatigue Limit

Equation for the limiting current

Equation limitations

Equation limiting conditions

Grunwald-Winstein equation limitations

Hartree Fock equation limit

Ionization limit equations

Lagrangian equation limits

Langevin equation high friction limit

Limited uses of the Gibbs-Duhem equation

Limiting Cases of the General Equation

Limiting Cases of the Maxwell-Stefan Equations

Limits Langevin equation, linear

Limits on Activity Coefficient Correlations, the Gibbs-Duhem Equation

Michaelis-Menten equation limitations

Modified Dirac equation nonrelativistic limit

Nonrelativistic Limit and Pauli Equation

Nonrelativistic Limit of the Dirac Equation

Pitzer equation limitations

Pitzer-Equation Parameterization Limitations

Rate-limiting step equations

Single general equation, limiting cases

Some Limit Cycle Oscillations in Nonlinear Kinetic Equations

Some limits of the equation H kTg

The Narrow-Gap Limit - Governing Equations and Solutions

The continuum limit Lippmann—Schwinger equation

Virial equation limitations

Viscosity equation limiting

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