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Base point

Base point (zero values) for enthalpy, internal energy, and entropy are 0 K for the ideal gas at 101.3 kPa (1 atm) pressure. [Pg.412]

Published Cost Correla.tions. Purchased cost of an equipment item, ie, fob at seller s site or other base point, is correlated as a function of one or more equipment—size parameters. A size parameter is some elementary measure of the size or capacity, such as the heat-transfer area for a heat exchanger (see HeaT-EXCHANGETECHNOLOGy). Historically the cost—size correlations were graphical log—log plots, but the use of arbitrary equation forms for correlation has become quite common. If cost—size equations are used in computer databases, some limit logic must be included so that the equation is not used outside of the appHcable size range. [Pg.441]

This section also includes a treatment of distillation-type separations from a rate-based point of view that utilizes principles of mass transfer and heat transfer. Section 14 also presents details of that subject as applied to absorption and stripping. [Pg.1247]

The mathematical solution for maximum vacuum is based on Eq. (26-56), which solves the NPSH equation for this value of the fluid height. The nomenclature used contains only positive numbers for elevation, with the base point being set at the tank s discharge nozzle (analogous to the gravity-discharge case). [Pg.2337]

Aerothermal baseline. In addition to the vibration baseline speetrum, a maehine also has an aerothermal performanee baseline, or its normal operating point on the aerothermal eharaeteristie. Signifieant deviation of the operating point beyond its base point should generate alert signals. [Pg.673]

The system curves are the summation of the appropriate friction curves plus the static head, a, required to reach the base point. Note that the suction side friction is represented as a part of B-P-C in this example. It could be handled separately, but must be added in for any total... [Pg.200]

N = number of feet the point is north of a base point E = number of feet the point is east of a base point C0, Cy, and C2 are constants... [Pg.398]

What is most surprising is the utility of the system in development work to obtain optimum application properties for the product. Our formulators have found that the evaporation curve (% evaporation vs. time) can be manipulated to improve different application properties (e.g., sagging, application lattitude, popping, etc.). Model predictions first provide base points, from which the formulator makes changes in the formulation and correlate the predictions with actual experimental observations. Correlation between model predictions and experimental observations appear to exist for most product lines. [Pg.175]

When the user, whether working on stand-alone software or through a spreadsheet, supplies only the values of the problem functions at a proposed point, the NLP code computes the first partial derivatives by finite differences. Each function is evaluated at a base point and then at a perturbed point. The difference between the function values is then divided by the perturbation distance to obtain an approximation of the first derivative at the base point. If the perturbation is in the positive direction from the base point, we call the resulting approximation a forward difference approximation. For highly nonlinear functions, accuracy in the values of derivatives may be improved by using central differences here, the base point is perturbed both forward and backward, and the derivative approximation is formed from the difference of the function values at those points. The price for this increased accuracy is that central differences require twice as many function evaluations of forward differences. If the functions are inexpensive to evaluate, the additional effort may be modest, but for large problems with complex functions, the use of central differences may dramatically increase solution times. Most NLP codes possess options that enable the user to specify the use of central differences. Some codes attempt to assess derivative accuracy as the solution progresses and switch to central differences automatically if the switch seems warranted. [Pg.324]

Comparison of the adsorption of lauric and caprylic acid as a function of the total bulk concentration. At pH 4, this concentration is made up predominantly of fatty add molecules and at pH 9 predominantly by their conjugate bases. ( ) Points at equilibrium (d6/dt = 0). ( ) Points at which the equilibrium is not yet attained. [Pg.107]

Watson and Crick showed that the normal structure of DNA consists of a double helix made from two single oligonucleotide strands. The two sugar-phosphate strands of the helix run in opposite (anti-parallel) directions and the bases point... [Pg.446]

Suppose we have a section of J H which specifies the base point of a fiber Then we have the Abel-Jacobi map I S S J which is birational. Now such a section exists at least locally, and we have the following maps. [Pg.79]

Figure 4.5 The active site of enoyl-CoA isomerase, complexed with octanoyl-CoA (PDB 1SC4). In this structure the oxygen atom of Clul36 which acts as the catalytic base points to the C2 carbon of the ligand and is therefore well positioned for proton... Figure 4.5 The active site of enoyl-CoA isomerase, complexed with octanoyl-CoA (PDB 1SC4). In this structure the oxygen atom of Clul36 which acts as the catalytic base points to the C2 carbon of the ligand and is therefore well positioned for proton...
The double helix structure of DNA has the hydrophobic bases pointing to the centre of the helix in an almost planar arrangement. These base-pairs are closely stacked perpendicular to the long axis of the chain, and are attracted to each other by Van der Waals forces. The hydrophilic phosphates are negatively charged at the pH of the cell and point to the outside. [Pg.105]

Reactivity Ratios and Relative Rates of Oxidation. Table VI summarizes reactivity ratios for all combinations of butadiene, styrene, Tetralin, and cumene reported here and by Hendry (12) for butadiene. The underscored r values in the table are calculated from the base point in the same column (1.00) and the reciprocals (because of the definition of r in Equation 2) of the relative reactivities of the hydrocarbons toward an average R02 radical, B S T C = 1.0 2.2 4.5 5 30 (all underscored values in the butadiene column). The calculated and experimental values always agree within 50%, and in seven out of 12 systems, within 15%. Thus, among these four hydrocarbons a change of R— in RC>2 affects relative reactivities by less (often much less) than 50%. [Pg.63]

Among hydrocarbons, the differences between the experimental and calculated values of r must be almost entirely a steric effect polar effects are small and must be transmitted through two oxygen atoms. The largest authentic steric effect known to us is that in the Tetralin-Decalin system, where the rarb product is 0.5. This product means that if we take any steric effects in the reactions of tetralylperoxy radicals with Tetralin or Decalin as base points, reaction of decalylperoxy with Decalin is retarded sterically by 50% more than it is retarded with Tetralin. This result is plausible when we consider the structures of Decalin and the derived radical. [Pg.64]

This study demonstrates high efficacy and expediency of the TCNQ derivative-based point-contact multistracture as a prospective asset for development of new sensors. The complex character of the sensors response curve and correlation of some response characteristics with different pathological manifestations in human breath, may be further used as a noninvasive diagnostic method alternative to some invasive approaches currently routinely used in clinic. The need for reliable and feasible gas analysis methods functional in presence of atmospheric air, opens opportunities for application of the proposed sensor technique in other spheres of human activity. High sensitivity of the point-contact multistructure enabling analysis of composite gas mixtures, opens up wide possibilities to apply the demonstrated approach for environment and health protection, such as detection of trace amounts... [Pg.73]

In the second step, all the objects of the data matrix are plotted in the plane of the SNLM coordinates, one at a time, so that in the plot the distances between objects and base points are as close as possible to those in the original variable hyperspace. So, instead of one optimization problem with 2N — 3 coordinates to be optimized, we have N eptimizatjons of 2 variables. [Pg.105]

The starting point of each object is computed by a geometrical consideration in the representation plane there are two specular points equally distant from the two closest base points, as in the variable hyperspace. One of these two points is closer to the third-nearest base point, and this one is chosen as the starting point for the optimization procedure. [Pg.105]

An alternative approach to the formation of true chemical compounds of the nohlc gases is suggested by two lines of thought. (1) From an acid-base point of view, the strongest Lewis acid is the bare proton. H. so ir anv of the noble gases is capable of exhibiting basic behavior it might be expected to do so with H ( / H,0 ) ... [Pg.425]


See other pages where Base point is mentioned: [Pg.271]    [Pg.1223]    [Pg.435]    [Pg.200]    [Pg.200]    [Pg.1087]    [Pg.399]    [Pg.259]    [Pg.65]    [Pg.40]    [Pg.414]    [Pg.324]    [Pg.110]    [Pg.228]    [Pg.64]    [Pg.159]    [Pg.63]    [Pg.69]    [Pg.72]    [Pg.105]    [Pg.105]    [Pg.107]    [Pg.435]    [Pg.362]    [Pg.426]    [Pg.731]    [Pg.405]   
See also in sourсe #XX -- [ Pg.167 , Pg.168 , Pg.170 , Pg.172 , Pg.173 , Pg.177 , Pg.179 , Pg.180 , Pg.181 , Pg.182 , Pg.183 , Pg.184 , Pg.188 , Pg.193 , Pg.228 , Pg.236 , Pg.241 , Pg.244 , Pg.245 , Pg.252 , Pg.291 , Pg.323 ]




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Acid-base reactions equivalence point

Acid-base titration curves end point

Acid-base titration curves equivalence point

Acid-base titration inflection points

Acid-base titrations determining equivalence point

Based on Point Mutations

Equivalence point acid-base titration

Equivalence point weak acid-strong base

Melting point, 8, 35-37 acids-bases

Point Source Diffusion Formulas Based on a Gaussian Distribution

Point-based alignment

Pour point lubricating base oils

Pseudocomponent Generation Based on Boiling-Point Ranges

Strong base equivalence point

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