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Setting, and effects

Kaupert, Heydtmann and Thiel"2 calculated the vibrational spectrum of monohalo-genated 1 at the HF level using the 6-31 G(d) basis set and effective core potentials with DZ + P basis sets for Cl, Br and I. Reduction from Z)3h to Cs symmetry leads to considerable coupling between modes (exceptions C—H stretching and CH2-deformation modes) of 1. Vibrational frequencies that are influenced by the halogen substituent are shifted to lower values with increasing mass of the halogen. [Pg.105]

There are two sets of transfer functions one should be concerned with target settings and effects of variability.These are illustrated in Fig. 8, which shows the relationship between controllable inputs and their variability with the desired output and its variability. Thus, QFD defines how one flows the customer CTQs downwards, while the transfer functions define how one predicts process capability and defines the critical control points.The transfer functions allow the team to establish this linkage early in the development, rather than try to do it once products are in production. In addition when customer requirements change, the team does not have to begin a new project. With the transfer functions in hand, they can quickly evaluate capability and predicted reliability for the required process changes. [Pg.2725]

Since there is an element of arbitrariness in carrying out a DFT calculation, namely in the choice of functional, one may argue that DFT is not a truly ab initio method. However, DFT is based on an exact formalism, and once a functional has been chosen, all that enters a calculation are the atomic numbers of the atoms in the system (apart from the choice of basis set and effective potentials, see next section). Therefore, in this respect DFT methods are certainly ab initio. Nevertheless, in spite of the impressive results that can be obtained with DFT-GGA methods, a major drawback of DFT is that there is no systematic way to improve the calculation such that the exact result is approached, something which is formally (though usually not practically) possible in wave-function-based methods. [Pg.59]

Martins JBL, Andres J, Longo E, Taft CA (1995) A theoretical-study of (1010) and (0001) ZnO surfaces—molecular cluster model, basis-set and effective core potential dependence. Theochem-J Mol Struc 330 301-306... [Pg.528]

The earlier the threshold is set and effective preventive maintenance done, the greater is the assurance that it will be done prior to failure. If the mean time between failures (MTBF) is 9,000 miles with a standard deviation of 1,750 miles, then proper preventive maintenance at 5,500 miles... [Pg.13]

Let us consider the principal results of these calculations in the case of lanthanum trichloride, for which the most complete ab initio and density fimctional theory (DFT) calculations (both with various basis set modifications) are available. The obtained molecular parameters strongly depend on the valence basis sets and effective relativistic core potentials. Nevertheless, ab initio calculations tend to predict a planar structure, whereas DFT calculations favor pyramidal configurations. The V2 frequencies obtained in all calculations are too low compared with those found experimentally. This implies a low barrier to inversion and large thermal geometry fluctuations. In view of such uncertainty in the results of quantum-chemical calculations, Hargittai (2000) was very careful in her estimates. She tends to favor the planar geometry of lanthanide chlorides, although does not rule out the possibility that they are pyramidal. [Pg.179]

Another process monitoring technique which is based on a statistical method called correlation technology (CT), has been offered commercially by Algoryx [16]. CT is based on the idea that although the relationships between the causes (machine settings) and effects (dimensions) may be too difficult to discern, the relationships between physical dimensions of the finished parts should always be related and consistent within a normal process window. The technique is based on the use of proprietary algorithms to characterize the dimensional relationships and to identify a lead predictor dimension. ... [Pg.394]

Statistical data analysis was performed to correlate process parameters settings and effects on the weld line position, direction, and depth. Factors having the most important effect on the weld line placement and shape have been found to be injection speed and temperature of the mold. A minor effect of the melt temperature was observed. Furthermore, packing... [Pg.1564]

All the three techniques mentioned above may make use of fuzzy sets and fuzzy logic (for fuzzy classification, fuzzy rules or fuzzy matching) but this does not effect the discussion of the applicability to NDT problems in the next section. [Pg.99]

An extended set of physicochemical descriptors was used in this study, including, for example, partial atomic charge and effective polari2 ability of the protons, average of electronegativities of atoms two bonds away, or maximum, T-atomic charge of atoms two bonds away. [Pg.525]

Figure 10.1-3. Two regioisomeric products of the training data set and their corresponding physicochemical effects used as coding vectors bo bond order difference in tr-electro-... Figure 10.1-3. Two regioisomeric products of the training data set and their corresponding physicochemical effects used as coding vectors bo bond order difference in tr-electro-...
The basis sets that we have considered thus far are sufficient for most calculations. However, for some high-level calculations a basis set that effectively enables the basis set limit to be achieved is required. The even-tempered basis set is designed to achieve this each function m this basis set is the product of a spherical harmonic and a Gaussian function multiplied... [Pg.91]

The second, third, and fourth corrections to [MPd/b-Jl lG(d,p)] are analogous to A (- -). The zero point energy has been discussed in detail (scale factor 0.8929 see Scott and Radom, 1996), leaving only HLC, called the higher level correction, a purely empirical correction added to make up for the practical necessity of basis set and Cl truncation. In effect, thermodynamic variables are calculated by methods described immediately below and HLC is adjusted to give the best fit to a selected group of experimental results presumed to be reliable. [Pg.314]

Based on these fundamental pieces of information, the material is used on ornamentals to reduce height, producing compact plants. Additional side effects ate improved bud set and color. Experimentally, the compound has been used to dwarf fmit trees which has led to increasing the aveal planting number. [Pg.427]

Monitoring by Electromechanical Instrumentation. According to basic engineering principles, no process can be conducted safely and effectively unless instantaneous information is available about its conditions. AH sterilizers are equipped with gauges, sensors (qv), and timers for the measurement of the various critical process parameters. More and more sterilizers are equipped with computerized control to eliminate the possibiUty of human error. However, electromechanical instmmentation is subject to random breakdowns or drifts from caUbrated settings and requires regular preventive maintenance procedures. [Pg.406]

In North America, a special, high conductivity, low permeability, "hot-pressed" carbon brick is utilized almost exclusively for hearth walls. Because of their relatively small size and special, heat setting resin cement, and because the brick is installed tightly against the cooled jacket or stave, differential thermal expansion can be accommodated without refractory cracking and effective cooling can be maintained. Additionally, the wall thickness is generally smaller than 1 m, which promotes the easy formation of a protective skull of frozen materials on its hot face. Thus hearth wall problems and breakouts because of carbon wall refractory failure are virtually nonexistent. [Pg.523]

For example, in rotary vacuum dryers it is possible to prevent the formation of explosible dust-air mixtures by setting and monitoring a certain partial vacuum (negative pressure). This pressure value must be determined by experiment for each type of dust. With pressures of less than O.I bar, in general, hazardous effects of dust explosions need not be anticipated. If the vacuum system malfunctions, the partial vacuum must be released by inert gas and the instaUation shut down. [Pg.2323]


See other pages where Setting, and effects is mentioned: [Pg.61]    [Pg.73]    [Pg.60]    [Pg.60]    [Pg.353]    [Pg.171]    [Pg.220]    [Pg.291]    [Pg.137]    [Pg.47]    [Pg.2270]    [Pg.61]    [Pg.73]    [Pg.60]    [Pg.60]    [Pg.353]    [Pg.171]    [Pg.220]    [Pg.291]    [Pg.137]    [Pg.47]    [Pg.2270]    [Pg.546]    [Pg.1473]    [Pg.2225]    [Pg.260]    [Pg.116]    [Pg.92]    [Pg.592]    [Pg.116]    [Pg.168]    [Pg.424]    [Pg.425]    [Pg.376]    [Pg.59]    [Pg.84]    [Pg.85]    [Pg.199]    [Pg.482]    [Pg.501]   


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Effective Core Potentials and Valence Basis Sets

Gaussian Form of Effective Core Potentials and Valence Basis Sets in Periodic LCAO Calculations

Nonrelativistic Effective Core Potentials and Valence Basis Sets

Precipitation effects inorganic retarders and setting accelerators

Relativistic Effective Core Potentials and Valence Basis Sets

Set, and effects

Set, and effects

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