Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Applications frequency distribution

Fig. 54 Fields of application and frequency distribution of biological-physiological detection methods. Fig. 54 Fields of application and frequency distribution of biological-physiological detection methods.
This is a universally applicable instrument for determining particle-size distributions of all kinds of solids which can be analysed either in suspension in a measuring cell or dry by feeding through a solid particle feeder. In the Fritsch Analysette 22 laser diffraction apparatus the measured particle-size distribution is displayed on the monitor in various forms, either as a frequency distribution, as a summary curve or in tabular form and can be subsequently recorded on a plotter, stored on hard disk or transferred to a central computer via an interface. The time required for one measurement is approximately 2min. [Pg.442]

Thus, when a property of the sample (which exists as a large volume of material) is to be measured, there usually will be differences between the analytical data derived from application of the test methods to a gross lot or gross consignment and the data from the sample lot. This difference (the sampling error) has a frequency distribution with a mean value and a variance. Variance is a statistical term defined as the mean square of errors the square root of the variance is more generally known as the standard deviation or the standard error of sampling. [Pg.167]

Other investigators observed an increase in gj in response to TPA [Kwak and Jongsma, 1996 Spray and Burt, 1990]. Kwak and Jongsma [1996] found an increase by 16 + 2% in gj in neonatal rat cardiomyocytes after application of 100 nmol/1 TPA (intracellular calcium was buffered with 10 mmol/1 EGTA in the pipette solution). TPA shifted the frequency distribution of unitary conductances yj to lower sizes. However, TPA decreased dye coupling in these and other experiments [Kwak et al., 1995a],... [Pg.98]

Some features of the frequency distribution of /(to) follow directly from the form of Eq. (3). As a temperature goes to zero, only the quantum-mechanical ground state is occupied. Then all the excitation frequencies (Ef — Ei)lh are positive, and f(co) vanishes for negative co. When classical mechanics is applicable, as is ordinarily the case at high temperatures, /(to)... [Pg.81]

Treatment of droplet size distribution invites controversy. The mere fact that the normal frequency distribution equation does not apply should make one skeptical that any other equation determined empirically will be universally applicable something more than pure chance is involved in droplet formation. [Pg.112]

PG-ROUT is a deterministic river model applicable throughout the United States (57). Predictions are based on more than 500,000 United States river miles. This model also predicts concentrations under 7Q10 and mean-flow conditions. The model is driven by several large EPA databases. Predictions are made below each of the 11,500 POTWs, at drinking water intakes and at any desired mile points in the river systems. The model output includes a frequency distribution by river mile and a detailed PC database. [Pg.534]

A third and often neglected reason for the need for care fill application of chemometric methods is the problem of the type of distribution of environmental data. Most basic and advanced statistical methods are based on the assumption of normally distributed data. But in the case of environmental data, this assumption is often not valid. Figs. 1-7 and 1-8 demonstrate two different types of experimentally found empirical data distribution. Particularly for trace amounts in the environment, a log-normal distribution, as demonstrated for the frequency distribution of N02 in ambient air (Fig. 1-7), is typical. [Pg.13]

Shaw SH, Carrasquillo MM, Kashuk C, Puffenberger EG, Chakravarti A. Allele frequency distributions in pooled DNA samples applications to mapping complex disease genes. Genome Res 1998 8 111-123. [Pg.583]

The purpose of most practical work is to observe and measure a particular characteristic of a chemical system. However, it would be extremely rare if the same value was obtained every time the characteristic was measured, or with every experimental subject. More commonly, such measurements will show variability, due to measurement error and sampling variation. Such variability can be displayed as a frequency distribution (e.g. Fig. 37.3), where the y axis shows the number of times (frequency,/) each particular value of the measured variable (T) has been obtained. Descriptive (or summary) statistics quantify aspects of the frequency distribution of a sample (Box 40.1). You can use them to condense a large data set, for presentation in figures or tables. An additional application of descriptive statistics is to provide estimates of the true values of the underlying frequency distribution of the population being sampled, allowing the significance and precision of the experimental observations to be assessed (p. 272). [Pg.264]

Application of magic-angle-spinning (MAS), a physical rotation of the sample about a fixed axis, removes the frequency distribution of Equation 1 from the NMR spectrum by averaging the frequency for each nucleus over the rotation path. The angular dependent term in Equation (1) can then be replaced by its value averaged over the rotation ... [Pg.207]

It is our thesis that the loop-gap lumped circuit resonator introduced recently by us will eventually supplant microwave cavity resonators in ESR spectroscopy except for a few specialized applications [53,291-293], Figure 24 (from Ref. 291) shows this resonator. In a sense, this is a hybrid structure midway between low-frequency lumped circuits where a capacitor and an inductor are connected by a transmission line, and high-frequency distributed circuit cavity resonators where the electric and magnetic... [Pg.135]

Some chemical structures exhibit typical distances that occur independently of secondary features, which mainly affect the intensity distribution. In particular, aromatic systems contain at least a distance pattern of ortho-, meta-, and para-carbon atoms in the aromatic ring. A monocyclic aromatic system shows additionally a typical frequency distribution. Consequently, Cartesian RDF descriptors for benzene, toluene, and xylene isomers show a typical pattern for the three C-C distances of ortho-, meta-, and para-position (1.4, 2.4, and 2.8 A, respectively) within a benzene ring. This pattern is unique and indicates a benzene ring. Additional patterns occur for the substituted derivatives (3.8 and 4.3 A) that are also typical for phenyl systems. The increasing distance of the methyl groups in meta- and para-Xylene is indicated by a peak shift at 5.1 and 5.8 A, respectively. These types of patterns are primarily used in rule bases for the modeling of structures explained in detail in the application for structure prediction with infrared spectra. [Pg.130]

Fig. 54 Fields of application and frequency distribution of biological-physiological detection methods.----------------------- --------------------------------------------------------------... Fig. 54 Fields of application and frequency distribution of biological-physiological detection methods.----------------------- --------------------------------------------------------------...
Calculation of mean crystallite size, lattice strain and frequency distributions of crystallite sizes from the same XRD line-profiles used for crystallinity determinations. In addition to the application of the Scherrer equation, two single-line methods were used the variance method of Wilson (1963) (Akai and To th 1983 Nieto and Smchez-Navas 1994), and the Voigt method of Langford (1978) in combination with single-line Fourier analysis (Akai et al. 1996, 1997, 2000 Warr 1996 Jiang et al. 1997 Li et al. [Pg.465]


See other pages where Applications frequency distribution is mentioned: [Pg.4]    [Pg.1762]    [Pg.126]    [Pg.80]    [Pg.136]    [Pg.373]    [Pg.792]    [Pg.278]    [Pg.542]    [Pg.240]    [Pg.224]    [Pg.532]    [Pg.477]    [Pg.265]    [Pg.135]    [Pg.519]    [Pg.306]    [Pg.1522]    [Pg.342]    [Pg.4]    [Pg.2144]    [Pg.325]    [Pg.146]    [Pg.17]    [Pg.321]    [Pg.553]    [Pg.336]    [Pg.465]    [Pg.1766]   
See also in sourсe #XX -- [ Pg.162 , Pg.163 ]




SEARCH



Frequency distribution

Frequency-dependent electric-field distribution, application

© 2024 chempedia.info