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SINE estimator

The variance associated with this SINE estimate is slightly (16 per-... [Pg.41]

The number of iterations and the starting point also affect the variance. Table 3 presents the variance of the SINE estimator for 1,2, and 4 iterations, again under the same distributions. [Pg.43]

This is a first-pass estimate for the values of the tank eireuit sinee at this time it is impossible to prediet the influenees of all the parasitie elements that would oeeur in the physieal eireuit. Readjustment of ealeulated tank values and the off-time setting on the eontroller IC will be neeessary at the breadboard stage. [Pg.172]

From isotherm measurements, usually earried out on small quantities of adsorbent, the methane uptake per unit mass of adsorbent is obtained. Sinee storage in a fixed volnme is dependent on the uptake per unit volume of adsorbent and not on the uptake per unit mass of adsorbent, it is neeessary to eonvert the mass uptake to a volume uptake. In this way an estimate of the possible storage capacity of an adsorbent can be made. To do this, the mass uptake has to be multiplied by the density of the adsorbent. Ihis density, for a powdered or granular material, should be the packing (bulk) density of the adsorbent, or the piece density if the adsorbent is in the form of a monolith. Thus a carbon adsorbent which adsorbs 150 mg methane per gram at 3.5 MPa and has a packed density of 0.50 g/ml, would store 75 g methane per liter plus any methane which is in the gas phase in the void or macropore volume. This can be multiplied by 1.5 to convert to the more popular unit, V/V. [Pg.285]

In Figure 8.8, sinee the observer dynamies will never exaetly equal the system dynamies, this open-loop arrangement means that x and x will gradually diverge. If however, an output veetor y is estimated and subtraeted from the aetual output veetor y, the differenee ean be used, in a elosed-loop sense, to modify the dynamies of the observer so that the output error (y — y) is minimized. This arrangement, sometimes ealled a Luenberger observer (1964), is shown in Figure 8.9. [Pg.254]

The fulvalene systems are not predieted to be aromatie by any of the theoretieal estimates of stability. Even simple resonanee eonsiderations would suggest polyene behavior, sinee only dipolar resonance stmctures can be drawn in addition to the single nonpolar stmeture. [Pg.538]

In proeess design ealeulations, it is usually more eonvenient to express the heat of reaetion in terms of the enthalpy per mole of produet formed or reaetant eonsumed. Sinee enthalpy is a state funetion, standard heats of reaetion ean be used to estimate the AH at different temperatures by making a heat balanee over a hypothetieal proeess ... [Pg.76]

Sinee the reaetor is isothermal, the equilibrium eonstants Kj and Kj are estimated at 1,400°F from equations developed by Hougen and Watson. The results are ... [Pg.383]

Palmatine and Associated Alkaloids. Palmatine, jatrorrhizine (jateorhizine) and columbamine were first isolated from ealumba root (Jateorhiza palmata Lam., Miers) as a result of the work of Giinzel followed by that of Feist, but all three have sinee been found in other genera. All three are quaternary bases, soluble in water, and methods for their isolation have been deseribed by Giinzel, Feist, and Spath and Polgar, usually dependent upon their preeipitation as iodides, or their reduetion to the tertiary tetrahydro-bases. The latter oeeur naturally in the Rhceadales and have been deseribed already (p. 284). A method for the separate estimation of the alkaloids of ealumba root has been described by Neugebauer and Brunner. " ... [Pg.342]

Thus as t, Gl and Bl but how does this affeet the mean erystal size Sinee the order of nueleation is usually more than that of growth, the nueleation rate deereases relatively more with an inerease in t. Thus, the mean size inereases despite the lower growth rate (reeall that the residenee time is longer). Methods to estimate to what extent will be eonsidered later. [Pg.204]

An example fiom virus vaeeine manufaeture is the titration, prior to inactivation, of the infectivity of the pools of live poliovims used to make inactivated poliomyelitis vaccine. Adequate infectivity of the virus from the tissue cultures is an indicator of the adequate virus content of the starting material and, sinee infectivity is destroyed in the inactivation process, there is no possibility of performing such an estimation after formolization. [Pg.314]

Sine fitting methods for estimating phase and modulation... [Pg.92]

Similarly, many different types of functions can be used. Arden discusses, for example, the use of Chebyshev polynomials, which are based on trigonometric functions (sines and cosines). But these polynomials have a major limitation they require the data to be collected at uniform -intervals throughout the range of X, and real data will seldom meet that criterion. Therefore, since they are also by far the simplest to deal with, the most widely used approximating functions are simple polynomials they are also convenient in that they are the direct result of applying Taylor s theorem, since Taylor s theorem produces a description of a polynomial that estimates the function being reproduced. Also, as we shall see, they lead to a procedure that can be applied to data having any distribution of the X-values. [Pg.441]

Typically, t(co) is small for co large. A spectrometer suppresses high frequencies. If the data i(x) have appreciable noise content at those frequencies, it is certain that the restored object will show the noise in a more-pronounced way. It is clearly not possible to restore frequencies beyond the band limit Q by this method when such a limit exists. (Optical spectrometers having sine or sine-squared response-function components do indeed band-limit the data.) Furthermore, where the frequencies are strongly suppressed, the signal-to-noise ratio is poor, and T(cu) will amplify mainly the noise, thus producing a noisy and unusable object estimate. [Pg.80]

Admitting that a high density is to some extent an indication of the presenco of mineral matters in greater abundnace, yet it is impossible, even approximately, to estimate the per centage of these by this test, sine a no fixed and constant relation can be established between the two. Besides, it is well known that a great difference in the amount of mineral matters is sometimes detected in coal from the same working. [Pg.78]

In spite of the many successes of the phase vocoder, numerous problems have limited its use. In the applications of time-scale modification and compression, for example, it is assumed that only one sine wave enters each bandpass filter within the filter bank. When more than one sine wave enters a bandpass filter, the meaning of the input sine-wave amplitude and phase envelope is lost. A particular sine wave also may not be adequately estimated when it falls between two adjacent filters of the filter bank. In addition, sine waves with rapidly-varying frequency due to large vibrato or fast pitch change are difficult to track. A result of using a fixed filter bank is that the frequency of... [Pg.191]

In this section, the model in Equation (9.18) is used to develop an analysis/synthesis system which will serve to test the accuracy of the sine-wave representation for audio signals. In the analysis stage, the amplitudes, frequencies, and phases of the model are estimated, while in the synthesis stage these parameter estimates are first matched and then interpolated to allow for continuous evolution of the parameters on successive frames. This sine-wave analysis/synthesis system forms the basis for the remainder of the chapter. [Pg.192]


See other pages where SINE estimator is mentioned: [Pg.199]    [Pg.40]    [Pg.40]    [Pg.41]    [Pg.42]    [Pg.199]    [Pg.40]    [Pg.40]    [Pg.41]    [Pg.42]    [Pg.1657]    [Pg.555]    [Pg.89]    [Pg.95]    [Pg.459]    [Pg.1133]    [Pg.339]    [Pg.127]    [Pg.203]    [Pg.319]    [Pg.48]    [Pg.212]    [Pg.64]    [Pg.156]    [Pg.49]    [Pg.837]    [Pg.81]    [Pg.105]    [Pg.1176]    [Pg.292]    [Pg.227]    [Pg.80]    [Pg.107]    [Pg.192]    [Pg.192]    [Pg.193]    [Pg.195]   
See also in sourсe #XX -- [ Pg.40 , Pg.57 ]




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