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Inversion procedures

Several selective interactions by MIP membrane systems have been reported. For example, an L-phenylalanine imprinted membrane prepared by in-situ crosslinking polymerization showed different fluxes for various amino acids [44]. Yoshikawa et al. [51] have prepared molecular imprinted membranes from a membrane material which bears a tetrapeptide residue (DIDE resin (7)), using the dry phase inversion procedure. It was found that a membrane which contains an oligopeptide residue from an L-amino acid and is imprinted with an L-amino acid derivative, recognizes the L-isomer in preference to the corresponding D-isomer, and vice versa. Exceptional difference in sorption selectivity between theophylline and caffeine was observed for poly(acrylonitrile-co-acrylic acid) blend membranes prepared by the wet phase inversion technique [53]. [Pg.136]

Using successively an inverse Cluster Variation Method and an IMC algorithm, we determined a set of nine interactions for each alloy (for the IMC procedure, we used a lattice size of 4 24 ). For each alloy, the output from the inverse procedure has been used as an input interaction set in a direct MC simulation, in order to calculate a... [Pg.34]

In crystals, the scattering densities are periodic and the Bragg amplitudes are the Fourier components of these periodic distributions. In principle, the scattering density p(r) is given by the inverse Fourier series of the experimental structure factors. Such a series implies an infinite sum on the Miller indices h, k, l. Actually, what is performed is a truncated sum, where the indices are limited to those reflections really measured, and where all the structure factors are noisy, as a result of the uncertainty of the measurement. Given these error bars and the limited set of measured reflections, there exist a very large number of maps compatible with the data. Among those, the truncated Fourier inversion procedure selects one of them the map whose Fourier coefficients are equal to zero for the unmeasured reflections and equal to the exact observed values otherwise. This is certainly an arbitrary choice. [Pg.48]

Although a direct comparison between the iterative and the extended Lagrangian methods has not been published, the two methods are inferred to have comparable computational speeds based on indirect evidence. The extended Lagrangian method was found to be approximately 20 times faster than the standard matrix inversion procedure [117] and according to the calculation of Bernardo et al. [208] using different polarizable water potentials, the iterative method is roughly 17 times faster than direct matrix inversion to achieve a convergence of 1.0 x 10-8 D in the induced dipole. [Pg.242]

The submitters and the checkers prepared the sodium ethoxide in the conventional manner. However, sodium eth-oxide and sodium methoxide are very conveniently prepared by the inverse procedure, as described by Tishler in Fieser, Experiments in Organic Chemistry, 2nd Ed., 1941, D. C. Heath and Company, New York, p. 385 (bottom) The metal is placed in the flask, and the alcohol is added through the condenser at such a rate that rapid refluxing is maintained. It is necessary, as a precautionary measure, to clamp the flask and not to trust to the friction between a rubber stopper and the flask to hold the flask in place. When this precaution is taken, a cooling bath may be used with safety. It is necessary to cool the flask the metal must not be allowed to melt, as this will result in the formation of one large mass with a greatly decreased metallic surface. (Private communication, C. F. H. Allen.)... [Pg.9]

In addition, the fulvestrant could be glycosylated effectively at its 17-OH position with pivaloylated glycosyl trichloroacetimidates, which suppressed the competing transacylation side reaction and led to improved yields of the desired glycosides (Scheme 3.48d) [503]. In this synthesis, the inverse procedure (i.e. addition of a trichloroacetimidate donor to a mixture of an acceptor and a promoter) was found to be superior for glycosylations. Very recently, a stepwise synthesis of branched... [Pg.185]

The problem of determining the parameters given the moments is non-trivial when 2 < Wm[-. For this case, simple analytical expressions such as (5.144) are not available, and thus the inversion procedure must be carried out numerically. [Pg.195]

The efficiency of this approach could be demonstrated in a-fucosylation with donor 32a and the acceptors 19C and 33A-D (Table XXXIII). Thus, with the help of this inverse procedure, the versatile building blocks for syntheses of the Lea, Le, Ley, and H antigen determinants are readily accessible (176). Presumably, this procedure may become of general importance when reactive glycosylating agents are employed. Alternatively, the reactivity of the fucosyl donor could be decreased, as has been recently proven very successfully (177). [Pg.105]

Thus, it can be taken into account directly when the HFDB (not HFD) calculation [8] is performed to generate outer core and valence bispinors but in the inversion procedure of the HF equations for generating the components of GRECP, the conventional interelectronic Coulomb interaction should be used instead of the Coulomb-Breit one. Then, in the GRECP calculations one should consider only the Coulomb interaction between the explicitly treated electrons. [Pg.238]

The inversion procedure is most straightforward when attenuation in the coupling fluid is ignored. This may present problems in high-frequency applications. [Pg.124]

Spectroscopic measurement. Specifically, if the induced dipole moment and interaction potential are known as functions of the intermolecular separation, molecular orientations, vibrational excitations, etc., an absorption spectrum can in principle be computed potential and dipole surface determine the spectra. With some caution, one may also turn this argument around and argue that the knowledge of the spectra and the interaction potential defines an induced dipole function. While direct inversion procedures for the purpose may be possible, none are presently known and the empirical induced dipole models usually assume an analytical function like Eqs. 4.1 and 4.3, or combinations of Eqs. 4.1 through 4.3, with parameters po, J o, <32, etc., to be chosen such that certain measured spectral moments or profiles are reproduced computationally. [Pg.153]

Figure I. The time-dependent Na2 fluorescence signal, F(t), following excitation of the Xg ground state by a 1200 cm-1 wide pulse. 444-90 points strobed for the inversion procedure. The data is for the X - B case with pure radiative decay. The pulse, whose center frequency is 22,400 cm-1, simultaneously excites the 46 to 4is Na2(B ID vibrational states. Figure I. The time-dependent Na2 fluorescence signal, F(t), following excitation of the Xg ground state by a 1200 cm-1 wide pulse. 444-90 points strobed for the inversion procedure. The data is for the X - B case with pure radiative decay. The pulse, whose center frequency is 22,400 cm-1, simultaneously excites the 46 to 4is Na2(B ID vibrational states.
The potential curves derived from such calculations can often be empirically improved by comparison with so-called experimental curves derived from observed spectroscopic data, using Rydberg-Klein-Rees (RKR) or other inversion procedures. It is often found, particularly for the atmospheric systems, that the remaining correlation errors in a configuration interaction (Cl) calculation are similar for many excited electronic states of the same symmetry or principal molecular-orbital description. Thus it is often possible to calibrate an entire family of calculated excited-state potential curves to near-spectroscopic accuracy. Such a procedure has been applied to the systems described here. [Pg.228]

At convergence, the errors associated with the solution of the inversion procedure can be characterized by the variance-covariance matrix x of x given by ... [Pg.337]

The results obtained so far indicate that both forward model error, i.e. error due to imperfect modeling of the atmosphere, and convergence error, i.e. error due to the feet that the inversion procedure does not find the real minimum of the %2 function, are much smaller than the measurement error due to radiometric noise. [Pg.343]

Electrophilic addition reactions of tetravalent tellurium compounds have been reviewed.64 2-Naph-thyltellurium trichloride (ArTeCb) adds to alkenes in an anti stereospecific manner (equation 11), whereas tellurium tetrachloride gives mixtures of 2 1 adducts with both syn and anti addition.72 A one-pot alkene inversion procedure has been developed, based upon TeCU addition to alkenes followed by treatment of the (3-chloroalkyltellurium trichloride adduct with aqueous Na2S (Scheme 37).73 Tellurium compounds such as tellurinyl acetates, ArTe(0)0Ac, prepared in situ through reaction of tellurinic acid anhydrides with acetic acid, can be employed in oxytelluration and aminotelluration procedures (Schemes 38 and 39).74 In the oxytelluration reaction intermediate triacetates of the type RCH2Te(OAc)2Ph are reduced with hydrazine to the corresponding tellurides. [Pg.343]

Since the accuracy of the light scattering apparatus and the reliability of the inversion procedure had been proven by comparison of four methods on Dow polystyrene latex LS-1028-E (6), it was decided to examine a larger latex in more detail as a further study of the method of determining the internal structure of a latex by wide-angle light scattering. [Pg.280]

Organic chemists have devoted countless man-years to unravel the complexities of chemical synthesis, with remarkable success. The fruits of their labour, well beyond the scope of this book, confirm that, for any molecule, a logical precursor exists and by systematically working backwards a well-defined synthetic pathway to the final product can be mapped out. The inverse procedure, i.e. analysis by chemical degradation used to be the method... [Pg.241]

We were also able to obtain a continuous linewidth distribution curve 0(ryv,K) from the regularization approach by inversion of equation (15). The result obtained from the Laplace inversion procedure is a set of delta functions G. K) which approximate the continuous G(ryv,K) curve sampled at equal intervals. The subscript w shall henceforth be omitted in the interest of clarity in notation. In order to obtain a size distribution from G(IL,K) we need to convert both the ordinate and the abscissa (IL) in the following way. [Pg.124]

With an appropriate extrapolation of the data beyond the highest and lowest measured energies, we also calculated ft by Kramers Kronig (KK) analysis [32]. The agreement between the optical constants determined by the 7Z and T inversion procedures and those obtained from KK analysis is very good (see Fig. 2.3). [Pg.68]


See other pages where Inversion procedures is mentioned: [Pg.202]    [Pg.114]    [Pg.213]    [Pg.304]    [Pg.307]    [Pg.17]    [Pg.61]    [Pg.187]    [Pg.98]    [Pg.446]    [Pg.159]    [Pg.127]    [Pg.707]    [Pg.294]    [Pg.311]    [Pg.65]    [Pg.342]    [Pg.54]    [Pg.105]    [Pg.386]    [Pg.143]    [Pg.78]    [Pg.78]    [Pg.73]   
See also in sourсe #XX -- [ Pg.336 , Pg.354 ]




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