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Pairs computer program

A problem with employment of ASON in a larger clinical setting is their poor uptake and inappropriate intracellular compartmentalization, e.g., sequestration in endosomal or lysosomal complexes. In addition, there is a need for a very careful selection of the ASON-mRNA pair sequences that would most efficiently hybridize. To date, several computer programs are used to predict the secondary and tertiary structures of the target mRNA and, in turn, which of the mRNA sequences are most accessible to the ASON. However, even with this sophisticated techniques, the choice of base-pairing partners still usually includes a component of empiricism. Despite these principal limitations, it has become clear that ASON can penetrate into cells and mediate their specific inhibitory effect of the protein synthesis in various circumstances. [Pg.186]

Exercise 3.3. Write a computer program for N dipoles (represented by pairs of bonded atoms 0.9 A apart with charges of +0.4 and —0.4 au). Use the potential... [Pg.80]

STEP 2. Determine for each possible pairing of like-signed charges the values of the functions %(/) and E9(j(I) of I by numerical integration or approximation (for details, see Pitzer, 1987, pp. 130-132 Harvie and Weare, 1980). A computer program for this purpose is listed in Appendix 2. The functions are zero for like charges and symmetrical about zero, so only the positive unlike pairings (e.g., 2-1, 3-1, 3-2) need be evaluated. [Pg.125]

For more complex spin systems, a computer program PHIP+ has been developed [13, 45] which allows the expected PHIP spectra to be calculated from the chemical shifts and coupling constants of the products. Depending upon which proton pair in the product molecule stems from p-H2, different - but characteristic - polarization patterns result [14]. The patterns also depend on the sign of the coupling constants. Simple sign rules governing the relative sequence of the emission and absorption lines in the PHIP spectra (i.e., their phase ) can be formulated in similar manner to the Kaptein Rules of chemically induced dynamic nuclear polarization (CIDNP) [15]. [Pg.318]

In order to determine the ion pair dissociation constant Kd, of a salt it is necessary therefore to measure X as a function of C and obtain a roughly extrapolated value for X0. Calculation of the variables F(z)/X and f 2 F(z)CX is usually accomplished with a small computer program, and hence a more accurate value for X0 and a first value for Kd obtained from a straight line plot of these functions. It is, however, more convenient to carry out the whole process by computer with iteration accompanied by a least mean square calculation to obtained the most accurate value for X0 and Kd. For solvents of low dielectric constant, and if sufficiently dilute solutions are not examined, Fuoss plots deviate downward at higher concentrations, because of triple ion formation. This can lead to an excessively low estimate for X0 and too high a value for Kd. [Pg.8]

Figure 9.1 The Human Genome Project completed the human genome sequence in 2003 using new tools like the computer program shown above. This program provides an automated method of decoding the sequence of base-pairs in DNA fragments extracted from human chromosomes. Figure 9.1 The Human Genome Project completed the human genome sequence in 2003 using new tools like the computer program shown above. This program provides an automated method of decoding the sequence of base-pairs in DNA fragments extracted from human chromosomes.
The CEPA computer programs, developed by two German groups78,104 are based on the use of pair natural orbitals and, therefore, it is appropriate to refer to their approach as the CEPA-PNO method. The construction of H-matrix elements over the PNO s is the same as with the PNO-CI (this was noted in the preceding section). [Pg.144]

An RG of type I (RG I) produces from a given BE-matrix B those pairs (B,E) that comply with B + R = E under the mathematical fitting conditions (a) and the valence chemical boundary conditions (b), while an RG of type II (RG II) produces from a given R-matrix R all pairs (B,E) under the above conditions. Accordingly, an RG I elaborates all chemical reactions that an EM(B) can undergo, or by which it can be formed, whereas all reactions that have in common the same electron shift pattern, as given by R, are manufactured by an RG II. Thus the RG I and RG II are complementary devices and so are the computer programs that contain them. [Pg.142]

A comprehensive test battery for behavioral and functional development is available for the cynomolgus monkey infant (Table 18.5). Many of these tests use the Brazleton-based human neonatal behavioral assessment scale, and the tests have been modified and adopted for use in NHP [34,35], For mother-infant interaction, a video recording is evaluated quantitatively using a special computer program. Mother-infant pairs are videotaped in a home cage situation at 3 to 4 months of age. The tapes are scored for separations and reunions of the mother and infant, as well as which party initiates the separation/reunion and the reaction of the other party [36],... [Pg.385]

Application of a computer program to these data of Fig. 24 yielded calculated values of a for every possible solute pair in the seven mobile phases used. The program then interpolated these data over the entire compositional triangle by fitting to a quadratic curve, to yield values of a as a function of mobile-phase composition. Finally, these a values are plotted in trilinear form (Fig. 25) in such a manner as to indicate mobile-phase compositions of optimum selectivity. Figure 25a shows such a plot for band pair 6-8, where the white region indicates resolution of the two bands (on one 25-cm silica column) greater than the minimum desired Rs > 1.0). [Pg.212]

The CEPA computer programs, developed by two German groups are based on the use of pair natural orbitals and, therefore, it... [Pg.99]


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