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SIMPSON program

Two-dimensional PISEMA spectra experimentally obtained from powder samples are analyzed by comparison with simulations to determine Euler angles that define the orientation of the CSA tensor in the molecular frame, while the magnitudes of the CSA tensor is measured from a ID chemical shift powder pattern. Some examples of PISEMA spectra of powder samples simulated using SIMPSON program 5 are shown in Fig. 6. PISEMA spectra correlating the N chemical shift and the ll 5r dipolar coupling interactions associated with an amide site of a peptide (Fig. 6(A)) and with the N -H bond of the imidazole ring in histidine (Fig. 6(B)) were simulated. [Pg.19]

Fig. 9. Two-dimensional PISEMA spectra of a SIMMOL-generated 300-residue polyalanine containing PISA wheels simulated using the SIMPSON program (A) an ideal a-helical peptide (0=—65°, 40°), (B) an ideal P-strand-I peptide... Fig. 9. Two-dimensional PISEMA spectra of a SIMMOL-generated 300-residue polyalanine containing PISA wheels simulated using the SIMPSON program (A) an ideal a-helical peptide (0=—65°, 40°), (B) an ideal P-strand-I peptide...
Our Simpson s rule program is written in QBASIC (Appendix A). Today s computer world is full of complicated and expensive software, some of which we shall use in later chapters. Unfortunately, it is not hard to find software that is overpriced and overwritten (which we shall not use). Although it is not appropriate to recommend software in a book of this kind, the simple software used here has been used for several years in both a teaching and a research setting. It works. [Pg.12]

In the first pari of this project, the analytical form of the functional relationship is not used because it is not known. Integration is carried out directly on the experimental data themselves, necessitating a rather different approach to the programming of Simpson s method. In the second part of the project, a curve fitting program (TableCurve, Appendix A) is introduced. TableCurve presents the area under the fitted curve along with the curve itself. [Pg.24]

This is not E, i , of course you must find the minimum energy by systematic variation of ot. Alternatively, a QBASIC or TBASIC program can be written to integrate Eq. (6-28) by Simpson s rule. [Pg.182]

M. Bak, J. T. Rasmussen and N. C. Nielsen, SIMPSON a general simulation program for solid-state NMR spectroscopy. J. Magn. Reson., 2000,147, 296-330. [Pg.107]

Monitoring and Evaluation. Program model Simpson, 1995), predictions are 27% higher than the mean whereas the lowest, the CB4-TNO version of the carbon bond 4 mechanism, predicts ozone concentrations 35% below the mean. Other studies in which the carbon bond 4 mechanism was tested against environmental chamber data have also found that it underpredicts 03 formation (e.g., Simonaitis et al., 1997). The sensitivity of predicted 03 by CB4 to the chemistry, particularly radical-radical reactions, has been discussed by Kasibhatla et al. (1997). [Pg.891]

After establishing a phylogenetic tree, further analysis can be pursued to determine patterns in diversity within and across communities. Phylogenetic diversity (PD) can be determined with the aid of programs like DOTUR (84), and DIVERSITY (85). DOTUR calculates the Shannon-Weiner index, a calculation of diversity based on how predictable the community is, and the Simpson diversity index, a calculation based on both the number of different samples in a community and their proportions in addition to several richness estimators. DIVERSITY calculates PD a diversity index that summates... [Pg.88]

Similar validation is conducted by some other regulatory authorities. For example, it was shown in an Australian study that there was no effect on sensitive species at concentrations 10 times above the EQS values for metals in sediments because of the EQS derivation method in which toxicity was equally ascribed to cooccurring chemicals (leading to concerns over the ecological realism of sediment metal EQS values) (Simpson et al. 2005). In Canada, no formal validation programs of this type have been undertaken. [Pg.88]

First perform the integration analytically, using a table of integrals if necessary then write a spreadsheet or computer program to do it using Simpson s rule (Appendix A.3). Have the program evaluate Cp at 11 equally spaced points from 150 C to ISOO C, estimate and print the value of A//, and repeal the calculation using 101 points. What can you conclude about the accuracy of the numerical calculation ... [Pg.416]

The computer program calculates in each time step a new concentration profile, temperature, diffusivity, and amount adsorbed at equilibrium. At convenient intervals, the concentration profile is integrated using Simpson s rule to give the amount adsorbed. This quantity was divided by the equilibrium adsorption at the bath temperature to give the approach to equilibrium factor Z. [Pg.167]

The principal components of the chemical-shift tensor are usually determined by fitting the theoretically predicted data to the experimentally obtained values. A number of simulation and fitting programs are currently available, e.g., SIMPSON, DMFIT, etc. Due to the strong and complicated dipole-dipole interactions of H nuclei, only the... [Pg.233]

Recently, two programs based on similar principles have been introduced BlocfiLib and SPINEVOLIJTTON. These programs should offer the same sort of flexibility as SIMPSON with similar or different procedures for fast execution of numerical simulations. Examples of the use of these programs can be found in the respective publications. In the following, we will show typical examples of numerical simulations primarily based on SIMPSON calculations, as it is our impression that SIMPSON is currently the most widely distributed and used program for calculation of solid-state NMR spectra. [Pg.252]


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See also in sourсe #XX -- [ Pg.19 , Pg.31 , Pg.32 ]

See also in sourсe #XX -- [ Pg.303 ]




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