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Grid softwar

The molecular interaction fields (MIF) in the binding site of the cytochromes were obtained using a grid step size of 0.5 A and a self-accommodating dielectric constant [16]. The grid box size for the five isoforms was placed around the active site cavities and carefully refined using the tools available in the GRID software. [Pg.275]

GRID Software Program, Molecular Discovery Ltd, West Way House, Elms Parade, Oxford 0X2 9LL, England... [Pg.267]

It is of course also possible to arrange so that the measurements are made at every point with a fixed instrument and the data transferred to a computer equipped with suitable software to produce the grid map, all in real time. If the graph is also superimposed on a video picture from the measured area, the result will be a video, visualizing the. spatial distribution in real time. [Pg.1116]

For instance, of great interest are through or continuous execution schemes available for solving the diffusion equation with discontinuous diffusion coefficients by means of the same formulae (software). No selection of points or lines of discontinuities of the coefficients applies here. This means that the scheme remains unchanged in a neighborhood of discontinuities and the computations at all grid nodes can be carried out by the same formulae without concern of discontinuity or continuity of the diffusion coefficient. [Pg.146]

One of the first studies to predict log P by using potential energy fields calculated using the GRID and CoMFA approaches was done by Kim [60]. The author investigated H, CH3 and H2O probes, and calculated the best models using the hydro-phobic probe H2O for relatively small series (20 or less compounds each) of furans, carbamates, pyridines and pyrazines. A similar study was performed by Waller [61] who predicted a small series of 24 polyhalogenated compounds. Recently, Caron and Ermondi [62] used a new version of Cruciani s software, VolSurf [63], to predict the octanol-water and alkane-water partition coefficients for 152 compounds with r = 0.77, q = 0.72, SDEP = 0.60 for octanol-water and r = 0.76, q = 0.71, SDEP = 0.85 for alkane-water. [Pg.392]

The volume occupied by the host framework was calculated by subtracting the "available volume , after removal of the guest molecules, from the volume of the unit ceU. "Available volumes were calculated with Molecular Simulations Inc. Cerius2 (v. 35) software using a probe radius of 05A and "fine grid spacing. [Pg.233]

Last not least, there is a great variety of proprietary lO-design software that has been developed at research facilities and university institutes. E.g., at the TU Delft the S-matrix oriented software Photonic CAD was established several years ago, an innovative 10 design framework based on Hewlett Packard s Microwave Design System. Actual academic work e.g. addresses modes of bent waveguides, BMS-3D" ° is a quite new bend mode solver of the IRE, Prague, or FDTD-schemes with non-uniform grids, a topic of special importance to improve computational efficiency when multi-scale feature sizes are requested, to name a few of recent tasks, only. [Pg.250]

A convenient data collection strategy is to perform a loop scan in which the specimen is set at a particular angle and then a -2 scan is performed. The specimen position is then incremented and another -2 or longitudinal scan is performed. In this way, one collects data in a square grid in reciprocal space. Appropriate software is then nsed to convert the data to reciprocal space coordinates nsing the eqnations given in the last section. [Pg.172]

An overall alignment of the Atlas Array phosphor image to the Atlasimage Grid Template is made using the Atlas Image software. [Pg.459]

Academia has been rich in producing theoretical computational methodology that underpins molecular modeling. The following software arose from universities or private and publicly funded institutes AMBER [10], INSIGHT [11,12], CHARMM [13], SYBYL [14], GRID [15], DOCK [16] and HINT (Hydropathic INTeractions) [39]. All except AMBER were commercialized. [Pg.461]

M. Yamashita, K. Fujisawa, and M. Kojima, Optimization Methods < Software 18, 491 (2003). Available at http //grid.r.dendai.ac.jp/sdpa. [Pg.117]

A 4-D grid is no harder to model as a graph than a 2-D grid, so my software can generate 4-D mazes just by starting with the appropriate... [Pg.190]


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See also in sourсe #XX -- [ Pg.363 ]




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