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Using the International Tables

Detailed information on all 230 space groups are given in Volume A Space-Group Symmetry of the International Tables for Crystallography. The tabulation for space group C2/c is reproduced in the left column of Table 9.3.11, and explanation of various features are displayed in the right column. This may be compared with the information for C2/c given in Table 9.3.10. [Pg.323]


Using the International Tables for Crystallography describe every atom in terms of the multiplicities and Wyckoff letters of their site positions and establish the content of the unit cell, the simplest chemical formula and the number of formula units (Z) per unit cell. [Pg.98]

A small point to note in using Steam Tables as well as program steam is that these sources use the International Table calorie, which is defined as 4.1868 joules. Physical chemistry sources generally use the thermochemical calorie, which is 4.184 joules. This makes it difficult to be completely consistent when using calories for aqueous solutions, and is a good reason for using the SI system of units. [Pg.388]

The electron distribution, p(r), has been computed by quantum mechanics for all neutral atoms and many ions and the values off(Q), as well as coefficients for a useful empirical approximation, are tabulated in the International Tables for Crystallography vol C [2]. In general,is a maximum equal to the nuclear charge, Z, lor Q = 0 and decreases monotonically with increasing Q. [Pg.1363]

All tenus in the sum vanish if / is odd, so (00/) reflections will be observed only if / is even. Similar restrictions apply to classes of reflections with two indices equal to zero for other types of screw axis and to classes with one index equal to zero for glide planes. These systematic absences, which are tabulated m the International Tables for Crystallography vol A, may be used to identify the space group, or at least limit die... [Pg.1374]

Figure 4.4 The general protocol for information extraction from an herbal text (A-E) is paired with case examples from our work with the Ambonese Herbal by Rumphius. (A) Text is digitized. (B) Through either manual reading or automated extraction the plant name(s), plant part(s), and symptoms or disorders are identified. (C) These extracted data are then updated (as necessary) to reflect current names of the plants, using the International Plant Names Index (IPNI), and the pharmacological function(s) of the described medicinal plants are extrapolated from the mentioned symptoms and disorders. (D) The current botanical names are queried against a natural products database such as the NAPRALERT database to determine whether the plant has been previously examined. (E) Differential tables are generated that separate the plants examined in the literature from plants that may warrant further examination for bioactivity. (Adapted from Trends in Pharmacological Sciences, with permission.) See color plate. Figure 4.4 The general protocol for information extraction from an herbal text (A-E) is paired with case examples from our work with the Ambonese Herbal by Rumphius. (A) Text is digitized. (B) Through either manual reading or automated extraction the plant name(s), plant part(s), and symptoms or disorders are identified. (C) These extracted data are then updated (as necessary) to reflect current names of the plants, using the International Plant Names Index (IPNI), and the pharmacological function(s) of the described medicinal plants are extrapolated from the mentioned symptoms and disorders. (D) The current botanical names are queried against a natural products database such as the NAPRALERT database to determine whether the plant has been previously examined. (E) Differential tables are generated that separate the plants examined in the literature from plants that may warrant further examination for bioactivity. (Adapted from Trends in Pharmacological Sciences, with permission.) See color plate.
A perspective view of the graphical symbols used in the International Tables (Hahn 2002) for the different axes is shown, (t is the shortest translation vector in the direction of the axes). The projection (along these axes) on the base plane of the equivalent points is also shown notice that the same projection is obtained in all the cases illustrated. The coordinates of all the equivalent points in the different sets are listed. Notice that the x, y, z coordinates are fractional coordinates they indicate the positions along the corresponding directions as fractions of the constants a, b and c (in these examples c = t). [Pg.101]

Examples of alternative descriptions of the unit cell In a number of cases, in order for instance, to compare a given atomic distribution and arrangement with several others, it may be useful to use different descriptions of the same structure (to refer to different, but obviously equivalent, unit cells). The transformations (of the unit cell constants and, consequently, of the coordinates of the atomic positions) are described, for the general case, for instance, in the International Tables (Hahn 2002). A few, frequently used, transformation formulae of the unit cell constants are reported here. [Pg.106]

Symmetry restrictions for third- and fourth-order anharmonic temperature parameters are Used in the International Tables for X-ray Crystallography Vol. IV (1974). A more complete list for elements up to rank eight has been derived by Kuhs (1984). [Pg.293]

The data, obtained through use of the equipment mentioned above, is tabulated in the format used in the ASTM Powder Diffraction File (Refs 4,6,10,21 22). likewise, the format and conventions of the International Tables for X-Ray Crystallography (Ref 5) are usually also adhered to closely... [Pg.401]

The whole structure should be checked by calculations of hkl intensities. The appropriate expression will be found in the International Tables (1952). It is possible to use the Bragg and Lipson charts to shorten such calculations (see p. 291). The final parameters were found by Wyckoff and Corey to be z0 — 0-335, zG = 0 60, xN — 0-145, zN = 0-18. [Pg.334]

This list is reproduced exactly as it appears in the International Tables. It tells us all the different kinds of locations that exist within one unit cell. In each instance we are given the multiplicity of the type of point, namely, how many of them there are that are equivalent and obtainable from each other by application of symmetry operations. There is also an italic letter, called the Wyckoff letter. This is simply an arbitrary code letter that some crystallographers sometimes find useful these letters need not concern us further. Next there is the symbol for the point symmetry that prevails at the site. Finally, there is a list of the fractional coordinates for each point in the set. [Pg.391]

To conclude our discussion of monoclinic space groups, let us examine the group P2y/c—probably the one most commonly found out of all the 230. We use the older, more common choice of axes just to illustrate that such a choice is entirely practical even if it is not now officially sanctioned. We show the standard diagrams (as they appear in the 1983 Edition of the International Tables) and table of positions for P2j/c in Figure 11.21. [Pg.395]

Under an international agreement concluded in 1960, scientists throughout the world now use the International System of Units for measurement, abbreviated SI for the French Systeme Internationale d Unites. Based on the metric system, which is used in all industrialized countries of the world except the United States, the SI system has seven fundamental units (Table 1.3). These seven fundamental units, along with others derived from them, suffice for all scientific measurements. We ll look at three of the most common units in this chapter—those for mass, length, and temperature—and will discuss others as the need arises in later chapters. [Pg.10]

This expression has been evaluated by using the internal displacement parameter of Table 8-4 and, in Table 9-4, the resulting e, are compared with values derived from experimental piezoelectric constants compiled by Martin (1972a). The... [Pg.224]

Space group possibilities based on systematic absences can be obtained from the International Tables for X-ray Crystallography, or can also be determined using CHEKCELL. ... [Pg.6431]

Databases are the essential resource for work in this area. They are the repositories of sequence information on a variety of organisms, induding the human genome, and databases in the public domain can all be acessed via the Internet. Sequences are stored in databases using the internationally agreed one-letter codes from nucleic acids and amino acids listed in Table 8-2. [Pg.314]

X-ray absorption coefficients are listed in the International Tables of Crystallography IIP 2) From the numerous empirical formulae used for the Computation of X-ray absorption coefficents we just mention... [Pg.127]

Fig. 2. Dispersion of fo + f of europium in EufPhAcAc), at the three L-absorption edges after Lye, Phillips, Kaplan Doniachand Hodgson ). The f"-values were calculated by using the Kramers-Kronig relation (Eq. (17)). The absolute scale (in electrons) relies on values of f and f at CrK, and CuK, which were taken from The International Tables of Crystallography, IV ... Fig. 2. Dispersion of fo + f of europium in EufPhAcAc), at the three L-absorption edges after Lye, Phillips, Kaplan Doniachand Hodgson ). The f"-values were calculated by using the Kramers-Kronig relation (Eq. (17)). The absolute scale (in electrons) relies on values of f and f at CrK, and CuK, which were taken from The International Tables of Crystallography, IV ...
Our IBM 7040 least-squares programme was modified to cope with this situation. After several cycles of refinement of the gold atomic parameter, a c-axis difference electron-density projection was computed. On the resulting map it WM possible to locate the fluorine atoms there are only two independent fluorines, one in the general position x, y, z), 12(c), and the other in the special position (J, 0, 0), 6(o). Structure factors were calculated by use of the scattering factors of the International Tables for Au and F, that for gold being corrected for the real part of the anomalous dispersion effect B was taken as 2-0 A. ... [Pg.351]

Explain the significance of the specific internal energies and enthalpies tabulated in the steam tables (B.5, B.6, and B.7), remembering that we can never know the true values of either variable in a given state. Given any process in which a specified mass (or mass flow rate) of water changes from one state to another, use the steam tables to calculate Af/ (or Af/) and/or (or H). [Pg.315]


See other pages where Using the International Tables is mentioned: [Pg.323]    [Pg.98]    [Pg.143]    [Pg.323]    [Pg.98]    [Pg.143]    [Pg.67]    [Pg.77]    [Pg.614]    [Pg.225]    [Pg.225]    [Pg.145]    [Pg.622]    [Pg.9]    [Pg.43]    [Pg.188]    [Pg.106]    [Pg.225]    [Pg.225]    [Pg.240]    [Pg.104]    [Pg.100]    [Pg.267]    [Pg.10]    [Pg.418]    [Pg.188]    [Pg.23]    [Pg.225]    [Pg.894]    [Pg.106]   


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Using the tables

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