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Returning to the discussion of the atom, the nuclei are the attractors of the gradient vector eld of the electron density (r), and the space of the molecule is partitioned into basins By de nition, a basin is the region of space traversed by the trajectories terminating at a given nucleus or attractor Because a single attractor is associated with each basin, an atom can be de ned as the union of an attractor and its basin [59, 60] The next question of interest is What is a bond Figure D5 is a repeat of Figure D3, but it includes the trajectories that originate at the bond critical points we called out before [ (r) 0] and terminate at an attractor or at in nity As it can be seen in Figure D.

The following statement uses the INNER JOIN clause to produce the same result:

5 (keeping in mind that the gure is only two dimensional), with each critical point there is an associated set of trajectories that start at in nity and terminate at the critical point (only two of which appear in the speci c plane shown in the gure, but keeping in mind that there will be a set in each plane Fig D6 attempts to illustrate the three-dimensional physical environment that exists) The trajectories de ne a surface (called interatomic surface) that separates the basins of neighboring atoms In the gures for ethane being discussed here, there is a unique pair of trajectories that originate at each critical point and terminate, one each, at the neighboring nuclei (in more complex molecules there could be more than just two neighboring nuclei) The unique pair of trajectories de ne a line through space Along this line the electron density is a maximum.

3 5,

Keep in mind that there are two sets of trajectories associated with such a critical point, the set that terminates at the critical point.

These values really go together so, to represent them together, you use a group attribute An object attribute represents a relationship with some other semantic object For example, a relationship may represent logical containment A COURSE class would have a STUDENT object attribute to represent the students taking the course Similarly the STUDENT class would have a COURSE object attribute representing the courses that a student was taking Each of these classes is related to the other so they are called paired classes Similarly their related attributes are called paired attributes..

where A indicates the wavelength. It is interesting to note that 8, is not a function of N , but is dependent on d. For more illustration, figure 3.4 is re-plotted for d = 15 mm in figure 3.5. It is observed that the nearest grating lobes for f = 60 kHz are at 33.5" and -11.8' and are consistent with those obtained using equation (3.15). The frequency dependence of the beam patterns increases as we move away from the desired angle.

Getting acquainted with AutoCAD and AutoCAD LT Starting AutoCAD and AutoCAD LT Creating a new drawing Using the AutoCAD and AutoCAD LT interface Saving your drawing Closing a drawing and exiting AutoCAD and AutoCAD LT

This table is susceptible to update anomalies because it contains duplicated data. If you moved the Poisons for Fun and Pro t seminar to Castle Blue in the rst record, it would contradict the Castle value in row 5. It s also vulnerable to deletion anomalies because the relationship between Castle and Seminar is stored implicitly in this table. If you deleted the second record, you would lose the fact that the Terri c Tilting seminar is taking place in Castle Blue. Finally, this table suffers from insertion anomalies. For example, you cannot create a record for a new seminar without assigning an attendee to it. In short, this table has a problem because it has multiple overlapping candidate keys. This table has two candidate keys: Attendee/Castle and Attendee/Seminar. Either of those combinations will uniquely identify a record. The remaining combination, Castle/Seminar, cannot identify the Attendee so it s not a candidate key. The Castle and Seminar elds have a dependency: Seminar determines Castle (but not vice versa). In other words, Seminar is a determinant of Castle. This table is not in BCNF because Seminar is a determinant but is not a candidate key. You can put this table in BCNF by pulling out the dependent data and linking it to the determinant. In this case, that means moving the Castle data into a new table and linking it back to its determinant, Seminar. Figure 7-12 shows the new design.