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A Table of Distances

Appropriate spacing of unit operations within a process and appropriate spacing of a process from other processes, from employees nonessential to day-to-day process operation, and from the public is inherently safer. A definition of appropriate spacing would assist in evaluating the process location alternatives. This definition may take the form of a table of distances as a function of the type of hazard, inventory quantity and other factors. [Pg.131]


Other estimations of o-y and cr by Briggs for two different situations, urban and rural, for each Pasquill stability class, as a function of distance between source and receptor, are given in Tables 19-6 and 19-7 (12). [Pg.302]

Step through the sequence of structures representing dissociation oiketene to methylene and carbon monoxide. Plot energy (vertical axis) vs. carbon-carbon bond distance (horizontal axis). Would you describe ketene as a weak complex between singlet methylene and carbon monoxide Explain. (A table of CC and CO bond lengths is found at left.) Is there an energy barrier to the dissociation ... [Pg.244]

Thus, the distance /2a may be regarded as a measure of the width of the distribution A k) and is called the half width. The half width may be defined using 1/2 or some other fraction instead of 1/e. The reason for using 1/e is that the value of k at that point is easily obtained without consulting a table of numerical values. These various possible definitions give different numerical values for the half width, but all these values are of the same order of magnitude. Since the value of I (x, r) falls from its maximum value of (2jr) to 1/e of that value when x — v t equals v/lja, the distance flja may be considered the half width of the wave packet. [Pg.11]

In Fig. 7.4 the energies of interaction (double-layer repulsion, VRl and van der Waals attraction, Va, and net total interaction, Vj) were plotted as a function of distance of the separation of the surfaces. As (2a) of Table 7.3 shows, Vr decreases in... [Pg.265]

TABLE 2.1. Tunneling Times as a Function of Distance for a Barrier Height of 14 kcal/mol... [Pg.73]

In expression 7, iij is the distance to be determined a j is the corresponding cross peak intensity, ao is the cross peak intensity corresponding to a rigidly fixed pair of protons on the same saccharide residue, and tq is the distance between them. In Table II, we present a list of distance constraints and their associated errors which were determined from the ratio of cross peak intensities in the NOESY data set shown in Figure 3. [Pg.248]

The following table gives measured Fe concentrations in garnet as a function of distance from the center. Treat the diffusion profile as a spherical diffusion couple. Fit the data to find jDdt... [Pg.559]

In Appendix B is described on p 45, the "Measurement of Shock Velocity" on p 46 is given "Shock Velocity as a Function of Distance", when the shock has travelled in PMMA for SSGT (Table Bl) on p 47, Fig B, a curve representing "Shock Velocity vs Distance in PMMA for the SSGT and on p 48 is a curve showing "PMMA Hugoniot Data Obtained in Calibration of SSGT"]... [Pg.345]

As in all walks of life, industry has its accidents disasters. That there are not more of them is due in a large measure to safety rules and their, enforcement. The risk in the manuf handling, and in the storing of expls has been made a special study by die Institute of Makers of Explosives and others. The American Table of Distances, a result of their studies, has been incorporated in a number of states in the USA... [Pg.247]

This problem has Shelly traveling one less than twice as far as Shirley. You could make a table of possible values for the distances they traveled. You d probably be interested only in whole-number values, which won t solve the problem if the answer is a fraction, but you may get fairly close to the answer. Table 4-1 has some possible numbers or distances, starting with Shirley going 1 mile and ending to keep the total distance from getting larger than 17. [Pg.44]

Figure 4.1. Calculated adsorption energy for atomic oxygen as a function of distance of the atom above the surface for a range of close-packed transition metal surfaces (ordered according to their position in the periodic table). In the box showing results for Ru, the energy per atom in 02 is shown for comparison. Only metals where the minimum in the adsorption energy function is below this value will be able to dissociate 02 exothermally. Adapted from Ref. [4]. Figure 4.1. Calculated adsorption energy for atomic oxygen as a function of distance of the atom above the surface for a range of close-packed transition metal surfaces (ordered according to their position in the periodic table). In the box showing results for Ru, the energy per atom in 02 is shown for comparison. Only metals where the minimum in the adsorption energy function is below this value will be able to dissociate 02 exothermally. Adapted from Ref. [4].
Using Equations9.6 and 9.7, it is possible to calculate the values for ku k2 and k3 for different values of A, d and c, and the values for k2 and k3 previously obtained can be verified. These values are given in bold in Tables 9.2 and 9.3 and can be compared with the values obtained in the previous sections. From the data shown in Fig. 9.7, a value for k3 of 9.5 0.3 is obtained. With this value, it is possible to calculate k2 as a function of distance between the electrodes according to Equation 9.7, and these results... [Pg.253]

Table 9.2 Data for factor k2 in Equation 9.7 as a function of distance between the electrodes (d)... Table 9.2 Data for factor k2 in Equation 9.7 as a function of distance between the electrodes (d)...

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