NASA-CR-135255-1977 Two-Phase Working Fluids for the Temperature Range 50 to 350 C《对温度范围为50至350 ℃的二相工作液体》.pdf
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1、CR 135255 SIGMA RESEARCH. INC. 2950 GEORGE WASHINGTON WA Y RICHLAND. WASHINGTON 99352 ,.*s“ . ; (:3 U, N78-16329 Unclas 59489 “;“7. 0.66 atm) a linear relationship was indicated (moles/cm3 sec) (2.l-9) whee AI, A, and B are curve-fitting rate constants, and P is pressure. At both high and low pressu
2、re, the rate constants were xponential in temperature in accordance with models discussed in Section 2.1.1, but differed consider ably in value, as shown in Table 2.1-2. TIBLE 2.1-2. EFFECT OF PRESSURE ON THE ACTIVATION ENERGY E+ (Kcal/g-mole) FOR DECOMPOSITION OF NORMAL HY DROCARBONS 1 ) Method of
3、Calculation n-propane -butane n-pentane n-heptane Extrapolation to zero pres sure Extrapol adon to infinite pressure 71 68 (1) From Ingold et al. (2) 75 93 88 59 63 59 + Energy E is Kcal/g-mole. Provided by IHSNot for ResaleNo reproduction or networking permitted without license from IHS-,-,-2-8 As
4、an example of decomposition being rate-limited by free radical production, in the pyrolysis of toluene at a constant pressure of 0.008 atm and tempera tures between 738 and 964oC Szwarc obtained a reaction product gas which was essentially 40% methane and 60% hydrogen. The gases were also accompanie
5、d by dibenzyl in the ratio of 1 mole per mole of gases. The rate constant was exponential in temperature and corresponded to an activation energy of 77.5 Kcal/mole. (3) Later measurements by Price indicate a more accurate value of 85 Kcal/mole. (4) Because of the products formed, the decomposition m
6、echanism was attributed to be rate-limited by production of benzyl and hydrogen free radicals (2.1-10) and the 77.5 Kcal/mole is equivalent to activation energy E+ in Figure 2.1-1. For free radicals, E2 z 0, so that equations (2.1-6) and (2.l-7) are appropriate for description of the reaction rate.
7、The energy E+ is the bond dissociation energy for free radical production. This important quantity is discussed in more deta i1 in Secti on 2.2 . In summary, the thermal decomposition of a gaseous species is generally characterized by 1. an Arrhenius-type of rate equation with a pre-exponential fact
8、or IOI3 sec-I; 2. a concentration-dependent rate constant at low pressure; 3. a relatively concentration-independent rate constant at high pressure. These concl us;ons hold for many simple syste1ls, but theye are some exce;:tions to these generalizations and care must be exercised in their use. 2.2
9、Definition of Stable Organic Specie A stable molecule is obviously one in which the various intramolecular bonds have high stability, and bond stability is the basic factor determined in pyrolysis experiments. A large body of data exists on both the pyrolysis of organic compounds to form stable mole
10、cules and the pyrolysis of organic Provided by IHSNot for ResaleNo reproduction or networking permitted without license from IHS-,-,-1 1 j 1 1 I 2-9 compounds to form free radicals. These data can be of significant help in defining high temperature two-phase working fluids, particularly if the data
11、are interpreted on the basis of bond strength. In the previous section, the mechanisms associated with pyrolysis were described. A critical bond dissociation energy E+ was invoked, but no attempt was made to characterize and define bond strength in terms of organic structure. That is, the number of
12、possible organic compounds is infinite for all practical purposes and pyrolysis data are available for only a very small number of these compounds. However, the physical structures of many organic molecules are closely related, and examination of bond strengths for groups of homologous compounds is
13、possible and practical. In addition, covalent electron pair bonds reta.in much of their identity rega-rdless of what is occurring in the remainder of the molecule, and hence bond disso ciation energies can often be used even with considerable change elsewhere in the molecule. 2.2.1 Bond Theory of St
14、able Molecules Chemical bonding in organic molecules is chiefly covalent and dominated by the formation of hybrid electron orbitals. Although accurate quantum mechanical representations for compounds of carbon cannot be calculated, it is possible to show that certain linear combinations of the stand
15、ard s, p, and d electronic orbitals possess minimum energy and, hence, high stability. One type of hybrid orbital is designated liSp“, and is formed by combining an s orbital with a p orbital to form two equivalent sp orbitals. The orbitals are oriented 1800 from each other. In the sp2 hybridization
16、, a single s orbital and two p orbitals form three equivalent hybrid sp2 orbitals, on a 3-cornered arrangement. The sp3 hybrid is formed from one s orbital and three p orbitals and is tetrahedrai. Because of their greater s character, sp orbitals are generally smaller than sp2 orbitals and sp2 orbit
17、als are smaller than sp3 orbitals. A small orbital generally indicates a short, strong bond, and bond strength increases as sp3 Rcr) an d that no paraffinic hydroca rbons have bot a low decompo si tion rate an d a reasonabl e vapor pressure at 3500C. Iso-bu:ne, for example, has a rate con s ant of 1
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