chemical physics of discharges - Argonne National Laboratory
chemical physics of discharges - Argonne National Laboratory chemical physics of discharges - Argonne National Laboratory
egeneration. The system can be seen in Figure 1 as a generalized flow diagram. Usually, nitrogen bases are recovered from streams in which they are present in low concentrations (about 0.1 to 5%), such as coke-oven light-oil streams. Selection. of Reagents for Regenerative Systems The selection of an appropriate acidic extractant for a particular ' nitrogen base 1s the initial problem encountered in developing a regenerative' process. Although such factors as solubility, volatility, decomposition, and side reactions must be- considered, the acid component essentially must be Free Hydronium Protonated Water Base Ion Base The temperature dependence of the equilibrium constant follows the expression where AH = the heat of reaction, and R = the gas constant. I I , \, (2) I It is desirable that the ratio (KT-/KT~) be less than unity for a \i regenerative system (AH, the heat of reaction, must be negative). I In an effort to develop suitable parameters for the selection of . reagents for regenerative systems, the ionization equilibria of acids and I bases have been examined. I In a discussion of acid-base systems, the following equations are 1 applicable. _ _ Acid extraction of a nitrogen base (B) from a hydrocarbon Stream' involves the equilibrium reaction ( B + H~O+ = BH+ + H ~ O (3) ' which can be represented by an equilibr um- constant I I ! I 1 i
I 1 I i i I The ionization constant of the base involves the equll~brlum B + H20 = BtI+ + 011- expressed by an ionization constant 5 31 I Kb = lBHfl [OH-] (6) f,. I 13 I ,/ I ,' By usina the lonlzati@n const
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egeneration. The system can be seen in Figure 1 as a generalized flow<br />
diagram. Usually, nitrogen bases are recovered from streams in which<br />
they are present in low concentrations (about 0.1 to 5%), such as coke-oven<br />
light-oil streams.<br />
Selection. <strong>of</strong> Reagents for Regenerative Systems<br />
The selection <strong>of</strong> an appropriate acidic extractant for a particular '<br />
nitrogen base 1s the initial problem encountered in developing a regenerative'<br />
process. Although such factors as solubility, volatility, decomposition, and<br />
side reactions must be- considered, the acid component essentially must be<br />
Free Hydronium Protonated Water<br />
Base Ion Base<br />
The temperature dependence <strong>of</strong> the equilibrium constant follows<br />
the expression<br />
where<br />
AH = the heat <strong>of</strong> reaction, and<br />
R = the gas constant.<br />
I<br />
I<br />
,<br />
\,<br />
(2) I<br />
It is desirable that the ratio (KT-/KT~) be less than unity for a \i<br />
regenerative system (AH, the heat <strong>of</strong> reaction, must be negative).<br />
I<br />
In an effort to develop suitable parameters for the selection <strong>of</strong> .<br />
reagents for regenerative systems, the ionization equilibria <strong>of</strong> acids and I<br />
bases have been examined. I<br />
In a discussion <strong>of</strong> acid-base systems, the following equations are 1<br />
applicable. _ _<br />
Acid extraction <strong>of</strong> a nitrogen base (B) from a hydrocarbon Stream'<br />
involves the equilibrium reaction<br />
(<br />
B + H~O+ = BH+ + H ~ O<br />
(3) '<br />
which can be represented by an equilibr<br />
um- constant<br />
I<br />
I<br />
!<br />
I<br />
1<br />
i