Journal of Environmental Treatment Techniques
2018, Volume 6, Issue 4, Pages: 74-80
The basic elements of the set up are as follows:
V
Equilibrium cell: It is designed to make an
n
(2)
equilibrium environment in which the equilibrium
solubility of CO in aqueous solvent solution could be
2
investigated. The water which enters the equilibrium
cell adjust the temperature to begin the experiments.
Spiral tube: There exist number of turns which is
constant. In these turns the liquid and vapor phase
come into contacts with each other to begin absorption
process. The solute and the solvent decide the
parameters such as number of turns, the slope and the
diameter of the tube. While the solubility of the gas
increases, the number turns should be increased and
the slope should be decreased to guarantee the
equilibrium condition between the solvent and the
solute at the end of the spiral tube.
Scaling Burette: A scaling burette is a requisite
device in order to estimate the volume of the dissolved
gas into the solvent and also to maintain the gas in
the set up. This burette is connected to the spiral tube
at the top and to an internal valve at the bottom. The
valve is in connection with a CO2 capsule and a
mercury vessel. The mercury vessel is located on a
moving platform so as to adjust the level of the
solution in the monometer.
Determining the number of Solvent moles with the
volume, density and molecular mass of the solvent, the
number of solvent moles consumed is calculated from the
following equation:
Vd
n
(3)
M w
In this regard, V is the solvent volume in milliliters, d is
the solvent density in grams per ml, and MW is the solvent
molecular mass in grams per mole. The number of moles
consumed from each of the solvents is obtained by the
following equation:
Vd
n t
(4)
M w
That n
is the number of total molecules consumed for
t
Manometer: A manometer is constructed at the
bottom of the spiral tube. It is needed to show the
pressure disagreement in the set up. The manometer is
joint to the spiral tube from one end and is opened to
the atmosphere from the other end.
Water bath: A water bath is applied in the process in
order to supply the water to the equilibrium cell at an
adjusted temperature. This will provide for the
temperature at which the experiments are considered
to be performed.
solvent mixtures, in which:
n
d
x d
(5)
i
i
i
n
M w
x ( M ) i
i
w
(6)
i
Circulating pump: This device is used to circulate
the water which is supplied from the bath into and out
of the equilibrium cell.
Solvent container: Solvent container is used to inject
the certain amount of solvent into the system at a
constant rate.
In these equations, xi, di and (MW)
i
are the solvent (i)
mole fraction in the composition, the solvent (i) density,
and the molecular mass of the solvent (i). The following
equation is used to calculate the mole of each solvent
consumed:
CO loading calculations: To obtain CO loading, tests are
2
2
n c n
t
(7)
i
i
needed to measure the amount of CO gas dissolved in a
2
certain amount of solvent. In each experiment, the amount
of CO dissolved during the test is obtained by reading on
By calculating the amount of CO
2
moles and the
2
the burette. Then, using a proper equation of state, with
having the pressure and temperature of the experiment, the
volume of the gas is converted to the number of dissolved
moles. Because the total pressure at which the set up works
is approximately 1 atmosphere, the ideal gas equation of
state is used. Molar volume of the gas could be obtained
from equation 1.
amount of solvent moles according to equations above, the
amount of α which stands for CO
loading could be
2
obtained by the following equation:
m olC O
2
exp
(8)
m olsolvent
Laboratory data related to CO loading in AMP + H O
P RT
(1)
2
2
+
CO system: In Table 1, CO loadings are calculated
2
2
After calculating the molar volume of the gas dissolved
in the test conditions, given the fact that during the test the
volume of the gas is also determined based on the change
in the height of the surface of the mercury, the amount of
according to equation. The calculations were performed
under different operational conditions in AMP
concentrations of (.5, 1.5 and 3M), temperature (303, 313,
and 323K) and CO2 partial pressure (8.44, 25.33, and
42.22kPa). According to the data which are presented in
table 1, Figure 1 displays CO2 loading capacity of pure
AMP under the mentioned operational conditions.
CO moles can be obtained according to equation 2.
2
7
6