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lyst deposition in the reactor chamber, a Pyrex lid is anodically
bonded to the reactor to seal the channel system.
a residence time of approximately 60 ms. The oxidation of
methane is studied in the temperature range of 300–700 ◦C. The
temperature is increased manually in steps of approximately
15 ◦C by increasing the current in the heating element. After
steady state is reached, the temperature and gas composition are
recorded. Because of the rapid response of the complete system,
steady state is reached in about 1 min, and the complete mea-
surement is carried out in about 20 min.
The catalyst deposition procedure is identical to the sol–gel
technique described previously [5]. First, alumina gel is de-
posited in the reactor channel while the reactor temperature is
maintained at 80 ◦C. When the desired amount of material is
deposited, the reactor is calcined at 400 ◦C for 30 min. The re-
sulting porous alumina (usually 130 m2/g) is then impregnated
with active material—in this case rhodium-acetyleacetonate—
to obtain Rh(0.1 wt%)/Al2O3.
3. Equilibrium calculations
The temperature is measured from the Pyrex side using an IR
sensor focused to a spot size of 1 mm on the reactor. Because
of its small thickness, the Pyrex lid is somewhat transparent to
IR radiation, meaning that the measured temperature is an av-
erage over the lid and catalyst bed temperatures. This gives the
possibility of detecting step changes of the temperature of the
catalyst surface associated with ignition/extinction of the reac-
tion. The IR sensor is calibrated by making simultaneous IR and
thermocouple recordings using a thermocouple inserted into the
reactor channel of a reactor in which one end has been bro-
ken off. The absolute accuracy is estimated to 20 ◦C, and the
sensitivity is 0.2 ◦C. Measurements performed with a thermo-
camera show that the temperature is uniform within 1 ◦C over
>90% of the reaction zone and does not vary more than a few
percentage points along the complete reaction zone. Because of
the local heating of the reaction zone and the efficient heat dis-
sipation, very little heat propagates to other parts of the chip,
resulting in temperatures below 200 ◦C in the inlet and outlet
access port regions over the entire range of working tempera-
tures. This enables the use of Viton O-rings for the seal between
the microreactor and the interfacing, which is a significant ad-
vantage over the previous use of gold O-rings [5]. The quality
of the seal is improved, and the handling is much easier when
using Viton O-rings.
The gas flow through the reactor is controlled by mass flow
controllers, and gas analysis is done with a mass spectrome-
ter. Argon is added to the gas mixture to keep the total flow
through the microreactor constant. Argon is also used as an
internal standard. This is especially important for the partial
oxidation reaction, in which the reaction generates an increase
in the total number of moles. Calibration factors for all gases
are measured separately. With the experimental setup, it is not
possible to measure the water signal reliably, because the max-
imum temperature in the chamber of the mass spectrometer is
limited to around 70 ◦C. At this temperature, water condenses
at the chamber surfaces, causing an error in the measured water
concentration; therefore, this is not used.
Once the ignition temperature is reached, all of the oxygen
is consumed in the reactions. At this point, the reaction changes
from being kinetically limited to a state where it can be limited
by both equilibrium and kinetics. Assuming that the reaction
approaches equilibrium, changes in concentrations with tem-
perature correspond to an altered equilibrium composition. To
test this, the equilibrium composition of the reaction gas has
been calculated as function of temperature and compared with
the measured concentrations.
The equilibrium calculations have been done by the method
developed by Michelsen [35], which minimizes the total Gibbs
free energy of a multicomponent mulitiphase system at con-
stant pressure and temperature. This method has been modified
so that it includes fugacity coefficients to account for nonideal
behavior. The thermodynamic data needed for the calculations
are obtained from published data sources [36,37].
4. Results and discussion
Fig. 2 shows a typical methane oxidation experiment to-
gether with the calculated equilibrium composition. The ex-
periment is performed under fuel-rich conditions (Φ = 0.7).
At low temperatures, the methane is converted mainly to CO2
and H2O. As the temperature of the reactor reaches a critical
value (in this case 590 ◦C), the H2 and CO signals suddenly
appear, and the CO2 signal decreases. This critical tempera-
ture is known as the ignition temperature of the reaction [34].
This demonstrates that at low temperatures, only the full oxida-
tion reaction occurs, whereas at high temperatures, both the full
and partial oxidation reactions occur. The ignition of the partial
oxidation reaction is also seen as a sharp increase in the con-
version of methane and the total consumption of oxygen. With
a further temperature increases, the conversion of methane and
the concentrations of the partial oxidation products CO and H2
increase, and the concentration of CO2 decreases. Similar be-
havior has been observed in an earlier study [19].
The oxidation of methane is studied under both fuel-rich
and fuel-lean conditions. Instead of using the conventional stoi-
chiometric ratio, φ = %CH4/%O2, we use the modified stoi-
chiometric ratio, Φ = φ/(φ + 1) [34]. The modified ratio has
the advantage of being limited to the range 0–1 and symmetric
around the stoichiometric point of 0.5. Throughout this paper,
the term “stoichiometric ratio” refers to this modified stoichio-
metric ratio.
Because all of the oxygen has reacted at temperatures above
the ignition temperature, the partial oxidation reaction might
be limited by the thermodynamic equilibrium, rather than by
surface kinetics or mass transport. Increasing the temperature
further after ignition then shifts the equilibrium concentrations,
resulting in increased methane conversion. The calculated equi-
librium concentrations of the different gas components in the
outlet gas are represented by the solid lines in Fig. 2. The cal-
culations fit well with the measured concentrations and show
that in this case, the reaction proceeds close to equilibrium.
The catalyst used in all experiments is 0.1 wt% Rh/Al2O3.
The total gas flow in all experiments is 4.5 mL/min, giving