methanol/oxygen ratio in the feed can be varied which was
shown in the compact Hot-Spot} reformer.10 As for partial
oxidation, the main problem for scale-up of the autothermal
reforming process is temperature control in the reactor. This is
due to the strongly di†ering reaction rates of the exothermic
oxygen conversion and the endothermic steam reforming reac-
tion. In order to facilitate reactor design it is highly desirable
to develop a complete kinetic model for the process.
3. Experimental and results
3.1. Microreactor set-up
Microreactor experiments were carried out using an electri-
cally heated tubular reactor (silica-coated stainless steel, inner
diameter 4 mm), equipped with an inner tube (diameter 1.5
mm) containing a moveable thermocouple. The length of the
isothermal zone of the reactor is 65 mm. Catalyst particle size
was always 0.25 to 0.5 mm. Feed gases were 99.995% or
higher purity, the used methanol was analytical grade
(P99.8%, Merck). All gas Ñows were controlled by electronic
mass-Ñow controllers (Bronkhorst), the methanolÈwater
mixture was dosed by a pump (RCT M16). Product gas
analysis was carried out using a HP 5890 gas chromatograph
equipped with both a thermal conductivity detector connected
to a two-column switching system (HP Plot Q and HP Plot
5 A), and a Ñame ionisation detector connected to an Alltech
AT 5 column. Additional measurements of the condensate
water contents were done using a 737 KF coulometer
(Metrohm). Activation of the catalyst at 400 ¡C consisted of a
1 h outgassing step under argon Ñow (30 ml min~1) and a 1 h
reduction with hydrogen (15 ml min~1) with careful tem-
perature control by slowly increasing the hydrogen content of
the gas stream.
2. Systems analysis
Current gasoline ICE technology reaches a full fuel cycle
(““well-to-wheelÏÏ) efficiency of about 17È18%.11 This Ðgure
can be broken down into an overall vehicle (““tank-to-wheelÏÏ)
efficiency of 19È20% and a fuel efficiency (““well-to-tankÏÏ) of
90%. Fuel efficiencies for methanol production from natural
gas are in the range 67È71%. The overall vehicle efficiency for
a methanol powered car must therefore reach at least 25È27%
in order to equal the efficiency of the full gasoline ICE cycle.
Steady-state system analyses, carried out at our institute,
including an autothermal methanol reformer linked to a PEM
fuel cell yielded overall vehicle efficiencies of 27È30%
assuming anode rejected hydrogen of 17%. Hohlein11 investi-
gated other options for on-board methanol reforming and
obtained overall vehicle efficiencies in the range 25È34%.
The efficiency cascade for on-board autothermal methanol
reforming, starting with methanol and ending with the net
electric power delivered to the motor, is represented graphi-
cally in Fig. 1. The values on the left represent the cumulative
efficiency while those on the right represent the efficiencies of
the individual sub-processes. Only 4% of the methanolÏs
energy content is lost as heat during the reforming and gas
clean-up process (preferential CO oxidation). Most of the
losses occur in the fuel cell itself. Current fuel cell technology
does not allow complete utilisation of hydrogen from the
reformer if delivered to the anode as a gas mixture as com-
pared to full utilisation of pure hydrogen stored on-board.
Furthermore, only about 50% of the hydrogen converted in
the fuel cell produces electricity. About 20% of the electric
power generated by the fuel cell has to be used for driving
auxiliary equipment (compressors, pumps) which reduces the
net electricity available for the motor to 33% of the energy
content in the methanol fed. Any improvements along the fuel
processing chain will increase the overall efficiency. This
analysis suggests that the fuel cell itself has the biggest poten-
tial for increasing the overall efficiency by increasing the
hydrogen utilisation and reducing losses from hydrogen con-
version to electricity.
3.2. Results of catalyst testing
Three di†erent commercial copper-containing catalysts were
tested for their activity for the autothermal methanol reform-
ing reaction. Catalyst A and B were of the formulation
CuO/ZnO/Al O whereas Catalyst C was a Cu/Al O cata-
2
3
2 3
lyst. Feed Ñows were adjusted according to the stoichiometry
of reaction (4) with additional argon to model the nitrogen
content of air.
Results are summarised in Table 1, showing that all three
catalysts are active for the autothermal reforming of meth-
anol, with catalyst A and B being more active and selective
than catalyst C. Methanol conversions for these two catalysts
reached almost 100% and hydrogen yields of 85%
(corresponding to 90% lower heating value (LHV) efficiency)
could be measured. Non-converted oxygen could never be
detected in the product gas. While catalyst A showed almost
no deactivation in terms of hydrogen production after 100 h, a
slight activity loss of 9% was observed for catalyst B. Carbon
monoxide concentrations in the range 0.3 to 3.5% were mea-
sured, with a strong dependence on temperature and space
velocity. The extrapolated numbers for spaceÈtime yield of
around 20 000 l
thermal power density of 60 kW per litre of catalyst.
(h l
)~1 can be correlated to a
H2
REACTOR
th
3.3. Model of the reaction network
For further experiments, eventually aiming at the develop-
ment of a kinetic model for the autothermal reforming of
methanol, catalyst B was chosen. From the species being
present in either the feed or the product gas, a system of at
least 7 components and 8 possible reactions can be set up (see
Fig. 2). The reaction scheme is strongly crosslinked since most
of the species occur in more than one reaction and the pro-
ducts of one reaction might act as the reactant for other reac-
tions. From these considerations it is highly desirable to
simplify the reaction network.
It is known that all reactions incorporating molecular
oxygen ((5), (6), (11) and (12); reaction numbers relating to Fig.
2) are fast and highly exothermic. On the contrary, the reverse
water-gas shift reaction (10) is very slow and equilibrium
limited. From measurements showing lower carbon monoxide
concentrations than determined by equilibrium calculations it
can be concluded that the steam-reforming reaction (9), being
the major source of hydrogen in the system, is a single-step
Fig. 1 Calculated steady-state ““tank-to-motorÏÏ efficiency for auto-
thermal reforming of methanol and subsequent gas clean-up by pref-
erential oxidation of CO. The values on the left represent the
cumulative efficiency while the ones on the right represent the effi-
ciencies of the individual sub-processes.
290
Phys. Chem. Chem. Phys., 2001, 3, 289È293