Vinzent
Strobel
a,
Julian Jonathan
Schuster
bc,
Andreas Siegfried
Braeuer
bc,
Lydia Katharina
Vogt
d,
Henrik
Junge
d and
Marco
Haumann
*a
aFriedrich-Alexander-Universität Erlangen-Nürnberg (FAU), Lehrstuhl für Chemische Reaktionstechnik (CRT), Egerlandstr. 3, 91058 Erlangen, Germany. E-mail: marco.haumann@fau.de
bFriedrich-Alexander-Universität Erlangen-Nürnberg (FAU), Erlangen Graduate School in Advanced Optical Technologies (SAOT), Paul-Gordan-Str. 6, 91052 Erlangen, Germany
cFriedrich-Alexander-Universität Erlangen-Nürnberg (FAU), Lehrstuhl für Technische Thermodynamik (LTT), Am Weichselgarten 8, 91058 Erlangen, Germany
dLeibniz-Institut für Katalyse, e. V. an der Universität Rostock, Albert-Einstein Straße 29a, 18059 Rostock, Germany
First published on 21st February 2017
A Ru-pincer-based system, which enables methanol dehydrogenation at ambient pressure and temperatures below 100 °C in an aqueous alkaline solution, was investigated as a basis for a possible hydrogen supply process design. A combined in situ liquid-phase Raman spectroscopy with online gas chromatography (GC) analysis of the effluent gas-phase was used to detect the reaction intermediates and effluent gases. Formate (HCOO−) was detected as an intermediate and its qualitative concentration profile could be derived from the Raman spectrograms. In addition, the Raman signal's intensity revealed the initial formation of solid potassium carbonate in the liquid phase, which corresponds with the first detection of carbon dioxide in the gas phase based on the GC results. The combination of in situ Raman spectroscopy and online GC proved to be a powerful experimental setup that provided a holistic view on this complex reaction mechanism.
Recently, a range of noble-metal and base-metal complexes have been successfully employed for the homogeneously catalyzed dehydrogenation of methanol.16–21 Hereby, one of the most active systems operating at a temperature below 100 °C is catalyzed by an aliphatic Ru-pincer complex under highly basic conditions.20 Based on spectroscopic investigations, stoichiometric studies and DFT calculations, an overall mechanistic picture for methanol reforming was proposed.22 As depicted in Scheme 2, the complete aqueous phase reforming (APR) process leads to the consecutive formation of formaldehyde, formic acid and carbon dioxide and the concomitant release of one hydrogen molecule during each step. Under basic reaction conditions the CO2 is initially captured as carbonate. The dehydrogenation of formate to CO2 was determined to be the rate-determining step since it accumulated during the reaction.
Three major roles of the base were postulated: first, it is required for the dehydrochlorination (see Scheme 3) of the precatalyst 1; second, a lower energy pathway is enabled by the formation of H-coordinated intermediates 3H, 4H and 5H and third, by the sequestration of formaldehyde, formic acid and carbon dioxide the key dehydrogenation step is thermodynamically driven forward.
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Scheme 3 Detailed reaction mechanism adapted from Alberico et al. 2016.22 Full methanol reforming proceeds through three consecutive steps via the formation of the intermediates formaldehyde and formate and the release of carbon dioxide in the final step. Overall, three equivalents of hydrogen are generated. |
Although detailed investigations were performed, the proposed mechanism shown in Scheme 3 is not evaluated by operando studies, yet. In addition, a detailed long-term study using concentration profiles of intermediates as well as H2 and CO2 evolution rates is mandatory to evaluate the potential of this reaction with respect to an industrial application. To this end, we combine gas chromatography and Raman spectroscopy within a standard glass reactor in order to study – in operando – the concentration profiles of the MeOH APR system.
In a typical experiment, the reactor was charged with a defined amount of KOH pellets and purged with argon for 10 min to ensure inert conditions. The reactor temperature was set to the desired temperature and the temperature in the condenser was kept at 5 °C while the liquid phase's temperature was being measured. 18 mL of a methanol–water mixture with a volumetric ratio of 9:
1 was added through the septum and stirred at 700 rpm. The reaction mixture was equilibrated for at least 15 min. Complete degassing and equilibrium were reached when the MFM indicated no mass flow. During this time the Raman sensor was adjusted for the maximum Raman signal with the focus point in the well-stirred part of the liquid phase above the stirrer bar. By adding 2 mL of a catalyst stock solution containing 9
:
1 methanol and water, the reaction was started.
As the mass flow of the gas phase was determined by the MFM, only the ratio between hydrogen and carbon dioxide had to be measured in the GC. Therefore a self-written MATLAB script was used to integrate the peak areas for hydrogen and carbon dioxide directly from the TCD's raw data. The ratio of the peak areas was used to calibrate the GC. Calibration is within ±2% (see the ESI† for details).
The composition of the liquid phase was qualitatively determined using Raman spectroscopy. Therefore, a self-developed Raman sensor was used, which has already been described in detail elsewhere.24 In short, the laser, installed at the top of the sensor, emitted light with an output power of 250 mW at a wavelength of 532 nm. The laser beam was widened by means of a Galilean telescope system, reflected by a dichroic mirror and focused onto the liquid phase inside the glass reactor. There, the laser light was scattered elastically and inelastically. The backscattered part of these signals was collected and collimated by the focusing lens. While the elastically scattered light was suppressed by the dichroic mirror and a subsequent long pass filter, the desired inelastically scattered Raman signals were focused onto a glass fiber bundle and guided to the spectrometer (QE Pro, Ocean Optics Inc., Dunedin, FL, USA). The spectrometer was equipped with an entrance slit of 25 μm and a grating of 1800 lines mm−1. In the detection wavelength region, the optical resolution was 0.23 nm or 5.8–8.0 cm−1, respectively. In order to identify the chemical components in the liquid phase, the measured spectra were compared with the Raman spectra of possible intermediates known in the literature.25 The Raman signal was not quantitatively calibrated in this work.
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Fig. 2 Raman spectra over time of reaction for a duration of 7.5 hours. Each spectra indicates an average of 30 min recording. |
In the region between 800 and 1800 cm−1 two bands for the MeOH substrate could be identified at 1050 cm−1 (CO stretch) and 1450 cm−1 (CH3 bend). Immediately after the start of the reaction a band at 1350 cm−1 appeared and increased steadily over time, which could be assigned to the COO stretching mode of the formate anion.26 At longer reaction times the band intensity at 1080 cm−1, indicating potassium carbonate formation, rapidly increased and shortly afterwards the Raman signal was corrupted due to the coating of the inner reactor wall with solid K2CO3 (see ESI,† Fig. S2). No formaldehyde signal was detected due to the rapid conversion of formaldehyde and water to formate and hydrogen via the geminal diol. This observation is in agreement with previous analysis.16 All spectra in Fig. 2 are normalized to the maximum of the CH3 bending mode at 1450 cm−1. Consequently, the observed composition changes of the liquid phase were relative to the amount of methanol. The concentration of water could not be uniquely identified from the spectra because the weak water bending vibration at approximately 1640 cm−1 was superimposed by the tailing of the CH3 bending vibration at 1450 cm−1. In the given system the implementation of Raman spectroscopy posed a challenge, because under the reaction conditions a three-phase reaction system is present, consisting of a liquid phase, H2-gas bubbles and solid potassium carbonate precipitating in the course of the reaction. Fig. 3 depicts the complete result of a typical experiment in the setup described above. It should be noted that all data points are obtained from the same experiment. The simultaneous measurements of the gas and liquid phases allowed a profound analysis of this complex reaction after only a few experiments.
Upon monitoring the formate peak intensity over reaction time, a clear maximum was observed after approx. 10 h, followed by a decline in its intensity and finally the signal disappeared after 25 hours. While H2 was detected in the online GC right from the start of the reaction (see Scheme 2) no CO2 was detected during the first few hours. Obviously, MeOH is converted into formaldehyde, which is rapidly converted into potassium formate, thus preventing the formaldehyde Raman signal to be detected. Since the decomposition of formate into H2 and CO2 is slower than its formation, it accumulates in the system resulting in the characteristic concentration profile for the intermediate (Fig. 3, black line). The produced CO2 is finally trapped as potassium carbonate as long as there is an excess of KOH present. During this period the boiling temperature of the system (purple line) gradually decreased from its initial value of 78 °C to 71 °C. Analogous to the temperature profile, the gas flow rate decreased within the first 25 hours and reached a steady value of roughly 0.2 mL min−1 thereafter. In the same period, the temperature was stable around 71 °C, which is the boiling point of the liquid phase since KOH was fully consumed (see calculation in the ESI†). Now gaseous CO2 is released and detected via GC resulting in the expected 3:
1 ratio for H2 and CO2 (Fig. 3, blue line), although now at very low gas flow rates.
Keeping in mind that the reactor wall was kept at a constant temperature of 95 °C, the temperature decrease was caused by a change in the liquid phase's boiling temperature. A reasonable explanation for this change is the KOH consumption, which has a reverse salt effect. The influence of the changed MeOH:
H2O ratio can be neglected, because the total MeOH consumption was calculated to be only about 8 mol% within the first 25 hours.
The explanation for the drastic decrease in the gas flow rate, and hence the catalytic activity, is more complicated. An obvious factor is the lower temperature, which slows down the kinetics. But, more importantly, the KOH concentration has a significant effect on the catalytic activity as reported by Alberico et al.22 The experiments listed in Table 1 are used to further analyze these effects. The turnover frequencies (TOF) given in Table 1 are calculated by dividing the total moles of H2 produced within 3 (and 10) hours by the molar amount of catalyst. These TOF values themselves and also their trend with increasing basicity are in reasonable accordance with earlier measurements.22 The complete results of entry 1 are shown in Fig. 3 and from entry 2 it becomes obvious that the base has a significant effect on activity with twice the activity observed for double the base concentration. An additional experiment with an 8 M KOH concentration at the boiling temperature did not yield useful results due to the rapid K2CO3 formation inside the reactor. It should be noted that in all experiments a decline in the reaction temperature was observed. Entries 3–5 comprise a base concentration variation of 2, 4 and 8 M KOH under isothermal conditions at 70 °C to investigate the influence of KOH concentration in the absence of temperature changes. The catalyst concentration was lowered from 20 mg to 8 mg compared to entries 1 and 2, to prevent early K2CO3 precipitation.
Entry | MeOH![]() ![]() ![]() ![]() |
Catalyst (mg) | KOH (M) | Temperature (°C) | TOF 3 h (h−1) | TOF 10 h (h−1) |
---|---|---|---|---|---|---|
General reaction conditions: 20 mL MeOH/H2O as provided, 42 μmol (20 mg) or 17 μmol (8 mg) catalyst (1 in Scheme 3), 2.25 g (2 M) or 4.49 g (4 M) or 8.98 g (8 M) KOH at the temperature indicated. | ||||||
1 | 16![]() ![]() |
20 | 2 | 95 (boiling) | 79 | 71 |
2 | 16![]() ![]() |
20 | 4 | 95 (boiling) | 174 | 146 |
3 | 18![]() ![]() |
8 | 2 | 70 (68) | 62 | 60 |
4 | 18![]() ![]() |
8 | 4 | 70 | 52 | 51 |
5 | 18![]() ![]() |
8 | 8 | 70 | 96 | 95 |
A surprising result is revealed in Fig. 4, which shows the gas flow rates of all experiments. Regardless of their different initial conditions (see Table 1) they all converge to a steady-state gas flow rate of about 0.25 mL min−1. The experiment using the highest base concentration of 8 M KOH was deliberately stopped after 100 hours. Although the steady-state conditions were not reached yet, the green curve very likely converges towards the same gas flow rate of 0.25 mL min−1 after the full consumption of the base. However, due to the higher base amount this will take a significantly longer time. All Raman signals for formate show the same characteristic profiles as shown in Fig. 3 and disappear with the start of the low steady-state gas flow rate (see Fig. S3 in the ESI†). This general trend can be explained again by the consumption of the base, which on the one hand lowers the liquid phase's boiling temperature to roughly 70 °C and on the other lowers the catalyst's activity as the low-energy pathway depicted in Scheme 3 requires a certain base concentration to enable the formation of the deprotonated active catalytic species.
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Fig. 4 Gas flow rate-profiles of all experiments listed in Table 1. Entry 1 (black), entry 2 (red), entry 3 (purple), entry 4 (blue), entry 5 (green). |
To investigate the influence of the base concentration under isothermal conditions, three different KOH concentrations were tested at 70 °C (entries 3–5 in Table 1). It should be noted that a higher isothermal temperature for this base concentration variation was not possible since the boiling temperature of a 2 M KOH reaction solution is just slightly above 70 °C. Fig. 5 shows the formate Raman signals of the three experiments.
As expected, the initial formate formation rate showed a first order dependency with respect to the base concentration. The linear increase of the green curve even till 40 hours in Fig. 5 may indicate mass transfer limiting phenomena, which were investigated in more depth in the previous mechanistic study.22 Thus, it can be concluded, that the basicity does not only influence the overall activity, but also the rate of formation of the formate intermediate.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/c6re00228e |
This journal is © The Royal Society of Chemistry 2017 |