conversion and DMC yield. Meanwhile, in terms of commercialization requirements and atom economy, it is also desirable for the
recyclability of the 2-cyanopyridine by dehydrating 2-picolinamide (2-PA) back to 2-cyanopyridine.
As for the dehydration of primary amides to nitriles, classical dehydrating agents such as acidic (e.g., P2O5, POCl3, SOCl2) [4-6]
and basic reagents (e.g., NaBH4) [7] are known to be effective. In addition to these dehydrating agents, many catalysts have also been
reported to be applied for dehydration of amides to nitriles. For example, Stephan Enthaler reported various homogeneous catalysts
such as Cu [8], Zn [9] and Fe ion for dehydration of amides to nitriles [10]. On the other hand, Kiyotomi Kaneda proposed V/HT
catalyst [11] and Noritaka Mizuno applied lacunary silicotungstate as the efficient heterogeneous catalysts for the dehydration of
amides [12].
However, there have been few papers reported on the dehydration of 2-picolinamide to 2-cyanopyridine [3, 9, 13-15]. Moreover,
in most of these work, excess amount of dehydrating agents which are expensive and nonrenewable have been used for the dehydration
of 2-picolinamide to 2-cyanopyridine, such as ethyl dichlorophosphate [13], N-methyl-N-(trimethylsilyl) trifluoroacetamide [9],
trifluoromethane sulfonic acid anhydride and trimethylamine [14]. Although there was a report on U ion catalyzing the dehydration of
2-cyanopyridine, it has inevitably utilized dehydrating agents [15]. If catalytic dehydration of 2-picolinamide could be performed
without any additives, it would be a green procedure for 2-cyanopyridine synthesis due to its high atom efficiency (only water is
formed as a byproduct).
In this work, silica supported potassium oxide acting as a heterogeneous catalyst was developed for the dehydration of 2-
picolinamide to produce 2-cyanopyridine without any additives. The effect of catalyst preparation conditions on the catalytic activity
was studied. XRD and FT-IR was employed to clarify the active sites of the catalyst. To gain the further insight into the importance of
Si-OH to the formation of the active species, the adjustment of the amount of Si-OH was carried out by silylation and hydroxylation
procedure.
The K2O/SiO2 catalyst was prepared by incipient wetness impregnation method. SiO2 (A), SiO2 (B) and SiO2 (C) with the
different specific surface area and the pore size distribution were adopted as the supports, respectively. Before being impregnated with
potassium carbonate, the commercially available silica supports were heated at 700 ºC in order to dehydroxylate hydrogen-bonded Si-
OH to obtain more free Si-OH group. Then an aqueous solution of K2CO3 was slowly added to the support, with rapid stirring at room
temperature. Different loadings were achieved by adjusting the amount of K2CO3. After being evaporated and dried at 110 ºC for 12 h,
the catalyst was then calcined in air at various temperatures for 3 h. The sections of silica surface modification, catalyst
characterization and activity tests are presented in Supporting information.
Three kinds of silica were employed as the supports. Fig. S1 (Supporting information) gives the N2 adsorption–desorption
isotherms and pore-size distribution of the different supports. For the mesoporous and microporous supports, the pore sizes were
calculated from the desorption branch of the isotherm using the BJH model and HK model, respectively. The specific surface areas
were calculated by Barrett-Emmett-Teller (BET) equation. As illustrated in Fig. S1(a) (Supporting information), the type IV patterns of
the adsorption curves of SiO2 (B) and SiO2 (C) suggested the typical hysteresis loop of mesoporous materials according to the
classification of the International Union of Pure and Applied Chemistry (IUPAC) [16]. For SiO2 (A), at the low pressure, the
adsorption–desorption curves showed the existence of microporous structure. The pore size distribution in Fig. S1(b) (Supporting
information) verified the different mesopore sizes and micropore sizes for these three kinds of silica [17,18]. SiO2 (A) and SiO2 (B) had
a narrow Gaussian-like unimodal pore size distribution. Nevertheless, SiO2 (C) showed a broad distribution.
The pore diameter, specific surface area and pore volume of the different supports were listed in Table S1 (Supporting
information). As it showed, the average pore diameters of SiO2 (A), SiO2 (B) and SiO2 (C) were 1.1, 5.5 and 8.7 nm, respectively. And
the specific surface areas of SiO2 (A), SiO2 (B) and SiO2 (C) were 479, 578 and 330 m2/g. The specific surface area decreased in the
order SiO2 (B) >SiO2 (A) >SiO2 (C). The order of pore size was as following: SiO2 (C) >SiO2 (B) >SiO2 (A). Table S2 (Supporting
information) listed the textural information of 0.8K/SiO2 (B) catalyst calcined at different temperature. As calcination temperature
increased, the pore diameter increased and the specific area decreased dramatically.
As shown in Fig. 1(a), He-TPD was performed to examine the amount of residual K2CO3 of the 0.8K/SiO2 (B) catalysts calcined
at different temperatures, which was induced by the slow decomposition rate of the catalysts [19]. CO2-TPD was employed to evaluate
the basicity of the samples calcined at different temperatures as illustrated in Fig. 1(b). It was noted from Fig. 1(b) that, desorption
o
peaks were divided into four parts. Peak 1 at around 100 C corresponded to the physical adsorption of CO2. Peak 2 centered at
approximately 200 ºC was attributed to weak basicity of SiO2 (B) [20,21]. The peaks at around 400 ºC and 650 ºC, denoted as peak 3
and peak 4, respectively, were attributed to medium and strong basicity. Peak 3 was derived from reactions of basic species with
siliceous supports while peak 4 originated from the production of K2O caused by the decomposition of bulk phase of K2CO3 [22].
However, in light of the slow decomposition rate of the 0.8K/SiO2 (B) catalysts, the catalysts calcined at different temperatures
may not decompose completely after calcination. Furthermore, as Yamaguchi reported [18], supported K2CO3 can release CO2 at
around 400 ºC and 750 ºC which were close to the positions of peak 3, and peak 4 of CO2-TPD. Therefore, it indicated that when
calculating the amounts of medium basicity and strong basicity of the catalysts, the amount of CO2 produced by the decomposition of
loaded K2CO3 should be subtracted. Hence, decomposition peaks in Fig. 1(a) were divided into four parts in accordance with Fig. 1(b)
in order to calculate the amount of basicity. For the peak at around 650 ºC, denoted as peak 4 in Fig. 1(a), it corresponded to the
decomposition of the bulk phase of K2CO3 [19]. Moreover, for the two temperature branches from 200 ºC to 500 ºC, denoted as peak 2
and peak 3, CO2 was produced by the reaction between K2CO3 and Si-OH which gave rise to the medium basic sites [22]. The peak
centered at 100 ºC was assigned to weak adsorption interaction between CO2 and the catalyst.