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DFT study of the water gas shift reaction on Ni(111), Ni(100) and Ni(110) surfaces

机译:DFT研究Ni(111),Ni(100)和Ni(110)表面上水煤气变换反应

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Density functional theory (DFT) calculations were used to study the water gas shift (WGS) reaction on Ni(111), Ni(100) and Ni(110) surfaces. The adsorption energy for ten species involved in the reaction together with activation barriers and reaction energies for the nine most important elementary steps were determined using the same model and DFT methods. The results reveal that these energies are sensitive to the surface structure. In spite of this, the WGS reaction occurs mainly via the direct also referred to as redox) pathway with the CO + O -> CO2 reaction as the rate determining step on all three surfaces. The activation barrier obtained for this rate limiting step decreases in the order Ni(110) > Ni(111) > Ni(100). Therefore, if O species are present on the surfaces then the WGS reaction is fastest on the Ni(100) surface. However, the barrier for desorption of H2O (which is the source of the O species) is lower than its dissociation reaction on the Ni(111) and Ni(100) surfaces, but not on the Ni(110) surface. Hence, at low H2O(g) pressures, the direct pathway on the Ni(110) surface will dominate and will be the rate limiting step. The calculations also show that the reason that the WGS reaction does not primarily occur via the formate pathway is that this species is a stable intermediate on all surfaces. The reactions studied here support the Bronsted-Evans-Polanyi (BEP) principles with an R-2 value of 0.99. (C) 2015 Elsevier B.V. All rights reserved,
机译:密度泛函理论(DFT)计算用于研究Ni(111),Ni(100)和Ni(110)表面上的水煤气变换(WGS)反应。使用相同的模型和DFT方法确定了参与反应的十种物质的吸附能以及九个最重要的基本步骤的活化能垒和反应能。结果表明,这些能量对表面结构敏感。尽管如此,WGS反应仍主要通过直接途径(也称为氧化还原)途径发生,其中CO + O-> CO2反应作为速率确定步骤在所有三个表面上进行。为此速率限制步骤获得的激活势垒按Ni(110)> Ni(111)> Ni(100)的顺序降低。因此,如果表面上存在O物种,则WGS反应在Ni(100)表面上最快。但是,H2O(是O物种的来源)解吸的障碍要比其在Ni(111)和Ni(100)表面而不是Ni(110)表面的解离反应要低。因此,在低H2O(g)压力下,Ni(110)表面上的直接途径将占主导地位,并将成为速率限制步骤。该计算还表明,WGS反应不是主要通过甲酸盐途径发生的原因是该物质是所有表面上的稳定中间体。此处研究的反应支持Bronsted-Evans-Polanyi(BEP)原理,R-2值为0.99。 (C)2015 Elsevier B.V.保留所有权利,

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