热催化CO2加氢的动力学和热力学考虑

IF 11.3 1区 化学 Q1 CHEMISTRY, PHYSICAL
Ting C. Lin, Elizabeth E. Bickel Rogers, Aditya Bhan
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Here, <i>C</i><sub><i>E</i></sub> denotes the concentration of species <i>E</i>. (b, c) Simulated first rank delplots and (d, e) yields as a function of contact time for the two cases. Inset in (c) shows the selectivity to product <i>C</i> over the 0–3% conversion region of the first rank plot for case (ii). (f) Simulated TOFs as a function of contact time for case (i). Values of rate and equilibrium constants were chosen for illustrative purposes and do not impact the general trends shown. Arbitrary units are abbreviated as a.u. Simulation details are provided in section S1 (Supporting Information (SI)). Figure 2. Simulated (a) overall reversibility and (b) carbon selectivity as a function of contact time during CO<sub>2</sub> hydrogenation to methanol, CO, and ethanol on a hypothetical catalyst kinetically selective toward methanol (30 bar; 503 K; 1 a.u. total inlet flow rate; H<sub>2</sub>:CO<sub>2</sub> = 3). (c) Calculated equilibrium carbon selectivity (30 bar; H<sub>2</sub>:CO<sub>2</sub> = 3) as a function of temperature, where the methanol selectivity is too low to be observed in the figure. The result at 503 K is highlighted and expectedly consistent with selectivity from (b) in the limit of infinite contact time. Simulation details are provided in section S3 (SI). Figure 3. (a) Free energy diagrams at the standard state (<i>C</i><sub>0</sub> = 1 a.u.) and under reaction conditions (initial <i>C</i><sub><i>A</i>,0</sub> = 10 a.u.; <i>X</i><sub><i>A</i></sub> = 0.23) for single-path reaction sequence <i>A</i> ⇄ <i>B</i> ⇄ <i>C</i> ⇄ <i>D</i>. (b) Free energy diagrams for CO<sub>2</sub> hydrogenation at 523 K referenced to CO<sub>2</sub> + 3H<sub>2</sub> at the standard state (<i>P</i><sub>0</sub> = 1 bar), hypothetical reaction condition 1 (<i>P</i><sub>tot</sub> = 10 bar; inlet CO<sub>2</sub>:H<sub>2</sub> = 1:3; <i>X</i><sub>CO<sub>2</sub></sub> = 0.03; <i>S</i><sub>CH<sub>3</sub>OH</sub> = 0.5), and hypothetical reaction condition 2 (<i>P</i><sub>tot</sub> = 10 bar; inlet CO<sub>2</sub>:H<sub>2</sub> = 1:3; <i>X</i><sub>CO<sub>2</sub></sub> = 0.03; <i>S</i><sub>CH<sub>3</sub>OH</sub> = 0.05) calculated based on values from ref (10). The values of the initial concentration of reactants and conversion in both examples were chosen to outline an illustrative example (details in section S4, SI). Figure 4. (a) Reaction condition free energy diagram with increasing extent of reaction, (b) <i>z</i><sub><i>i</i></sub> as a function of conversion of <i>A</i>, and (c) <i>X</i><sub>ZC,<i>i</i></sub> as a function of conversion of <i>A</i> for single-path reaction sequence <i>A</i> ⇄ <i>B</i> ⇄ <i>C</i> ⇄ <i>D</i>. Simulation details are provided in section S4 (SI). combining delplot analysis, Wojciechowski’s criterion, product cofeed experiments, reversibility considerations, and isotopic tracing to elucidate the reaction network of CO<sub>2</sub> hydrogenation such that observed rates can be attributed to specific reaction pathways, deconvoluting thermodynamic and kinetic driving forces for each reaction pathway through reversibility formalisms with consistent length-scales (differential vs integral models) such that forward rates and selectivity can be related to catalyst properties, and acknowledging the dependence of kinetic and thermodynamic driving forces on the extent of reaction, which can be illustrated through reaction condition energy diagrams as opposed to standard-state energy diagrams. The Supporting Information is available free of charge at https://pubs.acs.org/doi/10.1021/acscatal.4c05805. Simulation details and MATLAB code for delplot analysis and Wojciechowski’s criterion, for evaluating equilibrium selectivity, and for standard and reaction condition energy diagrams, as well as simulated delplots for nonfirst order reactions (PDF) Kinetic and Thermodynamic\nConsiderations in Thermocatalytic\nCO<sub>2</sub> Hydrogenation <span> 0 </span><span> views </span> <span> 0 </span><span> shares </span> <span> 0 </span><span> downloads </span> Most electronic Supporting Information files are available without a subscription to ACS Web Editions. Such files may be downloaded by article for research use (if there is a public use license linked to the relevant article, that license may permit other uses). Permission may be obtained from ACS for other uses through requests via the RightsLink permission system: http://pubs.acs.org/page/copyright/permissions.html. T.C.L. and E.E.B.R. contributed equally to this work. The authors acknowledge financial support from the U.S. Department of Energy, Office of Basic Energy Science, Catalysis Science Program under Award DE-SC0025321 and from the University of Minnesota, College of Science and Engineering. This material is also based upon work supported by the National Science Foundation Graduate Research Fellowship under Grant 2237827. This article references 19 other publications. This article has not yet been cited by other publications.","PeriodicalId":9,"journal":{"name":"ACS Catalysis ","volume":"1 1","pages":""},"PeriodicalIF":11.3000,"publicationDate":"2024-12-26","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Kinetic and Thermodynamic Considerations in Thermocatalytic CO2 Hydrogenation\",\"authors\":\"Ting C. Lin, Elizabeth E. 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Here, <i>C</i><sub><i>E</i></sub> denotes the concentration of species <i>E</i>. (b, c) Simulated first rank delplots and (d, e) yields as a function of contact time for the two cases. Inset in (c) shows the selectivity to product <i>C</i> over the 0–3% conversion region of the first rank plot for case (ii). (f) Simulated TOFs as a function of contact time for case (i). Values of rate and equilibrium constants were chosen for illustrative purposes and do not impact the general trends shown. Arbitrary units are abbreviated as a.u. Simulation details are provided in section S1 (Supporting Information (SI)). Figure 2. Simulated (a) overall reversibility and (b) carbon selectivity as a function of contact time during CO<sub>2</sub> hydrogenation to methanol, CO, and ethanol on a hypothetical catalyst kinetically selective toward methanol (30 bar; 503 K; 1 a.u. total inlet flow rate; H<sub>2</sub>:CO<sub>2</sub> = 3). (c) Calculated equilibrium carbon selectivity (30 bar; H<sub>2</sub>:CO<sub>2</sub> = 3) as a function of temperature, where the methanol selectivity is too low to be observed in the figure. The result at 503 K is highlighted and expectedly consistent with selectivity from (b) in the limit of infinite contact time. Simulation details are provided in section S3 (SI). Figure 3. (a) Free energy diagrams at the standard state (<i>C</i><sub>0</sub> = 1 a.u.) and under reaction conditions (initial <i>C</i><sub><i>A</i>,0</sub> = 10 a.u.; <i>X</i><sub><i>A</i></sub> = 0.23) for single-path reaction sequence <i>A</i> ⇄ <i>B</i> ⇄ <i>C</i> ⇄ <i>D</i>. 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引用次数: 0

摘要

省略H2和H2O的计量量。如何确定CO2、CO和碳氢化合物/含氧产物之间的反应网络连通性,以评估途径特异性速率?如何确定对观察到的速率和选择性趋势的热力学贡献,并将其与动力学贡献解耦?如何在能量图中说明热力学驱动力之间的关系和所施加的约束?图1所示。(a)假设的反应网络,其中a在以下两种情况下转化为B, C, D和E: (i) C是次级产物,不存在产物抑制;(ii)所有物种都是初级产物,E抑制B和D的形成速率。这里,CE表示物种E的浓度。(B, C)模拟的一级三角洲和(D, E)两种情况下的产率作为接触时间的函数。(c)中的插图显示了情况(ii)中第一等级图0-3%转换区域对产物c的选择性。(f)情况(i)中模拟的tof作为接触时间的函数。选择速率和平衡常数的值是为了说明目的,并不影响所示的一般趋势。任意单位缩写为a.u。模拟细节在第S1节(支持信息)中提供。图2。模拟了(a)总体可逆性和(b)碳选择性作为接触时间的函数,在假设的催化剂上对甲醇有动力学选择性(30 bar;503 K;1 a.u.总进口流量;(c)计算平衡碳选择性(30 bar;H2:CO2 = 3)作为温度的函数,其中甲醇选择性太低,无法在图中观察到。在503 K时的结果被突出显示,并且预期与(b)在无限接触时间限制下的选择性一致。模拟详情请参阅第S3 (SI)节。图3。(a)标准状态下(C0 = 1 a.u)和反应条件下(初始CA,0 = 10 a.u;(B) 523 K下CO2加氢的自由能图,参照CO2 + 3H2在标准状态下的自由能图(P0 = 1 bar),假设反应条件1 (ppt = 10 bar;进口CO2:H2 = 1:3;Xco2 = 0.03;SCH3OH = 0.5),假设反应条件2 (ppt = 10 bar;进口CO2:H2 = 1:3;Xco2 = 0.03;SCH3OH = 0.05),根据参考文献(10)的值计算。选择两个例子中反应物的初始浓度和转化率的值来概述一个说明性的例子(详情见第S4节,SI)。图4。(a)随反应程度增加的反应条件自由能图,(b) zi作为a转化的函数,以及(c) XZC,i作为单路反应序列a当下b当下c当下d转化的函数。结合delplot分析、Wojciechowski标准、产物共馈实验、可变性考虑和同位素示踪来阐明CO2加氢的反应网络,从而使观察到的速率可以归因于特定的反应途径。通过具有一致长度尺度(微分模型与积分模型)的可逆性形式,对每个反应途径的热力学和动力学驱动力进行解卷积,从而将正向速率和选择性与催化剂性质联系起来,并承认动力学和热力学驱动力对反应程度的依赖,这可以通过反应条件能量图(而不是标准状态能量图)来说明。支持信息可在https://pubs.acs.org/doi/10.1021/acscatal.4c05805免费获取。模拟细节和MATLAB代码delplot分析和Wojciechowski的标准,评估平衡选择性,标准和反应条件的能量图,以及模拟非一阶反应的delplot (PDF)动力学和热力学考虑在热催化co2氢化0查看0分享0下载大多数电子支持信息文件可获得,无需订阅ACS网络版。这些文件可以通过文章下载用于研究用途(如果相关文章有公共使用许可链接,该许可可以允许其他用途)。如有其他用途,可通过RightsLink权限系统http://pubs.acs.org/page/copyright/permissions.html向ACS申请。T.C.L.和E.E.B.R.对这项工作贡献相同。作者感谢美国能源部、基础能源科学办公室、催化科学项目DE-SC0025321奖和明尼苏达大学科学与工程学院的财政支持。本材料也基于国家科学基金研究生研究奖学金2237827资助的工作。本文引用了其他19个出版物。 这篇文章尚未被其他出版物引用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Kinetic and Thermodynamic Considerations in Thermocatalytic CO2 Hydrogenation

Kinetic and Thermodynamic Considerations in Thermocatalytic CO2 Hydrogenation
aStoichiometric amounts of H2 and H2O were omitted. How can the reaction network connectivity between CO2, CO, and hydrocarbon/oxygenate products be determined to assess pathway-specific rates? How can thermodynamic contributions to observed trends in rates and selectivity be identified and decoupled from kinetic contributions? How can relationships between and constraints imposed by thermodynamic driving forces be illustrated in energy diagrams? Figure 1. (a) Hypothetical reaction networks where A converts to B, C, D, and E following two cases: (i) C is a secondary product with no product inhibition present, and (ii) all species are primary products with E inhibiting the formation rates of B and D. Here, CE denotes the concentration of species E. (b, c) Simulated first rank delplots and (d, e) yields as a function of contact time for the two cases. Inset in (c) shows the selectivity to product C over the 0–3% conversion region of the first rank plot for case (ii). (f) Simulated TOFs as a function of contact time for case (i). Values of rate and equilibrium constants were chosen for illustrative purposes and do not impact the general trends shown. Arbitrary units are abbreviated as a.u. Simulation details are provided in section S1 (Supporting Information (SI)). Figure 2. Simulated (a) overall reversibility and (b) carbon selectivity as a function of contact time during CO2 hydrogenation to methanol, CO, and ethanol on a hypothetical catalyst kinetically selective toward methanol (30 bar; 503 K; 1 a.u. total inlet flow rate; H2:CO2 = 3). (c) Calculated equilibrium carbon selectivity (30 bar; H2:CO2 = 3) as a function of temperature, where the methanol selectivity is too low to be observed in the figure. The result at 503 K is highlighted and expectedly consistent with selectivity from (b) in the limit of infinite contact time. Simulation details are provided in section S3 (SI). Figure 3. (a) Free energy diagrams at the standard state (C0 = 1 a.u.) and under reaction conditions (initial CA,0 = 10 a.u.; XA = 0.23) for single-path reaction sequence ABCD. (b) Free energy diagrams for CO2 hydrogenation at 523 K referenced to CO2 + 3H2 at the standard state (P0 = 1 bar), hypothetical reaction condition 1 (Ptot = 10 bar; inlet CO2:H2 = 1:3; XCO2 = 0.03; SCH3OH = 0.5), and hypothetical reaction condition 2 (Ptot = 10 bar; inlet CO2:H2 = 1:3; XCO2 = 0.03; SCH3OH = 0.05) calculated based on values from ref (10). The values of the initial concentration of reactants and conversion in both examples were chosen to outline an illustrative example (details in section S4, SI). Figure 4. (a) Reaction condition free energy diagram with increasing extent of reaction, (b) zi as a function of conversion of A, and (c) XZC,i as a function of conversion of A for single-path reaction sequence ABCD. Simulation details are provided in section S4 (SI). combining delplot analysis, Wojciechowski’s criterion, product cofeed experiments, reversibility considerations, and isotopic tracing to elucidate the reaction network of CO2 hydrogenation such that observed rates can be attributed to specific reaction pathways, deconvoluting thermodynamic and kinetic driving forces for each reaction pathway through reversibility formalisms with consistent length-scales (differential vs integral models) such that forward rates and selectivity can be related to catalyst properties, and acknowledging the dependence of kinetic and thermodynamic driving forces on the extent of reaction, which can be illustrated through reaction condition energy diagrams as opposed to standard-state energy diagrams. The Supporting Information is available free of charge at https://pubs.acs.org/doi/10.1021/acscatal.4c05805. Simulation details and MATLAB code for delplot analysis and Wojciechowski’s criterion, for evaluating equilibrium selectivity, and for standard and reaction condition energy diagrams, as well as simulated delplots for nonfirst order reactions (PDF) Kinetic and Thermodynamic Considerations in Thermocatalytic CO2 Hydrogenation 0 views 0 shares 0 downloads Most electronic Supporting Information files are available without a subscription to ACS Web Editions. Such files may be downloaded by article for research use (if there is a public use license linked to the relevant article, that license may permit other uses). Permission may be obtained from ACS for other uses through requests via the RightsLink permission system: http://pubs.acs.org/page/copyright/permissions.html. T.C.L. and E.E.B.R. contributed equally to this work. The authors acknowledge financial support from the U.S. Department of Energy, Office of Basic Energy Science, Catalysis Science Program under Award DE-SC0025321 and from the University of Minnesota, College of Science and Engineering. This material is also based upon work supported by the National Science Foundation Graduate Research Fellowship under Grant 2237827. This article references 19 other publications. This article has not yet been cited by other publications.
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来源期刊
ACS Catalysis
ACS Catalysis CHEMISTRY, PHYSICAL-
CiteScore
20.80
自引率
6.20%
发文量
1253
审稿时长
1.5 months
期刊介绍: ACS Catalysis is an esteemed journal that publishes original research in the fields of heterogeneous catalysis, molecular catalysis, and biocatalysis. It offers broad coverage across diverse areas such as life sciences, organometallics and synthesis, photochemistry and electrochemistry, drug discovery and synthesis, materials science, environmental protection, polymer discovery and synthesis, and energy and fuels. The scope of the journal is to showcase innovative work in various aspects of catalysis. This includes new reactions and novel synthetic approaches utilizing known catalysts, the discovery or modification of new catalysts, elucidation of catalytic mechanisms through cutting-edge investigations, practical enhancements of existing processes, as well as conceptual advances in the field. Contributions to ACS Catalysis can encompass both experimental and theoretical research focused on catalytic molecules, macromolecules, and materials that exhibit catalytic turnover.
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