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Photoredox-Catalyzed Metal-Free Regio-&Stereoselective C(sp^(2))-H Amination of Enamides with N-Aminopyridium Salts
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作者 Zheng-Bao Qin Kun Ni +3 位作者 Li Wang xiao-di wu Yu Zhang Kai Zhao 《Chinese Journal of Chemistry》 SCIE CAS CSCD 2024年第18期2235-2242,共8页
A visible-light-induced photoredox-catalyzed regioselective and stereoselective C(sp')-H amination of enamides with bench-stable and A visible-light-induced photoredox-catalyzed regioselective and stereoselective ... A visible-light-induced photoredox-catalyzed regioselective and stereoselective C(sp')-H amination of enamides with bench-stable and A visible-light-induced photoredox-catalyzed regioselective and stereoselective C(sp)-H amination of enamides with bench-stable and easily accessible N-aminopyridium salts is developed,affording synthetically and biologically prominent vicinal 1,2-diamine scaffolds with broad substrate scope and excellent functional group compatibility.The transformation proceeded through a radical pathway involving the Giese addition of the relatively electrophilic N-centered sulfonamidyl radical species to nucleophilicβ-olefinic position of enamides followed by the ensuing single electron oxidation andβ-H elimination,delivering geometrically-defined Z-configuredβ-sulfonamidylated enamides.The operational simplicity,environmental friendliness and cost efficiency of this methodology allowed it to pave a new avenue to enrich the arsenal of synthetically crucial functionalized enamides and their related derivatives. 展开更多
关键词 ENAMIDES AMINATION Photoredox catalysis REGIOSELECTIVE STEREOSELECTIVE METAL-FREE
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基于浸入边界-格子波尔兹曼通量求解法的并列双圆柱流动特性数值研究(英文)
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作者 xiao-di wu Hua-ping LIU Fu CHEN 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2018年第5期384-398,共15页
目的:本文旨在应用新型数值求解方法,即浸入边界-格子波尔兹曼通量求解法,研究并列双圆柱流动特性,并探索该数值方法在工程应用中的可行性。创新点:1.将浸入边界法与格子波尔兹曼求解法相结合,简单并高效地实现在非均匀直角网格下求解... 目的:本文旨在应用新型数值求解方法,即浸入边界-格子波尔兹曼通量求解法,研究并列双圆柱流动特性,并探索该数值方法在工程应用中的可行性。创新点:1.将浸入边界法与格子波尔兹曼求解法相结合,简单并高效地实现在非均匀直角网格下求解不可压流动以及动边界问题;2.应用浸入边界-格子波尔兹曼求解法研究并列双圆柱流场特性。方法:1.通过理论推导,建立状态变量和通量与格子波尔兹曼方程中粒子密度分布函数之间的关系(公式(8)^(10));2.采用强制浸入边界法处理流固界面使固壁表面满足无滑移边界条件,实现在笛卡尔网格下求解运动边界问题;3.通过数值模拟,探讨雷诺数和圆柱间距对静止双圆柱受力及流场尾流特性的影响以及雷诺数、间距和旋转速度对旋转并列双圆柱受力及尾流特性的影响规律。结论:1.浸入边界-格子波尔兹曼求解法可以简单实现采用非贴体网格求解不可压流动及动边界问题。2.对于并列静止双圆柱,随着间距的增加,双圆柱尾流场的相互作用逐渐消失,尾迹由无规则性转变为规则的同相位流动或反向流动;雷诺数影响圆柱受力系数。3.对于并列旋转双圆柱,雷诺数对旋转圆柱受力影响较弱;旋转速度可以抑制单圆柱尾流场的非定常效应;随着圆柱间距的增加,双圆柱后方形成固定的相位关系以及同一频率的脱落涡。 展开更多
关键词 浸入边界法 格子波尔兹曼通量求解法 运动边界 并列圆柱
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