efficient-construction-drug-like-bispirocyclic-scaffolds-via

Efficient Construction of Drug-like Bispirocyclic Scaffolds Via Organocatalytic Cycloadditions of &#945;-Imino &#947;-Lactones and Alkylidene Pyrazolones

Bispirocyclic scaffolds are one of the important structural subunits in many natural products that exhibit diverse and attractive biological activities. ...

Sun Yat-sen University

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Establishing primary cell cultures from Branchiostoma belcheri Japanese.

&Eacute;tablir des cultures de cellules primaires de Branchiostoma belcheri japonais.

Aufbau prim&auml;re Zellkulturen aus Branchiostoma Belcheri Japanisch.

Istituzione di colture cellulari primarie da Branchiostoma belcheri giapponese.

Branchiostoma belcheri &#x65E5;&#x672C;&#x8A9E;&#x304B;&#x3089;&#x306E;&#x4E00;&#x6B21;&#x96FB;&#x6C60;&#x6587;&#x5316;&#x3092;&#x78BA;&#x7ACB;&#x3057;&#x307E;&#x3059;&#x3002;

Branchiostoma belcheri &#xC77C;&#xBCF8;&#xC5D0;&#xC11C;&#xC5D0;&#xC11C; 1 &#xCC28; &#xC140; &#xBB38;&#xD654; &#xC218;&#xB9BD;.

Establecer cultivos de c&eacute;lulas de primaria de Branchiostoma belcheri japon&eacute;s.

Convention applied to describe contaminant transport in landfills and groundwater systems is typically characterized by simplified geometries and boundary conditions. As a result, they neglect the more general boundary conditions encountered in the real world, including convection and diffusion of contaminants (e.g., landfill leachate) associated with fluid transportation in the lateral direction. Here, we present semi-analytical solutions that can be used to describe and estimate the contaminants' fate in two-dimensional space. This is achieved by applying the homotopy analysis method (HAM) to create a different order deformation equation series, the sum of which is the solution of the two-dimensional target problem. To ensure the accuracy of the semi-analytical solution, elements of the equation series have been defined and adapted to satisfy the partial differential equation of the discussed problem. Similarly, the convergence of the HAM solution has been achieved by adopting proper convergent control parameters, ensuring the convergence of each element of the deformation equation series. This guarantees that the sum of the equation series is convergent. HAM has been applied to three cases with more general and smooth initial conditions. Good agreement between HAM solutions and numerical solutions from the literature demonstrates the capacity of HAM.

Semi-analytical solutions for two-dimensional convection-diffusion-reactive equations based on homotopy analysis method.

Article	Year
Establishing primary cell cultures from Branchiostoma belcheri Japanese. In vitro cellular & developmental biology. Animal\| PubMed ID: 23358867	2013
Semi-analytical solutions for two-dimensional convection-diffusion-reactive equations based on homotopy analysis method. Environmental science and pollution research international\| PubMed ID: 30324371	2018

Xiaoqing Cai

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