在物理中可以引用Green函数求解下列形式的线性微分方程
The Application of Titanium for Photoreduction of Carbon Dioxide
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ABSTRACT
Greenhouse gas emission mostly accounts for global warming effect, hence the urgency to realize $\text{CO}_{2}$ removal efficiently and harmlessly to the environment. Base on all of these requirements, utilization of abundant solar energy to achieve $\text{CO}_{2}$ reduction seems the be the best choice. In this review, mechanisms of $\text{CO}_{2}$ photoreduction is briefly introduced, including electrochemical potential analysis and chemical reaction mechanism. Efficiency measurements in this filed are summarized, mainly divided into two groups: catalyst-based measurement and light-based measurement. Applications of $\text{TiO}_{2}$ on $\text{CO}_{2}$ reduction will follow. Subsequently, the modifications on $\text{TiO}_{2}$ specifically for its efficiency and selectivity are discussed in details.
Something About Dirac and Kronecker Delta Function
量子物理中的Green函数定义及其应用
在经典物理中，Green函数主要被当做一种求解线性微分方程数学物理方法来使用。在量子物理中，其定义稍显“不同”：
当然其本质还是求解线性微分方程，关于它们之间的联系，详见博客文章：量子物理中Green函数与其广义定义的联系。在这里，我们先看看Green函数在量子物理中是如何被定义的。
课后回顾 | 吸附动力学
回首2017 | 课程知识回顾
快到年底了…其实关键是快到期末了。摸着羊不得不抓紧时间复习，仿佛多看几次就能记住似的（的确比不看的强）。这段时间，摸着羊很久都没有更新博客了，一是因为课程/科研任务都较紧张，二是因为，个人希望沉淀出更有质量的东西再写。