全國中小學科展

2003年

In The Name Of Allah

All Praise be to Allah and Pray and Peace be upon to the Prophet\r of Allah ( Mohammad peace be upon Him )

以TiO2 觸媒材料製作廢液防污染系統

常常看到一些防污染系統的不實際及曠廢時日以致造\r 成污染面的擴大;最常見的為油輪漏油污染海面,而我們能\r 做的僅是利用攔油繩鏈(oil disaster)將污染海面的油污圈圍\r 起來防止其擴大範圍。從文獻資料得知最新的觸媒材料TiO2\r 可以在紫外光照射下發揮分解油污及廢液的功能。因此想以\r TiO2 為主題對類似油污污染及廢液污染的濾淨作一番探\r 討,進而研究出一套快速的除汙設計來嘗試解決層出不窮的\r 污染事件。\r TiO2廉價、無毒、穩定性高,為一種良好的光催化觸媒,\r 其實它早已被用來加入化妝品及口香糖中,以期促成人體內\r 外部(含口腔)的淨化功能。所以我們進一步配合空心玻璃球\r 粒的應用及TiO2 薄膜的鍍製來設計出具有分解液態污染源\r 的攔油繩及快速分解液態污染源的簡易濾淨系統。

光基因新角色-cop8

COP8 is the second unit of COP9 signalsome. In the comparison of BLAST ,we found that\r LLPC14 cDNA and the protein sequence are quit similar to the COP8 of Arabidopsis thaliana\r Therefore, we are interested in the role that COP8 plays in the photomorphogenesis and try to find\r the length of the sequence. So far, no result is obtained about the 3’-RACE, but we’re surprised to\r find that the sequence found in 5’-RACE is shorter than what we’re know, which suggests the RNA\r length of the cDNA used in the RACE combination has decreased.\r Although the final results of the COP8 5’and 3’-RACE haven’t been achieved, it is sure the\r COP8 is highly-conserved in many species. Since the similarity between LLPC14 and the COP8 of\r Arabidopsis thaliana is as high as 90 percent, we used the COP8 of Arabidopsis thaliana to detect the\r COP8 protein in pollen.在過去種綠豆芽的經驗中,不難發現它本身因為環境的不同,而有不同型態白化\r 的現象,例如:黑暗下萌發的豆苗。但尚未深入去理解白化的原因;而在後來的種植\r 經驗上,也發現有許多令自己覺得困惑的相同處。\r 在高二的生命科學第四章中,有提到光照與黑暗生長的植株,在構造比較上有明\r 顯的不同;其中,提及植物的活性組織存在「光敏素」(phytochrome),此色素蛋白的\r 存在於光照後,會引發一連串反應,至此,也稍微了解植物的萌發反應的差別。\r 故藉由個人在中研院植物所的資優生培訓過程,便以此為前題,進一步探究植物基\r 因組COP 8 與白化現象的相關性

Universal Cable Tester

The purpose of the research was to develop en easy to use/ affordable\r product that can indicate defects in any kind of cable carrying an electrical\r current or signal without any damage to the cable… and if there are defects,\r it can show you the kind of defects.

鋪蓋之研究與探討

本文是利用整數分拆及排容原理研究以1x2 矩形鋪mxn 矩形的排法邏輯及總排法數,並進一步探討下列兩種情況:雙邊不含缺陷線及至少有一缺陷線的排法數。\r Based on the Apart of Number and the Inclusion- Exclution principle, this research intends to analyze the logic and final result of permutation by laying an 1x2 rectangle over an mxn rectangle. From the analysis, this study will go further to explore the possible permutation in the following two situations : when there is no fault line on both sides and when at least one fault line exists.\r