全國中小學科展

二等獎

轉譯在延長階段所做的調控

高中生物課本內對於轉譯機制所舉的例子,通常僅侷限於轉譯起始階段(initiation)所受的調控,例如色胺酸調控組。因此,我們想藉此研究更進一步探討:細胞在不同階段是否有調控轉譯的現象。我們利用冷光蛋白測定法(luciferase reporter assay)測出CPEB3的確對於轉譯有減緩的效果,並利用不同internal ribosome entry site(IRES)間接證明轉譯速率的變化主要是根據延長階段的不同而有所改變。另一方面,我們將多組CPEB3突變株進行交叉分析,找出cpeb3序列中兩百多個鹼基對的重要基因片段,並發現其為不連續的基因,且用Co-Immunoprecipitation(Co-IP)驗證我們的實驗結果。未來,我們將繼續探討在延長階段抑制的意義,以助於我們進一步了解細胞轉譯的過程。

Vison-把台北101 玩弄於電腦之中

創意發想:在學習三角函數的三角測量應用時,由於立體感並非十分容易在平面中呈現,使得解題過程並相當困難。我們希望能透過程式,實際模擬出所看到的樣子,將有利於解決這方面的問題。學習美術者也需要了解一點透視的立體概念,皆可以透過程式來模擬。作品特色:我們的精神主要在於以高中的數學及物理為基礎,來研究其中的方法。除了研究3D 繪圖之基本原理,並著重於如何以程式實作,以達到高繪圖效能。預期效果:1. 讓電腦繪出有立體感(近大遠小)的圖形。2. 可以由不同位置及角度觀察物體。3. 讓立體影像具有光及影的效果。“想像您坐了一部直升機從1 樓向上到達頂端,觀看101 大樓有何不同的景象?!”Motive :In learning the technique of triangulation, it is hard to show 3D coordinates on 2D graphics so that this kind of math problems is difficult to solve. We hope that we can simulate the 3D surroundings by programming to provide references in dealing the problems. In addition, painting learners also need the simulation to realize the concept of one-point perspective. Feature :1. We do all the research based on mathematics and physics techniques learned in high school. 2. We not only figure out the method to draw 3D pictures but put some emphasis on how to use programming to run the method. Objective: 1. Let the computer draw 3D pictures, that is, the object looks big when near and small when far. 2. Making it possible to observe the object from different positions and angles. 3. Making the 3D pictures with lighting and shading effect. “Imagine how the sight would change while you are taking a ride on a helicopter from the ground to the top of Taipei 101.”\r

刑案現場大發現-那是血嗎?

目前警察機關採用酚酞法檢驗有無血跡存在的可能性,我們希望研發新的試劑取代酚酞以增加靈敏度。 研發實驗分為四個階段: 一、 定性階段:實驗何種指示劑可取代酚酞法,檢驗有無血跡存在的可能性。 二、 定量階段:實驗新試劑與雙氧水之最適比例以及新試劑與不同血液樣品之反應速率比較。 三、 靈敏度比較階段:實驗亞甲藍法與酚酞法在不同濃度樣品的比較。 四、 反應機構推論階段:由實驗推論可能的反應機構並由新試劑之結構探討可能的反應機構。 實驗結果顯示,我們已成功地找到新的試劑(亞甲藍)作為初步血跡預備試驗。亞甲藍除了較容易配製、顏色不易與血液混淆,且在檢驗有無血跡時,其靈敏度亦較酚酞法高,以上優點證實此新試劑亦可做為血跡檢驗之用,作為初步血液預備檢驗。

假如我是正常的?!—再探渦流脫離是否可能為聖嬰發生動力

聖嬰現象為全球的共同話題之一,由於其發生會影響全球性氣候的改變,使原本乾旱處下起傾盆大雨,原本潮濕氣候的地區成了乾旱地區,導致生命、財產嚴重性損失,這也是引發本研究想站在不同科學領域角度來探就聖嬰現象的發生的原因。目前科學家大都以大氣觀點來說明聖嬰的成因:太平洋上因風向改變引起海水流向或動能變化,導致太平洋赤道地區及南美洲西側海面溫度的改變,而觸發聖嬰的發生。由於海水的熱容量比空氣大,因此我們想以海洋觀點來說明另一種可能觸動聖嬰發生的動力,在生活經驗裡,我們發現水流通過障礙物會在後方形成渦流,因此,當南極繞極環流通過德瑞克通道受到南美洲南端阻礙時,有可能在南美洲形成週期性渦流生成及脫離的現象。「這樣的渦流是否存在?」、「渦流脫離後在南美洲左右岸海面溫度、高度是否發生變化?」、「此動力是否進而觸發聖嬰現象?」,是本研究期待以新思惟解釋引發這個全球現象的另一可能動力。

環境標籤---地衣與環境污染的探討

隨著工商業發展,環境污染日益嚴重,對多數生長在這塊土地上的人,無疑造成了非常嚴重的影響。但若想要監控目前環境中的空氣品質,則必須具備專業的訓練,及昂貴的實驗設備,對一般民眾而言,根本就做不到。\r 藉由指標植物對所生長環境的高度敏感性,可以發展出一套純天然且免費的環境污染偵測器,不但方便、免攜帶、無須高級儀器協助、更不需要專業的分析技術。為此,我們以對二氧化硫等空氣污染物極為敏感的地衣作為指標植物,對其進行生態與環境污染關係的一系列觀察,並設計相關的實驗,找出環境污染物對地衣的實際影響,使其能夠實際的應用於日常生活,並可加以推廣,讓人人都可以利用地衣來了解自己所處的環境是否遭受污染,為自己家園的環境優劣把關。\r \r 文摘要 :\r With the development of industry and business , environmental pollutions become more and more serious . Undoubtedly , those pollutions have a great effect on us.\r However , by the means of the indicator plant which is highly sensitive to its environment , we can develop a set of natural and free environmental pollution detectors . In this project , we use lichenes,which are very sensitive to air pollution , to do a series of observations and to find out the influence the pollutants have on lichenes . If we can apply this to our regular lives , everyone can use lichenes to see if their environment is polluted or not .

Microbial diversity in the Mediterranean hypersaline deep-sea lake Tyro

1. Purpose of the research Characterization of bacterial and viral diversity of brine Tyro using molecular methods of identification. 2. Procedures For bacteria: 1. Amplification or multiplication of 16S rRNA gene (one of the most conservative gene) by polymerase chain reaction (PCR). 2. Agarose gel electrophoresis and purification of PCR product 3. Ligation of purified PCR product into the vector pGEM-T 4. Transformation of plasmids containing an insert into competent cells E.coli XB1 5. Blue-white selection (we need white colonies, they contain the insert of interest) 6. Isolation of plasmids containing an insert of interest 7. Sequencing of inserts 8. Bioinformatics analysis: matching homologues from GeneBank database, construction of phylogenetic trees, statistical analysis. For viruses: The same methods were used for gp23 gene, which code a major head protein of T-even bacteriophages; to amplify gp23 gene a special set of primers was used, along with a standard cloning protocol described above. 3. Data 1) Two libraries of clones were obtained during analysis: lake Tyro (24 operational taxonomic units (OTUs), 10 classes) and sea water (6 OTUs, 2 classes of eubacteria). 2) The most abundant classes were: gamma-, delta-, epsilon- Proteobacteria, which is in agreement with previous reports about bacteria in brines of Mediterranean Sea. 3) The number of clones was not sufficient to obtain stable estimates of diversity, the analysis require additional data. 4) The diversity of bacteria was unexpectedly high in brine but not in the seawater, due to higher and more diverse ion composition. 5) Most of the detected bacteria in the deep-sea lake belonged to the previously undescribed (18,75%) bacteria or had unusual metabolism (43,75%). 4. Conclusions The analysis demonstrated unexpectedly high diversity of halophilic bacteria inhabiting Tyro lake. Most of bacteria presented in brine water had unique and uncommon characteristics based on information about its closest relatives. Therefore, the deep-sea hypersaline lakes of Mediterranean Sea have great potential for further investigations. Preliminary results of diversity of viruses of Tyro lake were obtained during analysis, more complete description is coming soon.

兄弟樹性質探討 - 偶完全三連結、漢米頓可蕾斯圖

設n 為正整數,引人興趣的兄弟樹BT(n)是由高欣欣和徐力行教授不久前在[10]所提出的三正則二分圖。本報告證明在兄弟樹BT(n)中,任兩異色點之間存在三條連結線,彼此不相交且經過所有的點;若除去圖中任一點,則與此點同色之任意兩點之間也存在三條連結線,且彼此不相交並經過所有的點。此外,證明在BT(n)中,任兩異色點之間存在一條路徑並經過圖中所有點;若除去圖中任一點,則與此點異色之任意兩點之間也存在一條路徑並經過圖中所有點。除此之外,還證明兄弟樹中存在一漢米頓圈經過任三條邊。

Bezier曲線與蚶線間之關聯性的探討與推廣

在這篇報告中,我們以貝斯曲線的做圖原理建立出一種新的曲線-環狀貝斯曲線,進而得到不少有趣的結果。我們發現有名的古典曲線-蚶線,也是屬於二次環狀貝斯曲線。軌跡方程式為:,此時,係數恰符合二項式定理。之後我們推廣至n次環狀貝斯曲線的軌跡方程式:,也符合二項式定理。 在複數平面上,給定z0、z1、z2三點,我們定義出一個二次變換 ,若,,可映射成蚶線的圖形;若z∈實數,則可映射成拋物線。利用此結果類推我們找到一個複數平面上由 z0、z1、...、zn 所決定的n次變換將以原點為圓心的單位圓,映射成n次環狀Bezier曲線。 In this essay, we use the method of forming a Bezier Curve to establish a new curve, circular Bezier Curve, and find a lot of interesting results. We discover the famous classical curve "limacon", which belongs to the Quadratic Circular Bezier Curve. The locus of Quadratic Circular Bezier Curve is, where. Its coefficients match the binomial theorem. Then we apply it to the locus of nth-circular Bezier Curve:, and it also matches the binomial theorem.On the complex plane, we define a quadratic transformation corresponding to three points—z0,z1 and z2 as .If , where , a limacon is mapped. If z is a real number, a parabola is mapped. With this result, we will find a nth transformation defined by z0、z1、...、zn on the complex plane. It will form a nth-circular Bezier Curve with unit circle centering on the origin.

不要給我好人卡─編號對應的研究

Fast Fabulous Flush

Water is very vital in our lives as we cannot live without it. However our world is now facing a serious problem. Owing to the increasing population, water resources are scarce. In recent years, we can see that droughts have been affecting millions of people around the globe. In the meantime, people in developed countries have been wasting huge amount of water for flushing the toilet. According to the US Environmental Protection Agency, 30% of household water goes toward flushing the toilet. Countries like China, US, Canada and UK are still using fresh water in flushing, consuming 190 million L of fresh water every day, not to mention the energy needed in pumping the water. In fact, it is not necessary to use so much water to flush away substances like tissue, hair, urine etc. The water we used is far more than we need. However, as we cannot control how much water is used when we flush, all water in the cistern is flushed away. Realizing the seriousness of water shortage and wastage in flushing, we tried to invent a device to conserve water by controlling the amount of flushing water used. Firstly, we study the principle of normal flushing system so as to understand why flushing cannot be controlled. Then, we tried to think of ways to control flushing. We have tried various methods and materials. After the 6-month testing and modification, we successfully invented Fast Fabulous Flush. It is a device which can be fit into existing cistern to conserve water. With our invention, users can control the amount of water flushed according to needs, so as not to waste unnecessary water. Our invention costs a low price which is no more than 2 US dollar. Also, it can be fit into existing cistern within 3 minutes with simple installation process. Most importantly, flushing water can be conserved effectively. It is estimated that around 200L of water can be saved per household every day.