全國中小學科展

四等獎

什麼尚「氫」--談燃料電池之放氫探討

氫是一種非常理想的能源。不僅效率極高,且不會造成環境污染。空氣中的含量極少,常用的電解水方式又效果不彰。我們利用Ag、Ru、Cu 、C-CuPu、C 等數種電極,與H2SO4、 H3PO4 、HNO3 電解液,分別在10V 雙電極與-0.8V 三電極下做電解水實驗,研究何種電極與何種電解液能得到最多的氫氣量。在低電壓下找出最好的電極,液與太陽能電池結合,成為電池中的一部份,讓發電效果更好,以利未來燃料電池H is a kind of great power.It is not only effective,but also no environment pollution .Owing to the H in the air is very little,so it is not easy to take .Addition to,we often to take it by electro liquid,but the electrolysis effect is not ideal. Except Ag、Ru、Cu、C-CuPt、C and so on ,in theH2SO4、 H3PO4 、HNO3 electro liquid,we have a experiment in the 10V dual electrode and -0.8V triple electrode to study which electrode and which electro liquid to get the most of H.Under the low voltage,we can fund the best electrode.It is easy to bind with solar energy battery,andit can be a part of battery.Besides, it makes the generator effect better,and it is convenient to make the fuel cell commercialize in the future.

全民攻笛

本實驗主要是研究閉管駐波的發聲原理。何謂「閉管駐波」?就是一個管子在相同長度下,用不同的力道吹,會有不同音高的聲音產生,這些音被稱為「諧音」。原管長所能發出的最低頻率稱作「第一諧音」,第二低的聲音稱作「第三諧音」,依此類推。在簫的演奏上,只要按住同樣的孔,用較大的力量吹,也同樣會發出較高的音;同樣地,在曲笛的演奏技巧上,有平吹、急吹等分別。為什麼吹越用力,音就越高呢?如果現在拿一個大吸管吹(要裝活塞),你會發現,只有在特定的位置(角度)下,才能吹出聲音。那麼,角度對於聲音也有影囉?這些現象的幕後黑手,就是在管口產生的「渦流」,渦流頻率也會隨著風速而增加;而且,渦流的頻率在特定風速下,會有特定的範圍。經由實驗可以大略歸納出,影響閉管駐波的三個主要變因,分別是「風速」、「風吹角度」、及「吹口至管口的距離」。吹得越急,風速就越快,渦流頻率越高,越易使諧音躍遷;吹的角度越小,越易產生渦流,亦易引發聲音;吹的距離越小,渦流越不?定,越易產生其他的擾動。以上就是本實驗的概略。This project is aimed to fine out how the closed tube can produce a sound. We know what harmonics are. When we hold a big straw and blow with increasing strength (the bottom should be in water), it will generate a higher sound. The high sound is called “harmonic”. The lowest sound it can make is “the first harmonic”, the second lowest sound is “the third harmonic”, and so forth. Likewise, when we press the same key on vertical bamboo flute with increasing strength, it’ll also produce a higher sound. But why do we use the strong air stream to blow the tube to cause the tone to transfer? Now let’s blow a straw flute. You will find that you need to blow in the particular position, and then the sound will be produced. So, is there any relationship between the blowing angle and the frequency? Actually, all these sound are produced by “vortex in the mouthpiece.” The frequency of vortex will increase with the wind speed. Moreover, the frequency of vortex has a range. In sum, the higher the wind speed is , the higher the frequency of the vortex is , and leads to the higher frequency of the sound. The smaller the blowing angle is, the easier the vortex will be produced; the easier the frequency will be made. The smaller the distance between the blowing angle and the frequency is, the more unstable the frequency will be. The above is the most important research in this project.

由嘉義地區的氣象資料來探討二十四節氣與聖嬰現象

二十四節氣是中國古代對氣象觀測的智慧結晶,由於近幾年來聖\r 嬰與反聖嬰現象的影響,在透過嘉義氣象觀測站的協助之下,利用\r Excel 進行簡易的雨量和氣溫統計,並配合中央氣象局發布的環流型\r 態和農業災害,來探討二十四節氣在嘉義地區的適用性。\r 以陽曆來區分節氣,每年會誤差6 小時,加上四年一閏,剛好彌\r 補差距,農曆則需19 年。至於聖嬰現象對嘉義地區則呈現涼夏和暖\r 冬,但在反聖嬰現象中則變為加強四季之特性,即是熱夏與寒冬。兩\r 者都造成雨量集中夏秋兩季,形成冬春乾旱。至於二十四節氣則是以\r 夏、秋的氣溫和雨量相關的諺語較適合嘉義地區。\r Abstract\r The 24 Solar Terms, is the achievement of weather observation from\r ancient China. Because of the effects from El Nina and La Nina these\r years, we proceed simple statistics of rainfall and temperature by using\r Excel and the assistance from Chia-yi Weather Station. We adopt the\r Circulation Type and the damage of agriculture from Central Weather\r Bureau, to discuss if the 24 Solar Terms for in Chia-yi area.\r To divide the 24 Solar Terms according to the solar calendar, there’ll\r be a six –hour gap every year. The gap could be made up every four years.\r But with the lunar calendar, it takes nineteen years to offset. The El Nina\r shows cool summer and warm winter in Chia-yi area, but the La Nina\r emphasizes the characteristics of the four seasons. It shows hot summer\r and cold winter. Both of them rain mostly in summer and fall, and cause\r the drought in winter and spring. The saying of the 24 Solar Terms is\r suitable for the temperature and the rainfall during summer and fall in\r Chia-yi area.

可表為兩個平方數和的一種特定型式的數及其性質推廣研究~「Concatenating Squa

給定下面範例:\r 058823529411764705882 +235294117647058823532\r =0588235294117647058823529411764705882353,\r 其等式結果與質數17 的倒數結果(1/17)有某種關聯(卻沒有一個決定性的證據),意即\r 1/17=0.0588235294117647=\r 0.058823529411764705882352941176470588235294117647...... ( Len(17) =16 )\r \r 曾經在下列網站上發現過幾組數字(挑戰試題),引起我們極大的興趣。\r http://www.domino.research.ibm.com/Comm/wwwr_pondernsf/challenges/March2000.html\r http://www.math.smsu.edu/~les/POW08_96.html\r \r \r The two examples that I have are 0588 2+23532=05882353 and 058823529411764705882+23529411764705882353 2=0588235294117647058823529411764705882353 These were found by the Canadian professor Alf van der Poorten, and he gave a talk on these identities in December at the west coast number theory conference. He was unspecific as to exactly where these identities were coming from, but they are connected with reciprocals of primes:1/17 = 0.0588235294117647= 0.058823529411764705882352941176470588235294117647 ΛΛ ( Len(17) = 16 ) Though not mentioning how to obtain these equations, Prof. Poorten demonstrated the relationship between the above examples and the reciprocal of the prime numbers 17 (1/17 ) without a definitive proof.

雙叉桿菌於不同優酪乳中抗氧化性之研究

The objectives of this investigation were to evaluate the growth conditions and the antioxidant activities of fermented black bean soy milk(BBSM) with Bifidobacterium longum B6 and 15708 cultured in four media, namely, ( BBSM ( 100%)+ 1% glucose ), ( BBSM (100%)), ( BBSM (50%) + milk (50%)), (milk (100%)) . These results indicated that; (1) both strains attained viable cell numbers about 7.19~9.53 log CFU/ml after 18 hrs of incubation and were in the order of ( milk (100%))>( BBSM (50%) + milk (50%))> ( BBSM (100%) + 1% glucose)>( BBSM (100%)), (2) both strains in ( BBSM (100%)) exhibited higher pH value ranging from 4.79 to 5.50 , but lower titratable acidity(%) ranging from 0.27% to 0.61% than the three other media after 48h of fermentation, (3) both strains displayed an even smaller tolerance to simulated gastric juice at pH = 2.0 for 3h, especially in ( BBSM(100%)), while in simulated gastric juice at pH =3.0 for 3h had higher tolerance , (4) both strains had high resistance ranging from 72.51% to 92.62% to 0.3% bile solution for 12h, (5) the reducing power of ( BBSM (100%)) was more excellent than that of ( milk (100%)), (6) the scavenging effect of yogurt (BBSM ( 100%) + 1% glucose) on DPPH radicals was significantly higher than that of ( milk (100%)), (7) In general, at ten- fold dilution the chelating effect on copper ions of these four un-fermented media except ( milk (100%)) was significantly higher than that of fermented media with B.longum B6 or 15708. 本研究是探討雙叉桿菌(Bifidobacterium longum B6及15708)在四種發酵基質(【黑豆奶(100%)+1%葡萄糖】、【黑豆奶(100%)】、【黑豆奶(50%)+牛奶(50%)】、【牛奶(100%)】)中的生長情形及抗氧化活性。結果顯示: (一) 兩株菌在四種培養基中的生長菌數大小順序如下:【牛奶(100%)】>【黑豆奶(50%)+牛奶(50%)】>【黑豆奶(100%)+1%葡萄糖】>【黑豆奶(100%)】。 (二) 兩株菌在【黑豆奶(100%)】的pH值比較高於其他三種優酪乳,而最終發酵可滴定酸度比較低於其他三種優酪乳。(三) 兩株菌於pH2.0環境下,在【黑豆奶(100%)】優酪乳中耐酸性很低,而於pH3.0環境下卻有很高的耐酸性。(四) 兩株菌對0.3%膽鹽之耐受性均很高為72.52%~92.62%。(五) 在稀釋10倍的四種基質中,不論發酵前或發酵後的還原力皆以【黑豆奶(100%)】為最高,【牛奶(100%)】為最低。(六) 在濃度稀釋10倍時,【黑豆奶(100%)+1%葡萄糖】對DPPH‧自由基清除率明顯比【牛奶(100%)】高。(七) 在濃度稀釋10倍的四種優酪乳中,除【牛奶(100%)】外,發酵後比未發酵的銅離子螯合率明顯降低。

車輛滑動預防系統研究

近年來,未拉上手煞車所造成的傷害事故層出不窮,主要有兩個導因,一、車主已離車但未拉上手煞車;二、看見自己的車已經開始滑動,想用徒手力量阻擋。因為車輛的質量很大,往往沒有辦法阻止,反而造成了車主自身或周遭行人的傷亡。本設計主要功能是用於車輛滑動的預防。我們運用了加速規來感測地面的坡度,當車輛停放在斜坡,駕駛座上無人,且沒有拉起手煞車,本系統將會自動偵測,我們使用了OPA比較電路來判斷坡度是否達到我們預設的值,如果是,系統將會啟動警報器警告周圍的人,而且會自動將手煞車拉起,以防止車輛繼續下滑,這就是我們所發明的智慧手煞車的作動原理及基本的構想。我們希望藉由此設計,達到減少因未拉上手煞車而造成的事故,並且能藉由警報聲改正駕駛人習慣,減少傷亡提升車輛安全。

聞音起舞一 聲音對跳舞草小葉擺動之影響

跳舞草(Desmodium gyrans) 屬多年生木本豆科植物,其特殊之處在於小葉會對外界的聲音有所感應。本實驗以訊號產生器固定聲音強度,發出2、4、6、8、10 KHz不同聲頻之聲波刺激跳舞草,並以每5秒為單位紀錄小葉擺動角度之變化,分析其擺動週期、擺動幅度等不同的變化。實驗結果為跳舞草小葉之擺動週期與擺動振幅是隨著聲音頻率的增加而呈現sin函數變化之圖形。Desmodium gyrans (Leguminosae) is a perennial woody plant. Acoustic waves can stimulate stipules and cause to oscillation. This experiment used the coroma to immobilize strength, emitted the frequency of 2, 4, 6, 8, 10 KHz acoustic wave to stimulate stipules and recorded the changes of oscillation angle every five seconds. We calculated the oscillation cycle、oscillation span, and analyzed experiment data. The most importance result is that the experiment graphs of oscillation angle and oscillation span with different frequency of acoustic waves display sin function metamorphic diagram.

『亮』出色彩-PLED 的製作

利用化學合成法合成出聚苯胺及MEH-PPV,經過一連串的製程作出高分子\r 發光二極體(PLED),再用I-V 儀量測。實驗中以聚苯胺及MEH-PPV 的薄膜厚\r 度為變因,進行實驗。設定I-V 的電壓值為10V,量測樣品通路上的電流。一開\r 始電壓在跑時,量到的電流都為0A,所得到的圖形為一水平直線;當電壓到達\r 一個值時會向上爬升,但爬到一個階段後圖形呈現鉛直掉落至電流為0A,圖形\r 又恢復成水平直線。過程中看到了薄膜厚度對樣品確實有影響,又鋁電極的厚度\r 不能承受過大的電壓,電壓一大,樣品馬上就燒壞了。\r Abstract:\r Using Chemiccal polymerize PANI and MEH-PPV make through a series\r Polymer light emitting diode(PLED)Produce.then using I-V meter surveies. PANI\r and MEH-PPV change of thick proces.Experiment design I-V volt for meter\r conduction of current of sample .The voltage moving.First meter current is obtaining\r the figure is horizontal when voltage increase to a special value , but increase a while ,\r the current will fall down to zero volt. Figure will go to horizontal that sample will\r change .Thick is different,and aluminum cathode can not suffer too much\r voltage .otherwise will burn.

Applied Red Palm Weevil Farming

The Red Palm Weevil is a kind of pest commonly found in all coconut and palm growing areas, causing considerable damage to palm trees. The pest at larva stage was found to be a popular food dish for both local people and visitors and has been commercially bred for consumption. This project aimed to develop a farming method to increase the quantity of red palm weevil larvae for commercial use, instead of the natural farming which fed the insects on rare natural materials. Firstly, the most appropriate food formula to boost the multiplication of red palm weevil using local raw materials was determined. Four food formula were developed: 1.combination of palm leaves, coconut fibers, and pig food, 2.palm leaves, coconut fibers, and rice bran,3. palm leaves, coconut fibers and cassava,4. a combination of crushed palm leaves and coconut fibers. The mixture ration were 1:1:1 for formula1-3 and 1:1 for formula 4. Equal number of the adult weevils were raised in the different food formula, the length and weight of the larvae obtained were measured every week for seven weeks. The gross weights and the effectiveness of the red palm weevil farming were analyzed using the feed conversion ratio (fcr), the daily growth rate, and the percentage increase in weight. It was found that. the weevils raised with food formula 1 yielded the larvae which grew the fastest with highest effectiveness. The most appropriate ratio of the food mix which yielded the satisfactory larvae size was determined to be 1:1:1 3.Next, experiment was carried out to improve the quality of the insect larvae for consumption. The larvae produced had some distinct smell which some consumers do not like.To improve the smell, the larvae were fed with the selected food mix added with minced fresh Pandanus leaves 2 days prior to consumption. Food mix with coconut fibers instead of Pandanus were used as control. Consumers were most satisfied with the larvae fed with added Pandanus leaves. Analysis of the food mix, larvae and Pandanus leaves found the common compound, Coumarins. In conclusion, our project found a suitable system of red palm weevil farming an alternative to conventional method which farmed the pest on cut palm trees. The new method resulted in the best yield of insect larvae with the highest consumer satisfaction and reduce destroying natural resource.

共點圓、共圓點

我的研究是利用一些特殊的手法來探討所有情況皆會產生共點圓或共圓點。在一個由四條直線(無平行線組、無共點)所構成的圖形中,可以找到四個三角形及它們的外接圓。我知道它會共點,在此稱其為限制點。且若再添加一條直線,則可以任意的取出四條直線,分別找出它的限制點,而這些限制點又會共圓,吾稱其為限制圓。我欲證明此種情況會不斷延續下去。即是六條線時又會有限制點,七條線時又會有限制圓…。在本研究中,我利用了數學歸納法、特殊的編號方法以及「方向角」來做出此證明。由於固定的線組對應至固定的限制點或限制圓,希望能向找出其性質的方向發展。In my study, I use some skills to discuss all the situations which satisfy following conditions. The result is that concurrent circles or concyclic points will be found in every situation. In a graph consisting of four lines, conforming to conditions that any three lines won’t be parallel or intersect at one point, I can find out four triangles and their circumscribed circles. I know these circumscribed circles will be concurrent and I call the point at which all the circles meet “restricted point”. If another line is additionally added in the graph, I can discover that restricted points determined by any four lines in the graph will be concyclic. I call the circle “restricted circle”. What I want to prove is that the above situation will go on. In other words, restricted points will exist when I have six lines, and restricted circles will exist when I have seven lines and so on. In my study, I used Principal of Mathematical Induction, special ways of numbering points and circles, and “orientated angle” to prove my hypothesis. Because of particular line groups corresponding with particular restricted points or restricted circles, the further work I want to attain is to find the relation of them.