実験レポート-1 |
特別進学コース2年 石井 絢菜(塩竃第一中出身) |
放射線について勉強できたことは
今後の進路にも役立ちそうです
★クリックすると拡大した画像がみられます |
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) 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) 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REPORT-1(表面) |
REPORT-2(裏面) |
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2.実験結果
①実験から分かったことや疑問点
・半減期のグラフが放物線のようになるのが不思議だった。
・ニュースとかでやっている、半減期や、ベクレルの求め方を知ることができた。
・身近なもの(コンクリートなど)から放射線が出ているのを初めて知った。
・震災後、放射能について気にするようになったが、昔から放射線が空気中にあったのを知って、少しほっとした。
②興味深かった点
空気をただ閉じ込めただけの装置でもα線やβ線を観察することができたので、自分たちは普段から原子核や電子が飛んでいるのを吸い込んでいるんだなぁ、と実感することができたのでおもしろかった。
4.感想
今までのニュースで放射線について報道をしていてもよくわからなくてぱっとしなかったけど、今日、放射線について知ることができ、今までわからなかったことが少しはわかるようになったので、嬉しいです。自分は将来、食物栄を学んで、食に関わる仕事をしたいと思っているので、高校生のうちに放射線のしくみについて知ることができて本当によかったと思っています。
また、このような機会があったら、参加したいです。
実験レポート-2 |
特別進学コース2年 柳澤 久幸(三浦上原中出身) |
普段は単体だと思っていたものも
実は繋がり合っていると実感しました
★クリックすると拡大した画像がみられます |
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) 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) 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REPORT-1(表面) |
REPORT-2(裏面) |
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4.感想
第1回の講座ということもあって、どういうものなのかよく分からない状況で、受講してみたが、とても楽しかった。放射線というと、怖いような、でも安全なのかよく分からない状況で、原発事故以来過ごしていた。しかし、この講座を通じてごくありふれたものであるということが分かった。被ばくという一文字では何なのか良く分からないが、実際に話を聞くと、案外知らなさすぎたのだと感じた。正しい考えと知識を持つことが重要で、心配しすぎないことが必要である。
また、この講座では化学的なこと、物理、生物学要素などがあり、普段の勉強ではそれぞれ単体としてみているものが、実際はつながっているのだと改めて実感することができ、とても濃い内容だった。
実験レポート-3 |
秀光5年 夏井 優希(塩竃第一小出身) |
放射線について
自分でも調べてみようと思います
2.実験結果
①実験から分かったことや疑問点
・霧箱では主にα線、β線が見え、形が違うのでどっちがどれくらい出ているかが視覚的に分かる。
・どうしてγ線は見えないのか。
・アルコール以外のもので代用はできないのか。
②興味深かった点
・霧箱内の飛蹟は放射線によって形が変わるのはおもしろい。
何か大きな違いはあるのか。
4.感想
去年はよく耳にした、「放射能」や「放射線」が実際にどういうものなのか、また、それを自分の目で見ることができて、すごく面白いと思った。
放射線が今後、どのようなことに応用され、どのように使われるか、自分でも調べてみようかと思う。
実験レポート-4 |
秀光5年 奥村 美優(榴岡小出身) |
機会があればまた
霧箱で放射線を見てみたい
2.実験結果
①実験から分かったことや疑問点
・何故γ線は見えないのか。
・アルコール以外のものでも代用できるのか。
・こんなに自然界には放射線が存在するのに、何故人体には影響がないのか。→逆に何故、一定量以上の被曝で放射線の被害が出るのか。
②興味深かった点
・目に見える形で自然放射線が大気中に存在することがわかったこと。
・エントロピーに動いていること。
4.感想
放射線についての知識がほぼ皆無だったので、分かり易い説明のお陰でだいぶ理解できた。
γ線を見ることが難しい、というのは少し残念だったが、機会があればまた作成した霧箱で放射線を見てみたい。
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