トンガの津波のナゾが解明(たぶん) [ 知識ゼロから学ぶ地底のふしぎ]
先日、日本を襲った津波 by トンガの大噴火 ですが、
気象庁が頭を抱えるようなナゾの津波でした。
すでに報じられていますが、津波の原因は海底の隆起や沈降では
なさそうです。トンガ周辺や太平洋の観測点で捉えられた津波の高さは
大したことはなかったのに(それでも被害は出ていますが)、もっと遠い日本
では、海面がわずかに変動するくらいと思われるためです。
(この辺も、今後の調査を待つ必要あり)
変わって注目されたのが「空振」です。トンガでの火山の大爆発の音(気圧変化)
が津波を起こしたのだ!という説です。
●日本への津波 専門家「噴火に伴う空気の振動“空振”原因か」
https://www3.nhk.or.jp/news/html/20220116/k10013433451000.html
●空振とは|防災情報ナビ (ibousai.jp)
https://www.ibousai.jp/words/bswd202.html
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)
こちらはウェザーニュース社による、空振(気圧変化)によるものです。
2ヘクトパスカル程度(1000分の2気圧)、気圧が変化しています。
ぜひ動画も見てください(当ブログ過去記事)
→ https://goto33.blog.ss-blog.jp/2022-01-16-1
さらに、地球規模で空振が広がる様が、衛星画像(動画)として
公開され始めています。
こちらは白黒バージョン。こっちのほうが見やすいかも。
ところで、わずか1000分の2気圧の変化では、あんな津波にはなりません。
例えば、巨大台風(低気圧)がくると、気圧が下がって海面が持ち上がります。
これを「高潮」といいますが、海面が約50cm高くなるためには、
気圧は1000分の50ほど(=50ヘクトパスカルほど)下がらないといけません。
今回はわずか2ヘクトパスカルほどなのです。
↓
台風に伴う高潮
https://www.jma.go.jp/jma/kishou/know/typhoon/4-1.html
??? なんででしょう ???
たぶん、単に気圧が変わっただけでなく、大気と海、そして固体の地球の
間でなにか起きたのです。ぱっと思いつくのは共振現象。「波」というものは
ある条件を満たすと、強められていくことがあります。これを共振といいます。
今回は火山噴火で発生した空振が、大気と海洋の間で共振を起こしたのではないか?
(でもどんな共振が起きたのか、ワカラン)
・・・と思っていたら、次のような動画を見つけました。
おお、これメッチャ わかりやすいやん!!
つまり、空振が進むスピードと、波が進むスピードが同じくらいだと、
波がだんだん高まっていくということか?!
「プラウドマン共鳴」っていうんや。
まだこれが原因かどうか、はっきりしませんが、ともかくはこんな
共振・共鳴現象が起きていたらしいことが分かってきました。
しかし、津波到来の翌日に、こういった情報がながれてくるって、
21世紀はやっぱり凄い!!!
※なお本ブログ記事の一部は、メールサービス「ジオサガ」からの転載です。
https://news494obem.fc2.net/blog-entry-3.html
気象庁が頭を抱えるようなナゾの津波でした。
すでに報じられていますが、津波の原因は海底の隆起や沈降では
なさそうです。トンガ周辺や太平洋の観測点で捉えられた津波の高さは
大したことはなかったのに(それでも被害は出ていますが)、もっと遠い日本
では、海面がわずかに変動するくらいと思われるためです。
(この辺も、今後の調査を待つ必要あり)
変わって注目されたのが「空振」です。トンガでの火山の大爆発の音(気圧変化)
が津波を起こしたのだ!という説です。
●日本への津波 専門家「噴火に伴う空気の振動“空振”原因か」
https://www3.nhk.or.jp/news/html/20220116/k10013433451000.html
●空振とは|防災情報ナビ (ibousai.jp)
https://www.ibousai.jp/words/bswd202.html
こちらはウェザーニュース社による、空振(気圧変化)によるものです。
2ヘクトパスカル程度(1000分の2気圧)、気圧が変化しています。
ぜひ動画も見てください(当ブログ過去記事)
→ https://goto33.blog.ss-blog.jp/2022-01-16-1
さらに、地球規模で空振が広がる様が、衛星画像(動画)として
公開され始めています。
こちらは白黒バージョン。こっちのほうが見やすいかも。
ところで、わずか1000分の2気圧の変化では、あんな津波にはなりません。
例えば、巨大台風(低気圧)がくると、気圧が下がって海面が持ち上がります。
これを「高潮」といいますが、海面が約50cm高くなるためには、
気圧は1000分の50ほど(=50ヘクトパスカルほど)下がらないといけません。
今回はわずか2ヘクトパスカルほどなのです。
↓
台風に伴う高潮
https://www.jma.go.jp/jma/kishou/know/typhoon/4-1.html
??? なんででしょう ???
たぶん、単に気圧が変わっただけでなく、大気と海、そして固体の地球の
間でなにか起きたのです。ぱっと思いつくのは共振現象。「波」というものは
ある条件を満たすと、強められていくことがあります。これを共振といいます。
今回は火山噴火で発生した空振が、大気と海洋の間で共振を起こしたのではないか?
(でもどんな共振が起きたのか、ワカラン)
・・・と思っていたら、次のような動画を見つけました。
おお、これメッチャ わかりやすいやん!!
つまり、空振が進むスピードと、波が進むスピードが同じくらいだと、
波がだんだん高まっていくということか?!
「プラウドマン共鳴」っていうんや。
まだこれが原因かどうか、はっきりしませんが、ともかくはこんな
共振・共鳴現象が起きていたらしいことが分かってきました。
しかし、津波到来の翌日に、こういった情報がながれてくるって、
21世紀はやっぱり凄い!!!
※なお本ブログ記事の一部は、メールサービス「ジオサガ」からの転載です。
https://news494obem.fc2.net/blog-entry-3.html
「プラウドマン共鳴」の説明が下記にありました。
●気象津波
https://www.metsoc.jp/tenki/pdf/2014/2014_06_0058.pdf
「気象津波」という言葉も今回始めて知りました。
by MANTA (2022-01-19 20:46)