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- » 2017 . 10
Category : 未分類
Jアラート運用はあまりにも不適切である。日本に弾着しない状況で馬鹿みたいに広域に警報を出すのはマヌケでしかない。これは問題視すべきものだ。
だが、それを否定しようとする主張がある。要は批判する連中をサヨクであるとし、批判されたJアラートをヨイショするものだ。
具体的には ふぁるちゃーれ・ペソギソ@koteneko2 さんの主張だ。
![的針にはダンマリ](data:image/jpeg;base64,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)
■ ブースト段階でも何県通過は分かる
不思議なのはそこにはあるべき的針がないことだ。
的針とは、探知目標つまりはミサイルがどの方角に進んでいるかといった針路情報だ。例えば一秒毎に目標の位置を拾い、それを線で結べば平面的な針路は分かる。高速で位置が変化する弾道弾なら、先の例なら仮に15秒で15回もとればいい。60度で秒速4mkで上昇したとしても地表面の水平距離で30キロ分にはなる、それで的針を判定すればよい。
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当然だが、イージスのSPY-1やガメラ・レーダにはその力がある。レーダは距離は精密にメートル単位、あるいはそれ以下で出る。方位にしても、レーダのビーム幅を縦横1.5度としても精度(アキュラシー)は1/3くらい、0.5度におさまる。射方位は一定なので一〇回も追尾すれば誤差もおちついてだいたい0.5度以内に収まるだろう。ちなみに今様のレーダなので、これらは自動で行われる。(弾道弾探知ならドップラーシフトも利用しているだろう)
つまりは、ブースト段階の探知でも「的針から日本の何県の上を通るか」位は分かったということだ。平壌から発射されて、大気の濃い部分を抜けたアタリには転舵は済んでいる。仮にそこで探知して、15秒なりを連続的に継続して的針080°なら「津軽海峡を上空通過する見込み」となる。1300キロ先で誤差0.5(左右0.25°づつ)だと幅100キロ程度に落とし込める。
その場合、Jアラートは掛けても道南・青森でよい終わる。別に東日本全体に掛ける必要はないということだ。
■ Jアラート批判を補強するからGIFは的針は黙っている
しかし、件のGIFはそれについて黙っている。指摘しているのは速力変化だけだ。的針といったパラメータを示すと自分たちに不利になる、「Jアラート批判を有利にする」と知っていて黙っているのだろう。
このGIFや、それを作った御仁は不誠実ということだ。GIFの出元は明白ではなく、ふぁるちゃーれ・ペソギソ@koteneko2 さんがGIFを作ったか、あるいはどこかで拾ってきたのかわからない。だが、GIFは都合のいい要素だけを取り上げた「Jアラート批判」批判にすぎないと断じて差し支えない。
だが、それを否定しようとする主張がある。要は批判する連中をサヨクであるとし、批判されたJアラートをヨイショするものだ。
具体的には ふぁるちゃーれ・ペソギソ@koteneko2 さんの主張だ。
ふぁるちゃーれ・ペソギソ @koteneko2
(´・ω・`)J-アラートでごちゃごちゃ言いよる輩は、このGIFでも見とけ。
#tvasahi #橋下羽鳥
7:41 - 2017年9月4日
https://twitter.com/koteneko2/status/904716057104924673
■ ブースト段階でも何県通過は分かる
不思議なのはそこにはあるべき的針がないことだ。
的針とは、探知目標つまりはミサイルがどの方角に進んでいるかといった針路情報だ。例えば一秒毎に目標の位置を拾い、それを線で結べば平面的な針路は分かる。高速で位置が変化する弾道弾なら、先の例なら仮に15秒で15回もとればいい。60度で秒速4mkで上昇したとしても地表面の水平距離で30キロ分にはなる、それで的針を判定すればよい。
当然だが、イージスのSPY-1やガメラ・レーダにはその力がある。レーダは距離は精密にメートル単位、あるいはそれ以下で出る。方位にしても、レーダのビーム幅を縦横1.5度としても精度(アキュラシー)は1/3くらい、0.5度におさまる。射方位は一定なので一〇回も追尾すれば誤差もおちついてだいたい0.5度以内に収まるだろう。ちなみに今様のレーダなので、これらは自動で行われる。(弾道弾探知ならドップラーシフトも利用しているだろう)
つまりは、ブースト段階の探知でも「的針から日本の何県の上を通るか」位は分かったということだ。平壌から発射されて、大気の濃い部分を抜けたアタリには転舵は済んでいる。仮にそこで探知して、15秒なりを連続的に継続して的針080°なら「津軽海峡を上空通過する見込み」となる。1300キロ先で誤差0.5(左右0.25°づつ)だと幅100キロ程度に落とし込める。
その場合、Jアラートは掛けても道南・青森でよい終わる。別に東日本全体に掛ける必要はないということだ。
■ Jアラート批判を補強するからGIFは的針は黙っている
しかし、件のGIFはそれについて黙っている。指摘しているのは速力変化だけだ。的針といったパラメータを示すと自分たちに不利になる、「Jアラート批判を有利にする」と知っていて黙っているのだろう。
このGIFや、それを作った御仁は不誠実ということだ。GIFの出元は明白ではなく、ふぁるちゃーれ・ペソギソ@koteneko2 さんがGIFを作ったか、あるいはどこかで拾ってきたのかわからない。だが、GIFは都合のいい要素だけを取り上げた「Jアラート批判」批判にすぎないと断じて差し支えない。
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21:31
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22:29
無名
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23:27
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そらTwitterのウヨ界隈は、ミサイルは当たらないけど鳴るアラートを擁護しますわな。
09:25
k
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14:50
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こういう理屈って、「餓死寸前の北朝鮮に高度な科学技術なんかあるワケがない」みたいな“暗黙の了解”が日本社会に充満してることが、「なんとなくの根拠」になってるんだよね(kさんがそうだという意味ではないので誤解なきよう)。
だから最初のコメの人が指摘してる「朝鮮への差別意識を煽るため」が、今回の件でもう一歩進んで「連中ごとき鎧袖一触で圧勝できるから、金王朝を武力で膺徴すべし」みたいな考え方がより広まったんじゃないかな、みんな意識はしてないだけで。
どこで見たか忘れたけど、「相手を偏見に基づいて侮るのはすごく危険」だって誰かが書いてた。引き合いに出されてたのが零戦。
太平洋戦争開戦当時の米英軍は、「黄色人種の肉体的特徴」から日本軍パイロットの空戦能力を低く見積もり、まして高性能の全金属製単葉戦闘機なんか造れるワケがないと思い込んでたら零戦にボコボコにされて驚愕した、北朝鮮相手に同様の事が起きない保障はない——みたいな話。
だからイケイケドンドンなことばかり言う奴は、マユに唾つけて聞いとかないとホント危ないと思う。
No title
17:50
おひさま
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それ言い出したら、旅客機も飛ばせないですよ。
鎖国から一転不平等条約締結
19:44
ブロガー(志望)
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『海国兵談』等にあるように江戸時代黒船の脅威は早くから分かっていましたが、それに対する日本の対応は「先送りと攘夷という『空論(「問答無用で追い払え」→「力で勝る相手をどうやって追い払うのか」→「貴様は国賊だ」)』」でした。その挙句幕末黒船が来ると鎖国から一転不平等条約を締結しました。
核ミサイルは前からある兵器で(米のFEEMAも元は核攻撃に対応するための組織)、北の核ミサイル開発も三代にわたって行われてきたわけですが、それに対して日本はこれといった対応をせず、脅威が「感覚的に」感じられるようになると慌てふためいて場当たり的な対応をするばかりか(それまで何もしなかった事など眼中に無い)、それを場当たり的と指摘する人をあたかも「邪魔者」呼ばわりしているのではないかと思われます。「直接的な人間関係"だけ"で社会を構築してきた日本人は、常に目先の摩擦と軋轢を回避するようにしか動かない」事の一例ではないかとも。
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21:26
segawa
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当該のgif、内容もアレなんですが、他人にモノを説いて聞かせようという趣旨のものに初音ミクだのアニメキャラだのを入れ込んでしまうセンスが本当に絶望的で。お仲間向けにクダまいてる程度のものだってことを顕わにしてしまってますな。
Re: No title
23:32
文谷数重
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あとキャラ出すにしても、初音ミク(と東方)出すやつは
「ぼかぁ、不謹慎が信条で」みたいなSF作家といい大抵はどうしようもないのは経験則じゃないかと
あのお理工系の郭を出ない不謹慎が筒井オマージュなら、開高健との論争みたいに巨大開発見直しとかに
そのうち糞袋とかいい出すのではないかと
> 詳細な解説どうもありがとうございます。
> 当該のgif、内容もアレなんですが、他人にモノを説いて聞かせようという趣旨のものに初音ミクだのアニメキャラだのを入れ込んでしまうセンスが本当に絶望的で。お仲間向けにクダまいてる程度のものだってことを顕わにしてしまってますな。
19:33
おひさま
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あの頃の日本人は今回みたいにジタバタしなかったと思います。
抑止力が効いていないとか言い出す輩もいますが、80年代の極東ソ連軍と比べたら、間違いなく軍事的バランスはこちらに分があるんですから、どうしてそう騒ぐかなと。
結局、アレ総理が北朝鮮を放っておいて、対中包囲網なんて無理筋に力を注いだ結果じゃないのかと思いますけど。
小泉総理のときに平壌まで付いて行ってこれだものね。
Re: タイトルなし
20:56
文谷数重
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同時期に強硬政策、圧力による圧迫をやったとして、どちらが効果があったのか
ま、日朝合意のあいだは北朝鮮もいまよりは穏やかでしたよねえ、その分の効果はあったし
それをしないで圧力ばっか掛けていたら、対抗するためにシャカリキになって
弾道弾と核爆弾の開発・実用化は早まったんじゃないかと
> よくわからないのが、北朝鮮の核には過剰反応して、旧ソ連に核があったことは無視という態度。
> あの頃の日本人は今回みたいにジタバタしなかったと思います。
>
> 抑止力が効いていないとか言い出す輩もいますが、80年代の極東ソ連軍と比べたら、間違いなく軍事的バランスはこちらに分があるんですから、どうしてそう騒ぐかなと。
>
> 結局、アレ総理が北朝鮮を放っておいて、対中包囲網なんて無理筋に力を注いだ結果じゃないのかと思いますけど。
> 小泉総理のときに平壌まで付いて行ってこれだものね。