2022/01/24 7:40 JST投稿
【今週の見通し】(1月24日-1月28日)
先週は米国の金融政策正常化に向けた動きが意識され、さらにウクライナ問題で緊張が高まり、リスク回避のリスクオフの流れが出て米ドルが上がりづらい状況となっている。その状況を受け、今週25、26日に開催される米連邦公開市場委員会(FOMC)の内容で利上げに関して確定するか否かに注目が高まっている。もし、FOMCで金融政策に積極的な姿勢が見えない場合は、米ドル・円がさらに下落する可能性がある。また、国内でのコロナウイルスの感染再拡大や日米金利差、企業の決算発表も注視したい。さらに、緊張が高まるウクライナ問題では、ロシアの動きが活発化しており、その点にも注目が高まる。
予想レートは米ドル・円が112円後半から115円前半。ユーロ・米ドルが1.12ドル後半から1.14ドル前半。
【米国】
米ドル円(USDJPY) 113.65-113.69 (円)
ユーロ円(EURJPY) 128.93-128.99 (円)
ユーロ米ドル(EURUSD) 1.1343-1.1345 (米ドル)
ポンド円(GBPJPY) 154.03-154.12 (円)
ポンド米ドル(GBPUSD) 1.3553-1.3556 (米ドル)
1月21日のニューヨーク外国為替市場の主なトピックスは、ウクライナ問題への懸念から安全資産の国債が買われ長期金利が低下した。来週、開催されるFOMCを前に様子見の姿勢も強まった。
米ドル・円(USDJPY)は、114円後半から半ばに値を下げた。朝方に長期債利回りが1.711%に低下し徐々に値を下げ株安に進んだ影響から、徐々に米ドルが安くなり、この日の安値113.61円まで売られた。その後はFOMCを前に様子見の姿勢が強まり横ばいで推移し、終値は113.68円だった。なお、長期金利は下げ幅を縮め、一時1.774%まで上昇した。
ユーロ・米ドル(EURUSD)は、1.13ドル前半から半ばに値を上げた。米長期金利の低下からユーロが買われ、この日の高値1.1360ドルに上昇した。その後は、FOMCやウクライナ問題の懸念が意識され売りに転じたが、様子見の姿勢が強まり1.1344ドルで終えた。
ユーロ・円(EURJPY)は、ウクライナ問題の懸念から積極的な取引は控えられ129円付近の横ばいで推移し、終値は128.98円となった。
NYダウ平均 USD 34,265.37 -450.02 (-1.29%)
NASDAQ総合 USD 13,768.922 -385.098 (-2.72%)
S&P500 USD 4,397.94 -84.79(-1.89%)
1月21日の米株式市場のダウ工業株30種平均は、6日連続で前日の終値を下回った。前日の夕方に決算を発表した動画配信のネットフリックスが第1四半期契約者数の低い見通しを発表し、同業種のディスカバリーやディズニーなどが売られ、主力ハイテク株にも売りが広がった。米連邦準備理事会(FRB)の金融引き締めへの警戒感から航空機のボーイングや化学のダウなど景気敏感株が安くなっている。15時前に来週のFOMCを控え利益を確定させる動きが強まり、さらに値を下げた。
米国債10年 1.762(-2.54%)
NY原油(WTI) 1バレル=USD 85.14 -0.41(-0.48%)(3月渡し)
NY金(COMEX) 1オンス=USD 1,831.8 -10.8(-0.59%)(2月渡し)
【日本】日米株安やウクライナ問題からリスクオフの円買いに
1月21日の東京外国為替市場は、日米共に株価指数が低下し、ウクライナ情勢への懸念からリスク回避のリスクオフの動きが強まり、全般的に円買いが優勢となった。米長期金利先物の低下も影響している。
米ドル・円は113円後半で取引された。株安やウクライナ問題から円買いが強まり、昼過ぎにこの日の安値113.63円まで売られた。その後は、日経平均が持ち直すと徐々に値を上げ、17時時点では113.86円となった。
ユーロ・米ドルは1.13ドル前半での取引となった。10時頃にこの日の安値1.1301ドルまで売られたが、安値圏に沈んだ反動から徐々に買戻しが入り値を上げた。堅調に値を上げたがウクライナ問題の懸念から値が上がりづらく、17時時点では1.1328ドルだった。
ユーロ・円は128円後半から129円前半に値を上げた。ユーロ・米ドルの動きにつられ、10時ごろにこの日の安値128.56円まで売られたが、その後は安値が意識され値を戻した。堅調に値を上げ、17時時点では128.98円となった。
日経平均株価 27,522.26円 -250.67(-0.90%)
安値27,129.61円 - 高値 27,586.42円
東証出来高 1,235,00万株
東証売買代金 2兆9873.93億円
1月21日の日経平均株価は前日の終値を下回った。米国の株安やインフレによる金融政策正常化への警戒感の高まりからハイテク株や株価収益率(※)の高い成長株が売られた。また、外国為替市場で円高が進み、トヨタや自動車部品のジェイテクトなどの輸出関連株や、半導体製造装置を手掛ける東京エレクトロンなども売られ、終日マイナス圏での取引となった。
(※)株価収益率(PER)とは、企業の成長性を分析する指標の一つ。株価が1株ごとの当期純利益の何倍まで買われているかを表しており、値が大きいほど割安となる。今のような長期金利の指標とされる10年債の金利が上昇している時は、PERの値より金利の方が大きくなり割安感が減るため、ハイテク株を中心としたPERの高い株の魅力が減少し売られやすい。
無担保コール翌日物金利 -0.020%
国債先物・22年3月限 150.97 (+0.13)
10年長期金利 0.130%(-0.010)
【マーケットアナリティクス】豪ドル・円、最も重要な下値支持線を下回る(1月21日 14:40 CET)
米ドル以外の通貨と円の組み合わせのクロス円やオーストラリアドル(豪ドル)・円では、前日から投資家心理が著しく悪化している。
この日は、マクロのニュースはなかったが、トレーダーは米国利回りの上昇と、昨日の大規模な弱気(ベア)反転後に消極的な姿勢が強まっている株式市場に焦点を当てた。本稿執筆時点で、豪ドル・円は0.5%以上下落し、82.00円を下回る1カ月ぶりの安値となっている。
50日移動平均線と200日移動平均線(※)共に下回っており、直近で弱気(ベア)に転じ、下値支持線(サポート)は81.50円付近の前回高値になる可能性があり、午後にこれを試す可能性がある。
一方、日中の上値抵抗線(レジスタンス)は、82.15円付近の50日平均線(紫のライン)となり、重要な売り場は、82.50円付近の200日平均線(緑のライン)になることは間違いないだろう。
米国のオプション満期は市場の大きな動きにつながるため、価格変動(ボラティリティ)は上昇することが予想される。
(※)移動平均線:一定期間(この場合は50日間と200日間)の終値の平均値の推移を折れ線グラフで示したもの。相場が上昇傾向にあるのか、下落傾向にあるのかといったトレンド(流れ)を把握しやすい。
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)
オーストラリアドル・円デイリーチャート 1月21日(CET・中央ヨーロッパ時間)
引用元: “AUDJPY falls below essential support” (2022年1月21日, AXIORY Global Market News)
追記:1月21日のオーストラリアドル・円の終値は81.586 円。1月24日、日本時間6:00は、81.52-81.57円で取引されている